!<arch>
/               1754304722  0     0     0       274       `
                   __sfc_ibis_lsxmain_MOD_irrad __sfc_ibis_lsxmain_MOD_solarf __sfc_ibis_lsxmain_MOD_solalb __sfc_ibis_lsxmain_MOD_solsur __sfc_ibis_lsxmain_MOD_solset __sfc_ibis_lsxmain_MOD_fwetcal __sfc_ibis_lsxmain_MOD_co2 __sfc_ibis_lsxmain_MOD_lsxmain //                                              26        `
Sfc_Ibis_BioGeoPhysics.o/
/0              1754304722  5283  8054  100664  3641256   `
ELF          >                    h7         @     @   UHSHHH}HuHU    t                       HEȋ HHEHE    HHHIA    HEȋ HHEHEغ    HHHH    E    HEȋ0E   M9u   }u                EHH   H¾                H;E~HUHH¾                UHcH                   H;U~HEH                HzHPHEHE9Mt                EM        HH[]UHSH8H}HuHUȋ    t                       HEЋ HHEHE    HHHH    E    HEЋE   U9M   }u                EHH   H¾                H;E~HUHH¾                HpHE HE9Ut                EUN        H8[]UHAWAVAUATSH  H8H0H(H LL    t                       H8 HHEHE    HHHIA    H8 HHEHE    HHIHHH    HHHIA    HH H  HHEHE    HHIHHH    HHHIA    HHH8 HHEHE    HHIHHH    HHHHHǅ    HHH8 HHEHE    HHHIHH0 HHEHHE    HHHHHǅ    HHH8 HHEHE    HHHIHH0 HHEHHE    HHHHHǅ    HHH8 HHEHE    HHHHHǅ    H8 HHxHx    HHHHHǅ    H8 HHpHp    HHHHpHǅx    H8 HHhHh    HHHH`Hǅh    H8 HH`H`    HHHHPHǅX    H8 HHXHX    HHHH@HǅH    H8 HHPHP    HHHH0Hǅ8    H8 HHHHH    HHHH Hǅ(    H8 HH@H@    HHHHHǅ    H8 HH8H8    HHHH Hǅ    H8 HH0H0    HHHHHǅ    H8 HH(H(    HHHHHǅ    H8 HH H     HHHHHǅ    H8 HHH    HHHHHǅ    H8 HHH    HHHHHǅ    H    HHH    HHHHHǅ    H8 HH H     HHIHHHǅ    H       HHDH    Hu
        HH8 HHH    HHIHHHǅ    H       HHDH    Hu
        HH8 HHH    HHIHHpHǅx    H       HHDH    Hu
        HH8 HHH    HHIHH`Hǅh    H       HHDH    Hu
        HH8 HHH    HHIHHPHǅX    H       HHDH    Hu
        HH8 HHH    HHIHH@HǅH    H       HHDH    Hu
        HH8 HHH    HHIHH0Hǅ8    H       HHDH    Hu
        HH8 HHH    HHIHH Hǅ(    H       HHDH    Hu
        HH8 HHH    HHIHHHǅ    H       HHDH    Hu
        HxH8 HHpHp    HHIHH Hǅ    H       HHDH    Hu
        HhH8 HH`H`    HHIHHHǅ    H       HHDH    Hu
        HXH8 HHPHP    HHHHHHǅ    H   HHDH    Hu
        HHE    ǅD    E    HPHHP !ʃt(HPI                      HH!ʃt'HPA   HH¾                HH;P!ʃt'HPA   HH¾                H   H9HrHH    HH`HH` !ʃt(H`I                      HH!ʃt'H`A   HH¾                HH;`!ʃt'H`A   HH¾                H   H9HrHX    HHpHHp !ʃt(HpI                      HH!ʃt'HpA   HH¾                HH;p!ʃt'HpA   HH¾                H   H9HrHh    HHHH !ʃt(HI                      HH!ʃt'HA   HH¾                HH;!ʃt'HA   HH¾                H   H9HrHx    HHHH !ʃt(HI                      HH!ʃt'HA   HH¾                HH;!ʃt'HA   HH¾                H   H9HrH    HHHH !ʃt(HI                      HH!ʃt'HA   HH¾                HH;!ʃt'HA   HH¾                H   H9HrH    HHHH !ʃt(HI                      HH!ʃt'HA   HH¾                HH;!ʃt'HA   HH¾                H   H9HrH    HHHH !ʃt(HI                      HH!ʃt'HA   HH¾                HH;!ʃt'HA   HH¾                H   H9HrH    HHHH !ʃt(HI                      HH!ʃt'HA   HH¾                HH;!ʃt'HA   HH¾                H   H9HrH    HHHH !ʃt(HI                      HH!ʃt'HA   HH¾                HH;!ʃt'HA   HH¾                H   H9HrH    HHHH !ʃt(HI                      HH!ʃt'HA   HH¾                HH;!ʃt'HA   HH¾                H   H9HrH    HH HH  !ʃt(H I                      HH!ʃt'H A   HH¾                HH; !ʃt'H A   HH¾                H   H9HrH    HH8 @E   Ẻ@9EZ7  }u                EHH   H¾                H;E~HUHH¾                HPH,DEHcH   H                H; ~!H HH                EHcH                   H;U~HEH                EHcH   H                H;u~HEHH                HH	H HHHE@HHHHE@X    _HW    ^HЋEHcH   Hھ                H;~!HHHھ                EHcH                   H;U~HEH                DHcH   H                H;u~HEHH                HHH HHE@HHHHH^~    fW    HS    \f(HЋEHcH   Hھ                H;~!HHHھ                EHcH                   H;U~HEH                DHcH   H                H;u~HEHH                HHHHHEHHHHHH^~    fW    HS    \f(HЋEHcH   Hھ                H;~!HHHھ                EHcH                   H;U~HEH                EHcH   H                H;}~HEHH                DHcH   H                H;u~HEHH                H HHHE@HHHHEHXf(HHHHH^f(~    fW    HS    \f(HЋELcM   Lھ                L;~!HHLھ                H}  HEH                   EHcH                   H;U~HEH                H}  HEH                   ELcM   LҾ                L;U~HEHLҾ                H} HEH                   ELcM   Lʾ                L;M~HEHLʾ                H} HEH                   ELcM   L¾                L;E~HEHL¾                H} HEH                   EHcH   H                H;}~HEHH                H} HEH                   EHcH   H                H;u~HEHH                HHHHHH   LLLLIH   YH	HIH   K6LI H   YXHHHHHH   LHLLHH   YXf(    ^f(YH}  HEH                   EHcH                   H;U~HEH                H}  HEH                   ELcM   LҾ                L;U~HEHLҾ                H} HEH                   ELcM   Lʾ                L;M~HEHLʾ                H} HEH                   ELcM   L¾                L;E~HEHL¾                H} HEH                   EHcH   H                H;}~HEHH                H} HEH                   EHcH   H                H;u~HEHH                f(    YHHHHHH   LLLLIH   YH	HIH   K6LI H   YXHHHHHH   LHLLHH   YXf(    ^f(fH~fHn    YXIS    XHЋEHH   H¾                H;~!HHH¾                HPH    ЋELcM   L                L;~!HHL                ELcM   Lھ                L;]~HEHLھ                ELcM   L                L;x~!HxHL                ELcM   L                L;e~HEHL                ELcM   LҾ                L;~!HHLҾ                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;x~!HxHL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                EHcH                   H;p~HpH                HHEXHЋEHcH   Hھ                H;~!HHHھ                EHcH                   H;h~HhH                HHE`L<ISHEP    \f(IUH   YIT$HEP,IRH    \f(IQH    \Yf(IPH   f(YpHWHHVH    \YH( f(Y`   fHn    Y`XppHSHH( f(Y`   fIn    Y`XpYIVXHЋEHcH   Hھ                H;~!HHHھ                EHcH   H                H;~!HHH                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH                   H;`~H`H                HHEhHHVH    \f(IPHYHWHH( f(Y   fHn    YHSXHЋEHcH   Hھ                H;p~!HpHHھ                EHcH   H                H;~!HHH                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH                   H;X~HXH                HHExHHVH    \f(IPHYHWHH( f(Y   fHn    YHSXHhЋEHcH   Hھ                H;`~!H`HHھ                EHcH   H                H;~!HHH                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH                   H;X~HXH                HHExHHVH    \f(IPHYHWHH( f(Y   fHn    YHSXHXЋEHcH   Hھ                H;P~!HPHHھ                EHcH   H                H;~!HHH                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH                   H;P~HPH                HH   HHVH    \f(IPHYHWHH( f(Y   fHn    YHSXHHЋEHcHH                   HH;~HH                EHcH   H                H;H~!HHHH                ELcM   L¾                L;@~!H@HL¾                EHcH   H                H;~!HHH                EHcH                   H;`~H`H                HHEhHЋEHcHH                   HH;~HH                ELcM   L                L;p~!HpHL                ELcM   L                L;@~!H@HL                ELcM   L                L;`~!H`HL                ELcM   L                L;H~!HHHL                EHcH   Hھ                H;P~!HPHHھ                HVH       \pIPHEp4`HWHH( YP   fHn    PYHHH    \f(IWHhYX`YIVHEp    \f(IUHXYXpYIT$H   HSHHYHHXHxЋELcM   L                L;8~!H8HL                ELcM   LҾ                L;U~HEHLҾ                ELcM   L                L;~!HHL                ELcM   Lھ                L;]~HEHLھ                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                EHcH                   H;p~HpH                HHEXHЋELcM   L                L;~!HHL                EHcH   Hھ                H;~!HHHھ                EHcH                   H;h~HhH                HHE`L<IRHEP    \f(IUHxYISHEP<IQH    \f(IPH    \Yf(HWHxf(YpHVHH( f(Y`   fHn    Y`XppIT$HHSH    \YH( f(Y`   fIn    Y`XpYIVXHEЋEHcHH                   HH;0~H0H                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                EHcH                   H;h~HhH                HHE`HЋEHcHH                   HH;~HH                ELcM   L                L;~!HHL                ELcM   L                L;~!HHL                ELcM   L                L;~!HHL                ELcM   L                L;x~!HxHL                EHcH   Hھ                H;~!HHHھ                EHcH                   H;p~HpH                HHEX$`HVHHWHYH( Yp   fHn    pYHHHIWH    \YIVHxYXIUHIT$H   YXHSHf(Xf(H( f(Yp   `    YpHH\f(HE ЋEHcHH                   HH;(~H(H                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                EHcH                   H;p~HpH                HHEXHЋEHcHH                   HH;~HH                ELcM   L                L;~!HHL                ELcM   L                L;~!HHL                ELcM   L                L;~!HHL                ELcM   L                L;x~!HxHL                EHcH   Hھ                H;~!HHHھ                EHcH                   H;h~HhH                HHE`$`HVHHWHYH( Yp   fHn    pYHHHIWHxYXIVHIUH    \YIT$H   YXHSHf(Xf(H( f(Yp   `    YpHH\f(HEЋEHcH   Hھ                H; ~!H HHھ                ELcM   Lʾ                L;~!HHLʾ                ELcM   LҾ                L;~!HHLҾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H;p~!HpHH                EHcH   H                H;~!HHH                EHcH                   H;`~H`H                HHEhHIQHIRHYIPHHWHhYXHVHXf(H( f(Y   fHn    YHS\f(HE(ЋELcM   Lھ                L;~!HHLھ                EHcH                   H;@~H@H                ELcM   LҾ                L;~!HHLҾ                ELcM   Lʾ                L;p~!HpHLʾ                ELcM   L¾                L;@~!H@HL¾                EHcH   H                H;~!HHH                EHcH   H                H;`~!H`HH                HHEpIRHIQHh\YIPHEp    \f(HWHHVHX\YISXHE0ЋEHcH   H                H;~!HHH                EHcH                   H;~HH                EHcH   H                H;P~!HPHH                HHHVHHHW\HE8Ћ9Et                EẺH    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  HH    H    PH    H    H   Hi  HH	H 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 H    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  HHHHH    H    HHQ    fAH    H    H   Hi  HHHH  H        H0HHHrHPHH)HHHH    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  H0  HHP    H    H    H   Hi  H0  HHH     f@  E    H   DE   MD9M  }u                EHH   H¾                H;~!HHH¾                HPH   HH  EH    H=   ~#H    H                   H    H=   #H    H                   H    HcH    H    H   Hi  HH  H H9}AH    H    H   Hi  HH  H HH                H    H    H   Hi  HH  H H9~AH    H    H   Hi  HH  H HH                H    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHcH=    H    H   Hi  HH  H H9}>H    H    H   Hi  HH  H H                H=    H    H   Hi  HH  H H9~>H    H    H   Hi  HH  H H                H    H=   ~#H    H                   H    H=   #H    H                   H    LcH=    H    H   Hi  HH  H I9}AH    H    H   Hi  HH  H HL¾                H=    H    H   Hi  HH  H I9~AH    H    H   Hi  HH  H HL¾                H=    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H=    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHcL    H    H   Hi  LH  H H9}AH    H    H   Hi  HH  H HH                L    H    H   Hi  LH  H H9~AH    H    H   Hi  HH  H HH                EHH   H¾                H;x~!HxHH¾                L    L    I   Mi  MI`  MH    L    I   Mi  IIh  ML%    H    H   Hi  LHø  HLKL    L    I   Mi  MI  M LL    L    I   Mi  MI  M IL;L    H=    H   Hi  LHǀ  H?ILZHxH   f(    YXH=    H    H   Hi  HH`  H L    H=    H   Hi  LHh  H?L    L    I   Mi  MI  M IL7H=    H5    H   Hi  HHƠ  H6IH=    H5    H   Hi  HHƈ  H6HI<H5    H    H   Hi  HH  HHHZ (  H    H=   ~#H    H                   H    H=   #H    H                   H    HcH5    H    H   Hi  HH  H H9}>H    H    H   Hi  HH  H H                H5    H    H   Hi  HH  H H9~>H    H    H   Hi  HH  H H                H5    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H5    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHH=    H5    H   Hi  HHƐ  H6H9}CH    H    H   Hi  HH  HHH¾                H=    H5    H   Hi  HHƘ  H6H9~CH    H    H   Hi  HH  HHH¾                    H=    H5    H   Hi  HH`  H6L    H=    H   Hi  LHh  H?L    L    I   Mi  MI  M ILH=    H    H   Hi  HH   HIH=    H    H   Hi  HH  HHI< H    H    H   Hi  HH  H HHZ 9Mt                EMeH    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  HЋ        PH    H    H   Hi  HHH        H@    f@  @ H    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  HHHH    H    HHXH    H    HHHX    fP     P"H    H    H   Hi  HHHH#  H        H0HHHrHPHH)HHHH    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  H0  HHP    fH    H    H   Hi  H0  HHHH        HE    H   DE   MD9M  }u                EHH   H¾                H;~!HHH¾                HPH   HH  EH    H=   ~#H    H                   H    H=   #H    H                   H    HcH    H    H   Hi  HH  H H9}AH    H    H   Hi  HH  H HH                H    H    H   Hi  HH  H H9~AH    H    H   Hi  HH  H HH                H    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHcH=    H    H   Hi  HH  H H9}>H    H    H   Hi  HH  H H                H=    H    H   Hi  HH  H H9~>H    H    H   Hi  HH  H H                H    H=   ~#H    H                   H    H=   #H    H                   H    LcH=    H    H   Hi  HH  H I9}AH    H    H   Hi  HH  H HL¾                H=    H    H   Hi  HH  H I9~AH    H    H   Hi  HH  H HL¾                H=    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H=    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHcL    H    H   Hi  LH  H H9}AH    H    H   Hi  HH  H HH                L    H    H   Hi  LH  H H9~AH    H    H   Hi  HH  H HH                EHH   H¾                H;p~!HpHH¾                L    L    I   Mi  MI`  MH    L    I   Mi  IIh  ML%    H    H   Hi  LHø  HLKL    L    I   Mi  MI  M LL    L    I   Mi  MI  M IL;L    H=    H   Hi  LHǀ  H?ILZHxHEXf(    YXH=    H    H   Hi  HH`  H L    H=    H   Hi  LHh  H?L    L    I   Mi  MI  M IL7H=    H5    H   Hi  HHƠ  H6IH=    H5    H   Hi  HHƈ  H6HI<H5    H    H   Hi  HH  HHHZ (  H    H=   ~#H    H                   H    H=   #H    H                   H    HcH5    H    H   Hi  HH  H H9}>H    H    H   Hi  HH  H H                H5    H    H   Hi  HH  H H9~>H    H    H   Hi  HH  H H                H5    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H5    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHH=    H5    H   Hi  HHƐ  H6H9}CH    H    H   Hi  HH  HHH¾                H=    H5    H   Hi  HHƘ  H6H9~CH    H    H   Hi  HH  HHH¾                    H=    H5    H   Hi  HH`  H6L    H=    H   Hi  LHh  H?L    L    I   Mi  MI  M ILH=    H    H   Hi  HH   HIH=    H    H   Hi  HH  HHI< H    H    H   Hi  HH  H HHZ 9Mt                EMhH    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  HЋ        PH    H    H   Hi  HHH        H@    f@  @ H    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  HHHH    H    HHXH    H    HHHX    fP     P"H    H    H   Hi  HHHH#  H        H0HHHrHPHH)HHHH    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  H0  HHP    fH    H    H   Hi  H0  HHHH        HE    H   DE   MD9M  }u                EHH   H¾                H;~!HHH¾                HPH   HH  EH    H=   ~#H    H                   H    H=   #H    H                   H    HcH    H    H   Hi  HH  H H9}AH    H    H   Hi  HH  H HH                H    H    H   Hi  HH  H H9~AH    H    H   Hi  HH  H HH                H    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHcH=    H    H   Hi  HH  H H9}>H    H    H   Hi  HH  H H                H=    H    H   Hi  HH  H H9~>H    H    H   Hi  HH  H H                H    H=   ~#H    H                   H    H=   #H    H                   H    LcH=    H    H   Hi  HH  H I9}AH    H    H   Hi  HH  H HL¾                H=    H    H   Hi  HH  H I9~AH    H    H   Hi  HH  H HL¾                H=    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H=    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHcL    H    H   Hi  LH  H H9}AH    H    H   Hi  HH  H HH                L    H    H   Hi  LH  H H9~AH    H    H   Hi  HH  H HH                EHH   H¾                H;h~!HhHH¾                L    L    I   Mi  MI`  MH    L    I   Mi  IIh  ML%    H    H   Hi  LHø  HLKL    L    I   Mi  MI  M LL    L    I   Mi  MI  M IL;L    H=    H   Hi  LHǀ  H?ILZHxHE`f(    YXH=    H    H   Hi  HH`  H L    H=    H   Hi  LHh  H?L    L    I   Mi  MI  M IL7H=    H5    H   Hi  HHƠ  H6IH=    H5    H   Hi  HHƈ  H6HI<H5    H    H   Hi  HH  HHHZ (  H    H=   ~#H    H                   H    H=   #H    H                   H    HcH5    H    H   Hi  HH  H H9}>H    H    H   Hi  HH  H H                H5    H    H   Hi  HH  H H9~>H    H    H   Hi  HH  H H                H5    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H5    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHH=    H5    H   Hi  HHƐ  H6H9}CH    H    H   Hi  HH  HHH¾                H=    H5    H   Hi  HHƘ  H6H9~CH    H    H   Hi  HH  HHH¾                    H=    H5    H   Hi  HH`  H6L    H=    H   Hi  LHh  H?L    L    I   Mi  MI  M ILH=    H    H   Hi  HH   HIH=    H    H   Hi  HH  HHI< H    H    H   Hi  HH  H HHZ 9Mt                EMhH    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  HЋ        PH    H    H   Hi  HHH        H@    f@  @ H    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  HHHH    H    HHXH    H    HHHXH    HP     P(H    H    H   Hi  HHHH,  H        H0HHHrHPHH)HHHH    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  H0  HHP    fH    H    H   Hi  H0  HHHH        HE    H   DE   MD9M  }u                EHH   H¾                H;~!HHH¾                HPH   HH  EH    H=   ~#H    H                   H    H=   #H    H                   H    HcH    H    H   Hi  HH  H H9}AH    H    H   Hi  HH  H HH                H    H    H   Hi  HH  H H9~AH    H    H   Hi  HH  H HH                H    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHcH=    H    H   Hi  HH  H H9}>H    H    H   Hi  HH  H H                H=    H    H   Hi  HH  H H9~>H    H    H   Hi  HH  H H                H    H=   ~#H    H                   H    H=   #H    H                   H    LcH=    H    H   Hi  HH  H I9}AH    H    H   Hi  HH  H HL¾                H=    H    H   Hi  HH  H I9~AH    H    H   Hi  HH  H HL¾                H=    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H=    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHcL    H    H   Hi  LH  H H9}AH    H    H   Hi  HH  H HH                L    H    H   Hi  LH  H H9~AH    H    H   Hi  HH  H HH                EHH   H¾                H;`~!H`HH¾                L    L    I   Mi  MI`  MH    L    I   Mi  IIh  ML%    H    H   Hi  LHø  HLKL    L    I   Mi  MI  M LL    L    I   Mi  MI  M IL;L    H=    H   Hi  LHǀ  H?ILZHxHEhf(    YXH=    H    H   Hi  HH`  H L    H=    H   Hi  LHh  H?L    L    I   Mi  MI  M IL7H=    H5    H   Hi  HHƠ  H6IH=    H5    H   Hi  HHƈ  H6HI<H5    H    H   Hi  HH  HHHZ (  H    H=   ~#H    H                   H    H=   #H    H                   H    HcH5    H    H   Hi  HH  H H9}>H    H    H   Hi  HH  H H                H5    H    H   Hi  HH  H H9~>H    H    H   Hi  HH  H H                H5    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H5    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHH=    H5    H   Hi  HHƐ  H6H9}CH    H    H   Hi  HH  HHH¾                H=    H5    H   Hi  HHƘ  H6H9~CH    H    H   Hi  HH  HHH¾                    H=    H5    H   Hi  HH`  H6L    H=    H   Hi  LHh  H?L    L    I   Mi  MI  M ILH=    H    H   Hi  HH   HIH=    H    H   Hi  HH  HHI< H    H    H   Hi  HH  H HHZ 9Mt                EMhH    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  HЋ        PH    H    H   Hi  HHH        H@    f@  @ H    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  HHHH    H    HHX    P    fP    PH    H    H   Hi  HHHH  H        H0HHHrHPHH)HHHH    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  H0  HHP    fH    H    H   Hi  H0  HHHH        HE    H   DE   MD9M  }u                EHH   H¾                H;~!HHH¾                HPH   HH  EH    H=   ~#H    H                   H    H=   #H    H                   H    HcH    H    H   Hi  HH  H H9}AH    H    H   Hi  HH  H HH                H    H    H   Hi  HH  H H9~AH    H    H   Hi  HH  H HH                H    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHcH=    H    H   Hi  HH  H H9}>H    H    H   Hi  HH  H H                H=    H    H   Hi  HH  H H9~>H    H    H   Hi  HH  H H                H    H=   ~#H    H                   H    H=   #H    H                   H    LcH=    H    H   Hi  HH  H I9}AH    H    H   Hi  HH  H HL¾                H=    H    H   Hi  HH  H I9~AH    H    H   Hi  HH  H HL¾                H=    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H=    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHcL    H    H   Hi  LH  H H9}AH    H    H   Hi  HH  H HH                L    H    H   Hi  LH  H H9~AH    H    H   Hi  HH  H HH                EHH   H¾                H;X~!HXHH¾                L    L    I   Mi  MI`  MH    L    I   Mi  IIh  ML%    H    H   Hi  LHø  HLKL    L    I   Mi  MI  M LL    L    I   Mi  MI  M IL;L    H=    H   Hi  LHǀ  H?ILZHxHExf(    YXH=    H    H   Hi  HH`  H L    H=    H   Hi  LHh  H?L    L    I   Mi  MI  M IL7H=    H5    H   Hi  HHƠ  H6IH=    H5    H   Hi  HHƈ  H6HI<H5    H    H   Hi  HH  HHHZ (  H    H=   ~#H    H                   H    H=   #H    H                   H    HcH5    H    H   Hi  HH  H H9}>H    H    H   Hi  HH  H H                H5    H    H   Hi  HH  H H9~>H    H    H   Hi  HH  H H                H5    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H5    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHH=    H5    H   Hi  HHƐ  H6H9}CH    H    H   Hi  HH  HHH¾                H=    H5    H   Hi  HHƘ  H6H9~CH    H    H   Hi  HH  HHH¾                    H=    H5    H   Hi  HH`  H6L    H=    H   Hi  LHh  H?L    L    I   Mi  MI  M ILH=    H    H   Hi  HH   HIH=    H    H   Hi  HH  HHI< H    H    H   Hi  HH  H HHZ 9Mt                EMhH    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  HЋ        PH    H    H   Hi  HHH        H@    f@  @ H    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  HHHHH    H    HHQH    HAH    H    H   Hi  HHHH  H        H0HHHrHPHH)HHHH    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  H0  HHP    fH    H    H   Hi  H0  HHHH        HE    H   DE   MD9M  }u                EHH   H¾                H;~!HHH¾                HPH   HH  EH    H=   ~#H    H                   H    H=   #H    H                   H    HcH    H    H   Hi  HH  H H9}AH    H    H   Hi  HH  H HH                H    H    H   Hi  HH  H H9~AH    H    H   Hi  HH  H HH                H    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHcH=    H    H   Hi  HH  H H9}>H    H    H   Hi  HH  H H                H=    H    H   Hi  HH  H H9~>H    H    H   Hi  HH  H H                H    H=   ~#H    H                   H    H=   #H    H                   H    LcH=    H    H   Hi  HH  H I9}AH    H    H   Hi  HH  H HL¾                H=    H    H   Hi  HH  H I9~AH    H    H   Hi  HH  H HL¾                H=    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H=    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHcL    H    H   Hi  LH  H H9}AH    H    H   Hi  HH  H HH                L    H    H   Hi  LH  H H9~AH    H    H   Hi  HH  H HH                EHH   H¾                H;P~!HPHH¾                L    L    I   Mi  MI`  MH    L    I   Mi  IIh  ML%    H    H   Hi  LHø  HLKL    L    I   Mi  MI  M LL    L    I   Mi  MI  M IL;L    H=    H   Hi  LHǀ  H?ILZHxH   f(    YXH=    H    H   Hi  HH`  H L    H=    H   Hi  LHh  H?L    L    I   Mi  MI  M IL7H=    H5    H   Hi  HHƠ  H6IH=    H5    H   Hi  HHƈ  H6HI<H5    H    H   Hi  HH  HHHZ (  H    H=   ~#H    H                   H    H=   #H    H                   H    HcH5    H    H   Hi  HH  H H9}>H    H    H   Hi  HH  H H                H5    H    H   Hi  HH  H H9~>H    H    H   Hi  HH  H H                H5    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H5    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHH=    H5    H   Hi  HHƐ  H6H9}CH    H    H   Hi  HH  HHH¾                H=    H5    H   Hi  HHƘ  H6H9~CH    H    H   Hi  HH  HHH¾                    H=    H5    H   Hi  HH`  H6L    H=    H   Hi  LHh  H?L    L    I   Mi  MI  M ILH=    H    H   Hi  HH   HIH=    H    H   Hi  HH  HHI< H    H    H   Hi  HH  H HHZ 9Mt                EMeH    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  HЋ        PH    H    H   Hi  HHH        H@    f@  @ H    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  HHHH    H    HHXH    H    HHHXH    HP H    H    H   Hi  HHHH(  H        H0HHHrHPHH)HHHH    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  H0  HH    f    PH    H    H   Hi  H0  HHH     f@  @ E    H   DE   MD9M  }u                EHH   H¾                H;~!HHH¾                HPH   HH  EH    H=   ~#H    H                   H    H=   #H    H                   H    HcH    H    H   Hi  HH  H H9}AH    H    H   Hi  HH  H HH                H    H    H   Hi  HH  H H9~AH    H    H   Hi  HH  H HH                H    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHcH=    H    H   Hi  HH  H H9}>H    H    H   Hi  HH  H H                H=    H    H   Hi  HH  H H9~>H    H    H   Hi  HH  H H                H    H=   ~#H    H                   H    H=   #H    H                   H    LcH=    H    H   Hi  HH  H I9}AH    H    H   Hi  HH  H HL¾                H=    H    H   Hi  HH  H I9~AH    H    H   Hi  HH  H HL¾                H=    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H=    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHcL    H    H   Hi  LH  H H9}AH    H    H   Hi  HH  H HH                L    H    H   Hi  LH  H H9~AH    H    H   Hi  HH  H HH                EHH   H¾                H;~!HHH¾                L    L    I   Mi  MI`  MH    L    I   Mi  IIh  ML%    H    H   Hi  LHø  HLKL    L    I   Mi  MI  M LL    L    I   Mi  MI  M IL;L    H=    H   Hi  LHǀ  H?ILZHxHf(    YXH=    H    H   Hi  HH`  H L    H=    H   Hi  LHh  H?L    L    I   Mi  MI  M IL7H=    H5    H   Hi  HHƠ  H6IH=    H5    H   Hi  HHƈ  H6HI<H5    H    H   Hi  HH  HHHZ (  H    H=   ~#H    H                   H    H=   #H    H                   H    HcH5    H    H   Hi  HH  H H9}>H    H    H   Hi  HH  H H                H5    H    H   Hi  HH  H H9~>H    H    H   Hi  HH  H H                H5    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H5    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHH=    H5    H   Hi  HHƐ  H6H9}CH    H    H   Hi  HH  HHH¾                H=    H5    H   Hi  HHƘ  H6H9~CH    H    H   Hi  HH  HHH¾                    H=    H5    H   Hi  HH`  H6L    H=    H   Hi  LHh  H?L    L    I   Mi  MI  M ILH=    H    H   Hi  HH   HIH=    H    H   Hi  HH  HHI< H    H    H   Hi  HH  H HHZ 9Mt                EMeH    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  HЋ        PH    H    H   Hi  HHH        H@    f@  @ H    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  HHHH    H    HHXH    H    HHHXH    HP     P(H    H    H   Hi  HHHH)  H        H0HHHrHPHH)HHHH    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  H0  HH    f    PH    H    H   Hi  H0  HHH     f@  @ E    H   DE   MD9M  }u                EHH   H¾                H;~!HHH¾                HPH   HH  EH    H=   ~#H    H                   H    H=   #H    H                   H    HcH    H    H   Hi  HH  H H9}AH    H    H   Hi  HH  H HH                H    H    H   Hi  HH  H H9~AH    H    H   Hi  HH  H HH                H    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHcH=    H    H   Hi  HH  H H9}>H    H    H   Hi  HH  H H                H=    H    H   Hi  HH  H H9~>H    H    H   Hi  HH  H H                H    H=   ~#H    H                   H    H=   #H    H                   H    LcH=    H    H   Hi  HH  H I9}AH    H    H   Hi  HH  H HL¾                H=    H    H   Hi  HH  H I9~AH    H    H   Hi  HH  H HL¾                H=    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H=    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHcL    H    H   Hi  LH  H H9}AH    H    H   Hi  HH  H HH                L    H    H   Hi  LH  H H9~AH    H    H   Hi  HH  H HH                EHH   H¾                H;~!HHH¾                L    L    I   Mi  MI`  MH    L    I   Mi  IIh  ML%    H    H   Hi  LHø  HLKL    L    I   Mi  MI  M LL    L    I   Mi  MI  M IL;L    H=    H   Hi  LHǀ  H?ILZHxHf(    YXH=    H    H   Hi  HH`  H L    H=    H   Hi  LHh  H?L    L    I   Mi  MI  M IL7H=    H5    H   Hi  HHƠ  H6IH=    H5    H   Hi  HHƈ  H6HI<H5    H    H   Hi  HH  HHHZ (  H    H=   ~#H    H                   H    H=   #H    H                   H    HcH5    H    H   Hi  HH  H H9}>H    H    H   Hi  HH  H H                H5    H    H   Hi  HH  H H9~>H    H    H   Hi  HH  H H                H5    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H5    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHH=    H5    H   Hi  HHƐ  H6H9}CH    H    H   Hi  HH  HHH¾                H=    H5    H   Hi  HHƘ  H6H9~CH    H    H   Hi  HH  HHH¾                    H=    H5    H   Hi  HH`  H6L    H=    H   Hi  LHh  H?L    L    I   Mi  MI  M ILH=    H    H   Hi  HH   HIH=    H    H   Hi  HH  HHI< H    H    H   Hi  HH  H HHZ 9Mt                EMeH    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  HЋ        PH    H    H   Hi  HHH        H@    f@  @ H    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  HHHH    H    HHXH    H    HHHXH    HP     P(H    H    H   Hi  HHHH)  H        H0HHHrHPHH)HHHH    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  H0  HH    f    PH    H    H   Hi  H0  HHH     f@  @ E    H   DE   MD9M  }u                EHH   H¾                H;~!HHH¾                HPH   HH  EH    H=   ~#H    H                   H    H=   #H    H                   H    HcH    H    H   Hi  HH  H H9}AH    H    H   Hi  HH  H HH                H    H    H   Hi  HH  H H9~AH    H    H   Hi  HH  H HH                H    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHcH=    H    H   Hi  HH  H H9}>H    H    H   Hi  HH  H H                H=    H    H   Hi  HH  H H9~>H    H    H   Hi  HH  H H                H    H=   ~#H    H                   H    H=   #H    H                   H    LcH=    H    H   Hi  HH  H I9}AH    H    H   Hi  HH  H HL¾                H=    H    H   Hi  HH  H I9~AH    H    H   Hi  HH  H HL¾                H=    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H=    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHcL    H    H   Hi  LH  H H9}AH    H    H   Hi  HH  H HH                L    H    H   Hi  LH  H H9~AH    H    H   Hi  HH  H HH                EHH   H¾                H;~!HHH¾                L    L    I   Mi  MI`  MH    L    I   Mi  IIh  ML%    H    H   Hi  LHø  HLKL    L    I   Mi  MI  M LL    L    I   Mi  MI  M IL;L    H=    H   Hi  LHǀ  H?ILZHxHf(    YXH=    H    H   Hi  HH`  H L    H=    H   Hi  LHh  H?L    L    I   Mi  MI  M IL7H=    H5    H   Hi  HHƠ  H6IH=    H5    H   Hi  HHƈ  H6HI<H5    H    H   Hi  HH  HHHZ (  H    H=   ~#H    H                   H    H=   #H    H                   H    HcH5    H    H   Hi  HH  H H9}>H    H    H   Hi  HH  H H                H5    H    H   Hi  HH  H H9~>H    H    H   Hi  HH  H H                H5    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H5    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHH=    H5    H   Hi  HHƐ  H6H9}CH    H    H   Hi  HH  HHH¾                H=    H5    H   Hi  HHƘ  H6H9~CH    H    H   Hi  HH  HHH¾                    H=    H5    H   Hi  HH`  H6L    H=    H   Hi  LHh  H?L    L    I   Mi  MI  M ILH=    H    H   Hi  HH   HIH=    H    H   Hi  HH  HHI< H    H    H   Hi  HH  H HHZ 9Mt                EMeH    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  HЋ        PH    H    H   Hi  HHH        H@    f@  @ H    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  HHHH    H    HHXH    H    HHHX    P     fP$    P&H    H    H   Hi  HHHH'  H        H0HHHrHPHH)HHHH    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  H0  HH    f    PH    H    H   Hi  H0  HHH     f@  @ E    H   DE   MD9M  }u                EHH   H¾                H;~!HHH¾                HPH   HH  EH    H=   ~#H    H                   H    H=   #H    H                   H    HcH    H    H   Hi  HH  H H9}AH    H    H   Hi  HH  H HH                H    H    H   Hi  HH  H H9~AH    H    H   Hi  HH  H HH                H    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHcH=    H    H   Hi  HH  H H9}>H    H    H   Hi  HH  H H                H=    H    H   Hi  HH  H H9~>H    H    H   Hi  HH  H H                H    H=   ~#H    H                   H    H=   #H    H                   H    LcH=    H    H   Hi  HH  H I9}AH    H    H   Hi  HH  H HL¾                H=    H    H   Hi  HH  H I9~AH    H    H   Hi  HH  H HL¾                H=    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H=    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHcL    H    H   Hi  LH  H H9}AH    H    H   Hi  HH  H HH                L    H    H   Hi  LH  H H9~AH    H    H   Hi  HH  H HH                EHH   H¾                H;~!HHH¾                L    L    I   Mi  MI`  MH    L    I   Mi  IIh  ML%    H    H   Hi  LHø  HLKL    L    I   Mi  MI  M LL    L    I   Mi  MI  M IL;L    H=    H   Hi  LHǀ  H?ILZHxHf(    YXH=    H    H   Hi  HH`  H L    H=    H   Hi  LHh  H?L    L    I   Mi  MI  M IL7H=    H5    H   Hi  HHƠ  H6IH=    H5    H   Hi  HHƈ  H6HI<H5    H    H   Hi  HH  HHHZ (  H    H=   ~#H    H                   H    H=   #H    H                   H    HcH5    H    H   Hi  HH  H H9}>H    H    H   Hi  HH  H H                H5    H    H   Hi  HH  H H9~>H    H    H   Hi  HH  H H                H5    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H5    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHH=    H5    H   Hi  HHƐ  H6H9}CH    H    H   Hi  HH  HHH¾                H=    H5    H   Hi  HHƘ  H6H9~CH    H    H   Hi  HH  HHH¾                    H=    H5    H   Hi  HH`  H6L    H=    H   Hi  LHh  H?L    L    I   Mi  MI  M ILH=    H    H   Hi  HH   HIH=    H    H   Hi  HH  HHI< H    H    H   Hi  HH  H HHZ 9Mt                EMeH    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  HЋ        PH    H    H   Hi  HHH        H@    f@  @ H    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  HHHH    H    HHXH    H    HHHX    P     fP$H    H    H   Hi  HHHH&  H        H0HHHrHPHH)HHHH    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  H0  HH    f    PH    H    H   Hi  H0  HHH     f@  @ E    H   DE   MD9M  }u                EHH   H¾                H;~!HHH¾                HPH   HH  EH    H=   ~#H    H                   H    H=   #H    H                   H    HcH    H    H   Hi  HH  H H9}AH    H    H   Hi  HH  H HH                H    H    H   Hi  HH  H H9~AH    H    H   Hi  HH  H HH                H    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHcH=    H    H   Hi  HH  H H9}>H    H    H   Hi  HH  H H                H=    H    H   Hi  HH  H H9~>H    H    H   Hi  HH  H H                H    H=   ~#H    H                   H    H=   #H    H                   H    LcH=    H    H   Hi  HH  H I9}AH    H    H   Hi  HH  H HL¾                H=    H    H   Hi  HH  H I9~AH    H    H   Hi  HH  H HL¾                H=    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H=    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHcL    H    H   Hi  LH  H H9}AH    H    H   Hi  HH  H HH                L    H    H   Hi  LH  H H9~AH    H    H   Hi  HH  H HH                EHH   H¾                H;~!HHH¾                L    L    I   Mi  MI`  MH    L    I   Mi  IIh  ML%    H    H   Hi  LHø  HLKL    L    I   Mi  MI  M LL    L    I   Mi  MI  M IL;L    H=    H   Hi  LHǀ  H?ILZHxHf(    YXH=    H    H   Hi  HH`  H L    H=    H   Hi  LHh  H?L    L    I   Mi  MI  M IL7H=    H5    H   Hi  HHƠ  H6IH=    H5    H   Hi  HHƈ  H6HI<H5    H    H   Hi  HH  HHHZ (  H    H=   ~#H    H                   H    H=   #H    H                   H    HcH5    H    H   Hi  HH  H H9}>H    H    H   Hi  HH  H H                H5    H    H   Hi  HH  H H9~>H    H    H   Hi  HH  H H                H5    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H5    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHH=    H5    H   Hi  HHƐ  H6H9}CH    H    H   Hi  HH  HHH¾                H=    H5    H   Hi  HHƘ  H6H9~CH    H    H   Hi  HH  HHH¾                    H=    H5    H   Hi  HH`  H6L    H=    H   Hi  LHh  H?L    L    I   Mi  MI  M ILH=    H    H   Hi  HH   HIH=    H    H   Hi  HH  HHI< H    H    H   Hi  HH  H HHZ 9Mt                EMeH    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  HЋ        PH    H    H   Hi  HHH        H@    f@  @ H    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  HHHH    H    HHX    P    fPH    H    H   Hi  HHHH  H        H0HHHrHPHH)HHHH    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  H0  HHP    fH    H    H   Hi  H0  HHHH        HE    H   DE   MD9M  }u                EHH   H¾                H;~!HHH¾                HPH   HH  EH    H=   ~#H    H                   H    H=   #H    H                   H    HcH    H    H   Hi  HH  H H9}AH    H    H   Hi  HH  H HH                H    H    H   Hi  HH  H H9~AH    H    H   Hi  HH  H HH                H    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHcH=    H    H   Hi  HH  H H9}>H    H    H   Hi  HH  H H                H=    H    H   Hi  HH  H H9~>H    H    H   Hi  HH  H H                H    H=   ~#H    H                   H    H=   #H    H                   H    LcH=    H    H   Hi  HH  H I9}AH    H    H   Hi  HH  H HL¾                H=    H    H   Hi  HH  H I9~AH    H    H   Hi  HH  H HL¾                H=    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H=    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHcL    H    H   Hi  LH  H H9}AH    H    H   Hi  HH  H HH                L    H    H   Hi  LH  H H9~AH    H    H   Hi  HH  H HH                EHH   H¾                H;H~!HHHH¾                L    L    I   Mi  MI`  MH    L    I   Mi  IIh  ML%    H    H   Hi  LHø  HLKL    L    I   Mi  MI  M LL    L    I   Mi  MI  M IL;L    H=    H   Hi  LHǀ  H?ILZHxH   f(    YXH=    H    H   Hi  HH`  H L    H=    H   Hi  LHh  H?L    L    I   Mi  MI  M IL7H=    H5    H   Hi  HHƠ  H6IH=    H5    H   Hi  HHƈ  H6HI<H5    H    H   Hi  HH  HHHZ (  H    H=   ~#H    H                   H    H=   #H    H                   H    HcH5    H    H   Hi  HH  H H9}>H    H    H   Hi  HH  H H                H5    H    H   Hi  HH  H H9~>H    H    H   Hi  HH  H H                H5    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H5    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHH=    H5    H   Hi  HHƐ  H6H9}CH    H    H   Hi  HH  HHH¾                H=    H5    H   Hi  HHƘ  H6H9~CH    H    H   Hi  HH  HHH¾                    H=    H5    H   Hi  HH`  H6L    H=    H   Hi  LHh  H?L    L    I   Mi  MI  M ILH=    H    H   Hi  HH   HIH=    H    H   Hi  HH  HHI< H    H    H   Hi  HH  H HHZ 9Mt                EMeH    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  HH    H    PH    H    H   Hi  HH	H        Hf@  @
 H    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(    fP0    P2H    H    H   Hi  HHHH3  H        H0HHHrHPHH)HHHH    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  H0  HH        PH    H    H   Hi  H0  HHH     @ E    H   DE   MD9M  }u                EHH   H¾                H;~!HHH¾                HPH   HH  EH    H=   ~#H    H                   H    H=   #H    H                   H    HcH    H    H   Hi  HH  H H9}AH    H    H   Hi  HH  H HH                H    H    H   Hi  HH  H H9~AH    H    H   Hi  HH  H HH                H    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHcH=    H    H   Hi  HH  H H9}>H    H    H   Hi  HH  H H                H=    H    H   Hi  HH  H H9~>H    H    H   Hi  HH  H H                H    H=   ~#H    H                   H    H=   #H    H                   H    LcH=    H    H   Hi  HH  H I9}AH    H    H   Hi  HH  H HL¾                H=    H    H   Hi  HH  H I9~AH    H    H   Hi  HH  H HL¾                H=    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H=    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHcL    H    H   Hi  LH  H H9}AH    H    H   Hi  HH  H HH                L    H    H   Hi  LH  H H9~AH    H    H   Hi  HH  H HH                EHH   H¾                H;~!HHH¾                L    L    I   Mi  MI`  MH    L    I   Mi  IIh  ML%    H    H   Hi  LHø  HLKL    L    I   Mi  MI  M LL    L    I   Mi  MI  M IL;L    H=    H   Hi  LHǀ  H?ILZHxHf(    YXH=    H    H   Hi  HH`  H L    H=    H   Hi  LHh  H?L    L    I   Mi  MI  M IL7H=    H5    H   Hi  HHƠ  H6IH=    H5    H   Hi  HHƈ  H6HI<H5    H    H   Hi  HH  HHHZ (  H    H=   ~#H    H                   H    H=   #H    H                   H    HcH5    H    H   Hi  HH  H H9}>H    H    H   Hi  HH  H H                H5    H    H   Hi  HH  H H9~>H    H    H   Hi  HH  H H                H5    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H5    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHH=    H5    H   Hi  HHƐ  H6H9}CH    H    H   Hi  HH  HHH¾                H=    H5    H   Hi  HHƘ  H6H9~CH    H    H   Hi  HH  HHH¾                    H=    H5    H   Hi  HH`  H6L    H=    H   Hi  LHh  H?L    L    I   Mi  MI  M ILH=    H    H   Hi  HH   HIH=    H    H   Hi  HH  HHI< H    H    H   Hi  HH  H HHZ 9Mt                EMeH    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  HH    H    PH    H    H   Hi  HH	H        Hf@  @
 H    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(    fP0    P2H    H    H   Hi  HHHH3  H        H0HHHrHPHH)HHHH    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  H0  HH        fPH    H    H   Hi  H0  HHH     E    H   DE   MD9M  }u                EHH   H¾                H;~!HHH¾                HPH   HH  EH    H=   ~#H    H                   H    H=   #H    H                   H    HcH    H    H   Hi  HH  H H9}AH    H    H   Hi  HH  H HH                H    H    H   Hi  HH  H H9~AH    H    H   Hi  HH  H HH                H    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHcH=    H    H   Hi  HH  H H9}>H    H    H   Hi  HH  H H                H=    H    H   Hi  HH  H H9~>H    H    H   Hi  HH  H H                H    H=   ~#H    H                   H    H=   #H    H                   H    LcH=    H    H   Hi  HH  H I9}AH    H    H   Hi  HH  H HL¾                H=    H    H   Hi  HH  H I9~AH    H    H   Hi  HH  H HL¾                H=    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H=    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHcL    H    H   Hi  LH  H H9}AH    H    H   Hi  HH  H HH                L    H    H   Hi  LH  H H9~AH    H    H   Hi  HH  H HH                EHH   H¾                H;~!HHH¾                L    L    I   Mi  MI`  MH    L    I   Mi  IIh  ML%    H    H   Hi  LHø  HLKL    L    I   Mi  MI  M LL    L    I   Mi  MI  M IL;L    H=    H   Hi  LHǀ  H?ILZHxHf(    YXH=    H    H   Hi  HH`  H L    H=    H   Hi  LHh  H?L    L    I   Mi  MI  M IL7H=    H5    H   Hi  HHƠ  H6IH=    H5    H   Hi  HHƈ  H6HI<H5    H    H   Hi  HH  HHHZ (  H    H=   ~#H    H                   H    H=   #H    H                   H    HcH5    H    H   Hi  HH  H H9}>H    H    H   Hi  HH  H H                H5    H    H   Hi  HH  H H9~>H    H    H   Hi  HH  H H                H5    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H5    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHH=    H5    H   Hi  HHƐ  H6H9}CH    H    H   Hi  HH  HHH¾                H=    H5    H   Hi  HHƘ  H6H9~CH    H    H   Hi  HH  HHH¾                    H=    H5    H   Hi  HH`  H6L    H=    H   Hi  LHh  H?L    L    I   Mi  MI  M ILH=    H    H   Hi  HH   HIH=    H    H   Hi  HH  HHI< H    H    H   Hi  HH  H HHZ 9Mt                EMeH    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  HH    H    PH    H    H   Hi  HH	H        Hf@  @
 H    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  HHHH    H    HHXH    H    HHHX    P     fP$    P&H    H    H   Hi  HHHH'  H        H0HHHrHPHH)HHHH    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  H0  HH    f    PH    H    H   Hi  H0  HHH     f@  @ E    H   DE   MD9M  }u                EHH   H¾                H;~!HHH¾                HPH   HH  EH    H=   ~#H    H                   H    H=   #H    H                   H    HcH    H    H   Hi  HH  H H9}AH    H    H   Hi  HH  H HH                H    H    H   Hi  HH  H H9~AH    H    H   Hi  HH  H HH                H    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHcH=    H    H   Hi  HH  H H9}>H    H    H   Hi  HH  H H                H=    H    H   Hi  HH  H H9~>H    H    H   Hi  HH  H H                H    H=   ~#H    H                   H    H=   #H    H                   H    LcH=    H    H   Hi  HH  H I9}AH    H    H   Hi  HH  H HL¾                H=    H    H   Hi  HH  H I9~AH    H    H   Hi  HH  H HL¾                H=    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H=    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHcL    H    H   Hi  LH  H H9}AH    H    H   Hi  HH  H HH                L    H    H   Hi  LH  H H9~AH    H    H   Hi  HH  H HH                EHH   H¾                H;~!HHH¾                L    L    I   Mi  MI`  MH    L    I   Mi  IIh  ML%    H    H   Hi  LHø  HLKL    L    I   Mi  MI  M LL    L    I   Mi  MI  M IL;L    H=    H   Hi  LHǀ  H?ILZHxHxf(    YXH=    H    H   Hi  HH`  H L    H=    H   Hi  LHh  H?L    L    I   Mi  MI  M IL7H=    H5    H   Hi  HHƠ  H6IH=    H5    H   Hi  HHƈ  H6HI<H5    H    H   Hi  HH  HHHZ (  H    H=   ~#H    H                   H    H=   #H    H                   H    HcH5    H    H   Hi  HH  H H9}>H    H    H   Hi  HH  H H                H5    H    H   Hi  HH  H H9~>H    H    H   Hi  HH  H H                H5    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H5    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHH=    H5    H   Hi  HHƐ  H6H9}CH    H    H   Hi  HH  HHH¾                H=    H5    H   Hi  HHƘ  H6H9~CH    H    H   Hi  HH  HHH¾                    H=    H5    H   Hi  HH`  H6L    H=    H   Hi  LHh  H?L    L    I   Mi  MI  M ILH=    H    H   Hi  HH   HIH=    H    H   Hi  HH  HHI< H    H    H   Hi  HH  H HHZ 9Mt                EMeH    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  HH    H    PH    H    H   Hi  HH	H        Hf@  @
 H    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  HHHH    H    HHXH    H    HHHX    P     fP$    P&H    H    H   Hi  HHHH'  H        H0HHHrHPHH)HHHH    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  H0  HHP    H    H    H   Hi  H0  HHH     f@  E    H   DE   MD9M  }u                EHH   H¾                H;~!HHH¾                HPH   HH  EH    H=   ~#H    H                   H    H=   #H    H                   H    HcH    H    H   Hi  HH  H H9}AH    H    H   Hi  HH  H HH                H    H    H   Hi  HH  H H9~AH    H    H   Hi  HH  H HH                H    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHcH=    H    H   Hi  HH  H H9}>H    H    H   Hi  HH  H H                H=    H    H   Hi  HH  H H9~>H    H    H   Hi  HH  H H                H    H=   ~#H    H                   H    H=   #H    H                   H    LcH=    H    H   Hi  HH  H I9}AH    H    H   Hi  HH  H HL¾                H=    H    H   Hi  HH  H I9~AH    H    H   Hi  HH  H HL¾                H=    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H=    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHcL    H    H   Hi  LH  H H9}AH    H    H   Hi  HH  H HH                L    H    H   Hi  LH  H H9~AH    H    H   Hi  HH  H HH                EHH   H¾                H;p~!HpHH¾                L    L    I   Mi  MI`  MH    L    I   Mi  IIh  ML%    H    H   Hi  LHø  HLKL    L    I   Mi  MI  M LL    L    I   Mi  MI  M IL;L    H=    H   Hi  LHǀ  H?ILZHxHhf(    YXH=    H    H   Hi  HH`  H L    H=    H   Hi  LHh  H?L    L    I   Mi  MI  M IL7H=    H5    H   Hi  HHƠ  H6IH=    H5    H   Hi  HHƈ  H6HI<H5    H    H   Hi  HH  HHHZ (  H    H=   ~#H    H                   H    H=   #H    H                   H    HcH5    H    H   Hi  HH  H H9}>H    H    H   Hi  HH  H H                H5    H    H   Hi  HH  H H9~>H    H    H   Hi  HH  H H                H5    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H5    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHH=    H5    H   Hi  HHƐ  H6H9}CH    H    H   Hi  HH  HHH¾                H=    H5    H   Hi  HHƘ  H6H9~CH    H    H   Hi  HH  HHH¾                    H=    H5    H   Hi  HH`  H6L    H=    H   Hi  LHh  H?L    L    I   Mi  MI  M ILH=    H    H   Hi  HH   HIH=    H    H   Hi  HH  HHI< H    H    H   Hi  HH  H HHZ 9Mt                EMeH    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  HH    H    PH    H    H   Hi  HH	H        Hf@  @
 H    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  HHHH    H    HHXH    H    HHHXH    HP     P(H    H    H   Hi  HHHH)  H        H0HHHrHPHH)HHHH    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  H0  HH        PH    H    H   Hi  H0  HHH     @ E    H   DE   MD9M  }u                EHH   H¾                H;~!HHH¾                HPH   HH  EH    H=   ~#H    H                   H    H=   #H    H                   H    HcH    H    H   Hi  HH  H H9}AH    H    H   Hi  HH  H HH                H    H    H   Hi  HH  H H9~AH    H    H   Hi  HH  H HH                H    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHcH=    H    H   Hi  HH  H H9}>H    H    H   Hi  HH  H H                H=    H    H   Hi  HH  H H9~>H    H    H   Hi  HH  H H                H    H=   ~#H    H                   H    H=   #H    H                   H    LcH=    H    H   Hi  HH  H I9}AH    H    H   Hi  HH  H HL¾                H=    H    H   Hi  HH  H I9~AH    H    H   Hi  HH  H HL¾                H=    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H=    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHcL    H    H   Hi  LH  H H9}AH    H    H   Hi  HH  H HH                L    H    H   Hi  LH  H H9~AH    H    H   Hi  HH  H HH                EHH   H¾                H;`~!H`HH¾                L    L    I   Mi  MI`  MH    L    I   Mi  IIh  ML%    H    H   Hi  LHø  HLKL    L    I   Mi  MI  M LL    L    I   Mi  MI  M IL;L    H=    H   Hi  LHǀ  H?ILZHxHXf(    YXH=    H    H   Hi  HH`  H L    H=    H   Hi  LHh  H?L    L    I   Mi  MI  M IL7H=    H5    H   Hi  HHƠ  H6IH=    H5    H   Hi  HHƈ  H6HI<H5    H    H   Hi  HH  HHHZ (  H    H=   ~#H    H                   H    H=   #H    H                   H    HcH5    H    H   Hi  HH  H H9}>H    H    H   Hi  HH  H H                H5    H    H   Hi  HH  H H9~>H    H    H   Hi  HH  H H                H5    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H5    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHH=    H5    H   Hi  HHƐ  H6H9}CH    H    H   Hi  HH  HHH¾                H=    H5    H   Hi  HHƘ  H6H9~CH    H    H   Hi  HH  HHH¾                    H=    H5    H   Hi  HH`  H6L    H=    H   Hi  LHh  H?L    L    I   Mi  MI  M ILH=    H    H   Hi  HH   HIH=    H    H   Hi  HH  HHI< H    H    H   Hi  HH  H HHZ 9Mt                EMeH    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  HH    H    PH    H    H   Hi  HH	H        Hf@  @
 H    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  HHHH    H    HHXH    H    HHHX    P H    H    H   Hi  HHHH$  H        H0HHHrHPHH)HHHH    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  H0  HHP    H    H    H   Hi  H0  HHH     f@  E    H   DE   MD9M  }u                EHH   H¾                H;~!HHH¾                HPH   HH  EH    H=   ~#H    H                   H    H=   #H    H                   H    HcH    H    H   Hi  HH  H H9}AH    H    H   Hi  HH  H HH                H    H    H   Hi  HH  H H9~AH    H    H   Hi  HH  H HH                H    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHcH=    H    H   Hi  HH  H H9}>H    H    H   Hi  HH  H H                H=    H    H   Hi  HH  H H9~>H    H    H   Hi  HH  H H                H    H=   ~#H    H                   H    H=   #H    H                   H    LcH=    H    H   Hi  HH  H I9}AH    H    H   Hi  HH  H HL¾                H=    H    H   Hi  HH  H I9~AH    H    H   Hi  HH  H HL¾                H=    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H=    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHcL    H    H   Hi  LH  H H9}AH    H    H   Hi  HH  H HH                L    H    H   Hi  LH  H H9~AH    H    H   Hi  HH  H HH                EHH   H¾                H;P~!HPHH¾                L    L    I   Mi  MI`  MH    L    I   Mi  IIh  ML%    H    H   Hi  LHø  HLKL    L    I   Mi  MI  M LL    L    I   Mi  MI  M IL;L    H=    H   Hi  LHǀ  H?ILZHxHHf(    YXH=    H    H   Hi  HH`  H L    H=    H   Hi  LHh  H?L    L    I   Mi  MI  M IL7H=    H5    H   Hi  HHƠ  H6IH=    H5    H   Hi  HHƈ  H6HI<H5    H    H   Hi  HH  HHHZ (  H    H=   ~#H    H                   H    H=   #H    H                   H    HcH5    H    H   Hi  HH  H H9}>H    H    H   Hi  HH  H H                H5    H    H   Hi  HH  H H9~>H    H    H   Hi  HH  H H                H5    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H5    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHH=    H5    H   Hi  HHƐ  H6H9}CH    H    H   Hi  HH  HHH¾                H=    H5    H   Hi  HHƘ  H6H9~CH    H    H   Hi  HH  HHH¾                    H=    H5    H   Hi  HH`  H6L    H=    H   Hi  LHh  H?L    L    I   Mi  MI  M ILH=    H    H   Hi  HH   HIH=    H    H   Hi  HH  HHI< H    H    H   Hi  HH  H HHZ 9Mt                EMeH    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  HH    H    PH    H    H   Hi  HH	H        Hf@  @
 H    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    HP0    fP8H    H    H   Hi  HHHH:  H        H0HHHrHPHH)HHHH    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  H0  HHP    H    H    H   Hi  H0  HHH     f@  E    H   DE   MD9M  }u                EHH   H¾                H;~!HHH¾                HPH   HH  EH    H=   ~#H    H                   H    H=   #H    H                   H    HcH    H    H   Hi  HH  H H9}AH    H    H   Hi  HH  H HH                H    H    H   Hi  HH  H H9~AH    H    H   Hi  HH  H HH                H    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHcH=    H    H   Hi  HH  H H9}>H    H    H   Hi  HH  H H                H=    H    H   Hi  HH  H H9~>H    H    H   Hi  HH  H H                H    H=   ~#H    H                   H    H=   #H    H                   H    LcH=    H    H   Hi  HH  H I9}AH    H    H   Hi  HH  H HL¾                H=    H    H   Hi  HH  H I9~AH    H    H   Hi  HH  H HL¾                H=    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H=    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHcL    H    H   Hi  LH  H H9}AH    H    H   Hi  HH  H HH                L    H    H   Hi  LH  H H9~AH    H    H   Hi  HH  H HH                EHH   H¾                H;8~!H8HH¾                L    L    I   Mi  MI`  MH    L    I   Mi  IIh  ML%    H    H   Hi  LHø  HLKL    L    I   Mi  MI  M LL    L    I   Mi  MI  M IL;L    H=    H   Hi  LHǀ  H?ILZHxHEf(    YXH=    H    H   Hi  HH`  H L    H=    H   Hi  LHh  H?L    L    I   Mi  MI  M IL7H=    H5    H   Hi  HHƠ  H6IH=    H5    H   Hi  HHƈ  H6HI<H5    H    H   Hi  HH  HHHZ (  H    H=   ~#H    H                   H    H=   #H    H                   H    HcH5    H    H   Hi  HH  H H9}>H    H    H   Hi  HH  H H                H5    H    H   Hi  HH  H H9~>H    H    H   Hi  HH  H H                H5    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H5    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHH=    H5    H   Hi  HHƐ  H6H9}CH    H    H   Hi  HH  HHH¾                H=    H5    H   Hi  HHƘ  H6H9~CH    H    H   Hi  HH  HHH¾                    H=    H5    H   Hi  HH`  H6L    H=    H   Hi  LHh  H?L    L    I   Mi  MI  M ILH=    H    H   Hi  HH   HIH=    H    H   Hi  HH  HHI< H    H    H   Hi  HH  H HHZ 9Mt                EMhH    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  HH    H    PH    H    H   Hi  HH	H        Hf@  @
 H    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  HHHH    H    HHXH    H    HHHXH    HP     P(H    H    H   Hi  HHHH,  H        H0HHHrHPHH)HHHH    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  H0  HHP    H    H    H   Hi  H0  HHH     f@  E    H   DE   MD9M  }u                EHH   H¾                H;~!HHH¾                HPH   HH  EH    H=   ~#H    H                   H    H=   #H    H                   H    HcH    H    H   Hi  HH  H H9}AH    H    H   Hi  HH  H HH                H    H    H   Hi  HH  H H9~AH    H    H   Hi  HH  H HH                H    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHcH=    H    H   Hi  HH  H H9}>H    H    H   Hi  HH  H H                H=    H    H   Hi  HH  H H9~>H    H    H   Hi  HH  H H                H    H=   ~#H    H                   H    H=   #H    H                   H    LcH=    H    H   Hi  HH  H I9}AH    H    H   Hi  HH  H HL¾                H=    H    H   Hi  HH  H I9~AH    H    H   Hi  HH  H HL¾                H=    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H=    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHcL    H    H   Hi  LH  H H9}AH    H    H   Hi  HH  H HH                L    H    H   Hi  LH  H H9~AH    H    H   Hi  HH  H HH                EHH   H¾                H;(~!H(HH¾                L    L    I   Mi  MI`  MH    L    I   Mi  IIh  ML%    H    H   Hi  LHø  HLKL    L    I   Mi  MI  M LL    L    I   Mi  MI  M IL;L    H=    H   Hi  LHǀ  H?ILZHxHEf(    YXH=    H    H   Hi  HH`  H L    H=    H   Hi  LHh  H?L    L    I   Mi  MI  M IL7H=    H5    H   Hi  HHƠ  H6IH=    H5    H   Hi  HHƈ  H6HI<H5    H    H   Hi  HH  HHHZ (  H    H=   ~#H    H                   H    H=   #H    H                   H    HcH5    H    H   Hi  HH  H H9}>H    H    H   Hi  HH  H H                H5    H    H   Hi  HH  H H9~>H    H    H   Hi  HH  H H                H5    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H5    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHH=    H5    H   Hi  HHƐ  H6H9}CH    H    H   Hi  HH  HHH¾                H=    H5    H   Hi  HHƘ  H6H9~CH    H    H   Hi  HH  HHH¾                    H=    H5    H   Hi  HH`  H6L    H=    H   Hi  LHh  H?L    L    I   Mi  MI  M ILH=    H    H   Hi  HH   HIH=    H    H   Hi  HH  HHI< H    H    H   Hi  HH  H HHZ 9Mt                EMhH    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  HH    H    PH    H    H   Hi  HH	H        Hf@  @
 H    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  HHHH    H    HHXH    H    HHHXH    HP     P(    P,H    H    H   Hi  HHHH-  H        H0HHHrHPHH)HHHH    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  H0  HHP    H    H    H   Hi  H0  HHH     f@  E    H   DE   MD9M  }u                EHH   H¾                H;~!HHH¾                HPH   HH  EH    H=   ~#H    H                   H    H=   #H    H                   H    HcH    H    H   Hi  HH  H H9}AH    H    H   Hi  HH  H HH                H    H    H   Hi  HH  H H9~AH    H    H   Hi  HH  H HH                H    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHcH=    H    H   Hi  HH  H H9}>H    H    H   Hi  HH  H H                H=    H    H   Hi  HH  H H9~>H    H    H   Hi  HH  H H                H    H=   ~#H    H                   H    H=   #H    H                   H    LcH=    H    H   Hi  HH  H I9}AH    H    H   Hi  HH  H HL¾                H=    H    H   Hi  HH  H I9~AH    H    H   Hi  HH  H HL¾                H=    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H=    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHcL    H    H   Hi  LH  H H9}AH    H    H   Hi  HH  H HH                L    H    H   Hi  LH  H H9~AH    H    H   Hi  HH  H HH                EHH   H¾                H;0~!H0HH¾                L    L    I   Mi  MI`  MH    L    I   Mi  IIh  ML%    H    H   Hi  LHø  HLKL    L    I   Mi  MI  M LL    L    I   Mi  MI  M IL;L    H=    H   Hi  LHǀ  H?ILZHxHE f(    YXH=    H    H   Hi  HH`  H L    H=    H   Hi  LHh  H?L    L    I   Mi  MI  M IL7H=    H5    H   Hi  HHƠ  H6IH=    H5    H   Hi  HHƈ  H6HI<H5    H    H   Hi  HH  HHHZ (  H    H=   ~#H    H                   H    H=   #H    H                   H    HcH5    H    H   Hi  HH  H H9}>H    H    H   Hi  HH  H H                H5    H    H   Hi  HH  H H9~>H    H    H   Hi  HH  H H                H5    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H5    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHH=    H5    H   Hi  HHƐ  H6H9}CH    H    H   Hi  HH  HHH¾                H=    H5    H   Hi  HHƘ  H6H9~CH    H    H   Hi  HH  HHH¾                    H=    H5    H   Hi  HH`  H6L    H=    H   Hi  LHh  H?L    L    I   Mi  MI  M ILH=    H    H   Hi  HH   HIH=    H    H   Hi  HH  HHI< H    H    H   Hi  HH  H HHZ 9Mt                EMhH    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  HH    H    PH    H    H   Hi  HH	H        Hf@  @
 H    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(    P0    fP4    P6H    H    H   Hi  HHHH7  H        H0HHHrHPHH)HHHH    H=   ~#H    H                   H    H=   #H    H                   H    H    H   Hi  H0  HHP    H    H    H   Hi  H0  HHH     f@  E    H   DE   MD9M  }u                EHH   H¾                H;~!HHH¾                HPH   HH  EH    H=   ~#H    H                   H    H=   #H    H                   H    HcH    H    H   Hi  HH  H H9}AH    H    H   Hi  HH  H HH                H    H    H   Hi  HH  H H9~AH    H    H   Hi  HH  H HH                H    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHcH=    H    H   Hi  HH  H H9}>H    H    H   Hi  HH  H H                H=    H    H   Hi  HH  H H9~>H    H    H   Hi  HH  H H                H    H=   ~#H    H                   H    H=   #H    H                   H    LcH=    H    H   Hi  HH  H I9}AH    H    H   Hi  HH  H HL¾                H=    H    H   Hi  HH  H I9~AH    H    H   Hi  HH  H HL¾                H=    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H=    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHcL    H    H   Hi  LH  H H9}AH    H    H   Hi  HH  H HH                L    H    H   Hi  LH  H H9~AH    H    H   Hi  HH  H HH                EHH   H¾                H; ~!H HH¾                L    L    I   Mi  MI`  MH    L    I   Mi  IIh  ML%    H    H   Hi  LHø  HLKL    L    I   Mi  MI  M LL    L    I   Mi  MI  M IL;L    H=    H   Hi  LHǀ  H?ILZHxHE(f(    YXH=    H    H   Hi  HH`  H L    H=    H   Hi  LHh  H?L    L    I   Mi  MI  M IL7H=    H5    H   Hi  HHƠ  H6IH=    H5    H   Hi  HHƈ  H6HI<H5    H    H   Hi  HH  HHHZ (  H    H=   ~#H    H                   H    H=   #H    H                   H    HcH5    H    H   Hi  HH  H H9}>H    H    H   Hi  HH  H H                H5    H    H   Hi  HH  H H9~>H    H    H   Hi  HH  H H                H5    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H5    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHH=    H5    H   Hi  HHƐ  H6H9}CH    H    H   Hi  HH  HHH¾                H=    H5    H   Hi  HHƘ  H6H9~CH    H    H   Hi  HH  HHH¾                    H=    H5    H   Hi  HH`  H6L    H=    H   Hi  LHh  H?L    L    I   Mi  MI  M ILH=    H    H   Hi  HH   HIH=    H    H   Hi  HH  HHI< H    H    H   Hi  HH  H HHZ 9Mt                EMhH    H=  ~#H    H                  H    H=   #H    H                  H    H    H  Hi  HH    H    PH    H    H  Hi  HH	H        Hf@  @
 H    H=  ~#H    H                  H    H=   #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHX    fP H    H    H  Hi  HHHH"	  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=   #H    H                  H    H    H  Hi  H0  HHP    H    H    H  Hi  H0  HHH     f@  E    H   DE   MD9M  }u                EHH   H¾                H;~!HHH¾                HPH   HH  EH    H=  ~#H    H                  H    H=   #H    H                  H    HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH=    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H=    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H=  ~#H    H                  H    H=   #H    H                  H    LcH=    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H=    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcL    H    H  Hi  LH  H H9}AH    H    H  Hi  HH  H HH                L    H    H  Hi  LH  H H9~AH    H    H  Hi  HH  H HH                EHH   H¾                H;~!HHH¾                L    L    I  Mi  MI`  MH    L    I  Mi  IIh  ML%    H    H  Hi  LHø  HLKL    L    I  Mi  MI  M LL    L    I  Mi  MI  M IL;L    H=    H  Hi  LHǀ  H?ILZHxHE0f(    YXH=    H    H  Hi  HH`  H L    H=    H  Hi  LHh  H?L    L    I  Mi  MI  M IL7H=    H5    H  Hi  HHƠ  H6IH=    H5    H  Hi  HHƈ  H6HI<H5    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=   #H    H                  H    HcH5    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H5    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH=    H5    H  Hi  HHƐ  H6H9}CH    H    H  Hi  HH  HHH¾                H=    H5    H  Hi  HHƘ  H6H9~CH    H    H  Hi  HH  HHH¾                    H=    H5    H  Hi  HH`  H6L    H=    H  Hi  LHh  H?L    L    I  Mi  MI  M ILH=    H    H  Hi  HH   HIH=    H    H  Hi  HH  HHI< H    H    H  Hi  HH  H HHZ 9Mt                EMhH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HH    H    PH    H    H  Hi  HH	H        Hf@  @
 H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    HP    P    fP    PH    H    H  Hi  HHHH  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HHP    H    H    H  Hi  H0  HHH     f@  E    H   DE   MD9M  }u                EHH   H¾                H;~!HHH¾                HPH   HH  EH    H=  ~#H    H                  H    H=  #H    H                  H    HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH=    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H=    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H=  ~#H    H                  H    H=  #H    H                  H    LcH=    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H=    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcL    H    H  Hi  LH  H H9}AH    H    H  Hi  HH  H HH                L    H    H  Hi  LH  H H9~AH    H    H  Hi  HH  H HH                EHH   H¾                H;~!HHH¾                L    L    I  Mi  MI`  MH    L    I  Mi  IIh  ML%    H    H  Hi  LHø  HLKL    L    I  Mi  MI  M LL    L    I  Mi  MI  M IL;L    H=    H  Hi  LHǀ  H?ILZHxHE8f(    YXH=    H    H  Hi  HH`  H L    H=    H  Hi  LHh  H?L    L    I  Mi  MI  M IL7H=    H5    H  Hi  HHƠ  H6IH=    H5    H  Hi  HHƈ  H6HI<H5    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H    HcH5    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H5    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH=    H5    H  Hi  HHƐ  H6H9}CH    H    H  Hi  HH  HHH¾                H=    H5    H  Hi  HHƘ  H6H9~CH    H    H  Hi  HH  HHH¾                    H=    H5    H  Hi  HH`  H6L    H=    H  Hi  LHh  H?L    L    I  Mi  MI  M ILH=    H    H  Hi  HH   HIH=    H    H  Hi  HH  HHI< H    H    H  Hi  HH  H HHZ 9Mt                EMhHHH    HXH    HhH    HxH    HH    HH    HH    HH    HH    HH    HH    HH            H  [A\A]A^A_]UHAWAVAUATSH  HHHHLL    t                       H    HHEHE    HHHIA    H    HHEHE    HHIHH8H    HHHIA    HH0H    HHEHE    HHIHH(H    HHHIA    HH H    HHEHE    HHHHpHǅx    H    HHEHE    HHHH`Hǅh    H    HHEHE    HHHHPHǅX    H    HHEHE    HHHH@HǅH    H    HHEHE    HHHH0Hǅ8    H    HHEHE    HHHH Hǅ(    H    HHxHx    HHHHHǅ    H HHpHp    HHIIK6    HHHH Hǅ    LHHpH    HHhHh    HHHHHǅ    H    HH`H`    HHHHHǅ    H    HHXHX    HHHHHǅ    H    HHPHP    HHHIH    HHHHHǅ    HHH`H    HHHHH    HHIIKD-     HHHHHǅ    LHHPH    HH@H@    HHHHHǅ    H    HH8H8    HHHHHǅ    H    HH0H0    HHHHHǅ    H    HH(H(    HHHHpHǅx    H    HH H     HHHH`Hǅh    H    HHH    HHHHPHǅX    H    HHH    HHHHH@HǅH    H   HHDH    Hu
        H                         HHH !ʃt(HI                      HH!ʃt'HA   HH¾                HH;!ʃt'HA   HH¾                H   H9HrH    H        E    ǅ    ǅ    ǅ    H   D8E   DeD9}6  }u                EHH   H¾                H;E~HUHH¾                HPHE8HE( HcH                   H~                   HE0 HH   H¾                H;E~HUHH¾                H8H0HHEpHE( HcH                   H~                   HE0 HH   H¾                H;E~HUHH¾                H(H HHEx HE( HH   H¾                H~   H¾                HU(HcH                   H~                   HHH       \HH   \HH   H¾                H;E~HUHH¾                HPX HЋHH   H¾                H;E~HUHH¾                HPHE     Y    X    HH   H¾                He~e   H¾                H    ZHH   H¾                H;E~HUHH¾                HPH    ^HcH   H                H;}~HEHH                HE( HcH   H                H~   H                HE( HcH                   H~                   HNH       YX YHH   YX    \f(YY XYXHWYHЋHcH   H                H;}~HEHH                HE( HcH   H                H~   H                HE( HcH                   H~                   HNH       YX YHH   YX    Y     YXYXHWYHЋLcM   Lʾ                L;M~HEHLʾ                HE( LcM   L¾                I~   L¾                HcH   H                H;u~HEHH                HcH                   H;U~HEH                fHNHE HHE Y    \_HE( HcH   H                H~   H                HcH   H                H;u~HEHH                IPH   H       ^YQYHWH   HVHE YX    YIQXHEЋHH   H¾                H;E~HUHH¾                HPH,HH   H¾                H;x~!HxHH¾                HcH                   H;p~HpH                HpLHHPHHED9et                EDeHE(   H   D E   MD9ET  }u                EHH   H¾                H;E~HUHH¾                HPHE8HcH                   H;h~HhH                HH   H¾                H;`~!H`HH¾                HrHU@HPHEH    \YHE0 HcH                   H~                   HH   H¾                H;X~!HXHH¾                    H   HpH   \]ff(_HB    Z    Y    XYHH   H¾                H;~!HHH¾                HcH                   H;U~HEH                HrHPHHYHH   H¾                H;E~HUHH¾                HcH                   H;~HH                    \f(HrHYHPXHЋHH   H¾                H;E~HUHH¾                HcH   H                H;~!HHH                HcH   H                H;u~HEHH                HcH                   H;U~HEH                    \f(LOHBYH~HY    YXf(HrHHP^f(HЋHH   H¾                H;E~HUHH¾                HcH   H                H;~!HHH                HcH   H                H;u~HEHH                HcH                   H;U~HEH                    \f(LOHBYH~HY    YXf(HrHHP^f(H9Mt                EM[H   DE   MD9U  }u                EHH   H¾                H;E~HUHH¾                HPHE8HE( HcH                   H~                   HH   H¾                H;P~!HPHH¾                Hu(6LcM   Lʾ                I~   Lʾ                LcM   L¾                L;P~!HPHL¾                Hu(6HcH   H                H~   H                HcH   H                H;H~!HHHH                LL`MML   CIHPHH   XH   _HLHH   ^HcH   H                H;@~!H@HH                HcH   H                H;8~!H8HH                HcH                   H;0~H0H                HH   H¾                H;(~!H(HH¾                LGH}`Bf(YH~HuP    \Y    \f(HrHUhYHPHEX    \YXHH   H¾                H; ~!H HH¾                    H   HPH   \f(    ^f(_    ]HH   H¾                H;~!HHH¾                    H   
HPH   \f(    ^f(_    ]HE0 HH   H¾                H~   H¾                f(Y    \YXf(H    ZYHH   H¾                H;~!HHH¾                HcH                   H;U~HEH                HrHPHHYHH   H¾                H;E~HUHH¾                HcH                   H;~HH                    \f(HrHYHPXHЋHH   H¾                H;E~HUHH¾                HcH   H                H;~!HHH                HcH   H                H;u~HEHH                HcH                   H;U~HEH                    \f(LGHBYH~HY    YXf(HrHHP^f(HЋHH   H¾                H;E~HUHH¾                HcH   H                H;~!HHH                HcH   H                H;u~HEHH                HcH                   H;U~HEH                    \f(LGHBYH~HY    YXf(HrHHP^f(H9Mt                EMSHH            Hĸ  [A\A]A^A_]UHAWAVAUATSH  H(H HHLL     t                       H    HHEHE    HHHIA    H( HHEHE    HHHH    HHHIA    H    HHEHE    HHHIA    H    HHEHE    HHHHHǅ    H    HHEHE    HHHHHǅ    H    HHEHE    HHHHHǅ    H    HHEHE    HHHHHǅ    H    HHEHE    HHHHHǅ    H    HHxHx    HHHHHǅ    H    HHpHp    HHHHHǅ    H    HHhHh    HHHH    HHHHHǅ    H    HH`H`    HHHH    HHHHpHǅx    H    HHXHX    HHHH`Hǅh    H    HHPHP    HHIHHH    HHHHPHǅX    HHH    HHHHH    HHIHHH    HHHH@HǅH    HHH    HH@H@    HHHH0Hǅ8    H    HH8H8    HHHH Hǅ(    H    HH0H0    HHHIHH    HH(HH(    HHHHHǅ    HHH    HH H     HHIIH    HHLH    HHHH Hǅ    LHHH    HHH    HHHHHǅ    H    HHH    HHHHHǅ    H    HH H     HHHHHǅ    H    HHH    HHHHHǅ    H    HHH    HHHHHǅ    H    HHH    HHHHHǅ    H    HHH    HHHHHǅ    H    HHH    HHHHHǅ    H    HHH    HHIILHL)    HHHHpHǅx    MIH    HHH    HHHIHHH)غ    HHHH`Hǅh    IIH    HHH    HHIHHPHǅX    H       HHDH    Hu
        HH    HHH    HHIHH@HǅH    H       HHDH    Hu
        HH    HHH    HHIHH0Hǅ8    H       HHDH    Hu
        HH    HHH    HHIHH Hǅ(    H       HHDH    Hu
        HH    HHH    HHIHHHǅ    H       HHDH    Hu
        HxH    HHpHp    HHIHH Hǅ    H       HHDH    Hu
        Hh    `    X    P    H    @    8HpHHp !ȃt(HpI                      HH!ȃt$HpA   H                HH;p!ȃt$HpA   H                HҸ   H9HpHh    H    0    (                                  EHHH !ȃt(HI                      HH!ȃt$HA   H                HH;!ȃt$HA   H                HҸ   H9HpHx    H    E    ǅ                                                HHH !ȃt(HI                      HH!ȃt$HA   H                HH;!ȃt$HA   H                HҸ   H9HpH    H        x    p    h    `    X    P    HHHH !ȃt(HI                      HH!ȃt$HA   H                HH;!ȃt$HA   H                HҸ   H9HpH    HHHH !ȃt(HI                      HH!ȃt$HA   H                HH;!ȃt$HA   H                HҸ   H9HpH    H    @HHH !ȃt(HI                      HH!ȃt$HA   H                HH;!ȃt$HA   H                HҸ   H9HpH    H    8    0H    #  HLHxHH H(H                        ux                                 u`uXuHuPIHH   H    pE   Ẻp9E"  }u                EHcH                   H;U~HEH                HHE`HcH   H                H;~!HHH                HcH                   H;~HH                HNHxHH    \Y    \@HcH   H                H;~!HHH                HcH                   H;~HH                HNHxHHYHHcH                   H;p~HpH                @f(YHYH\f(HhЋHcH                   H;p~HpH                    HHh_QHcH   H                H;~!HHH                HcH                   H;U~HEH                HHEP    _HVH^HcH                   H;~HH                HHYEE\~    fTU    Yf/vGE\~    ~    fTfVf(    Xf(EYEHcH                   H;~HH                HHxMYPHcH                   H;~HH                HHPYXHcH                   H;~HH                HH    \f(PYHcH                   H;~HH                HH^HcH                   H;p~HpH                EYHHh\0HEX HcH   H                H;(~!H(HH                HcH                   H;0~H0H                HHHHHE8H^f(@\8HEX HcH   H                H;~!HHH                HcH                   H; ~H H                HIHHHE@H^f(@\PHEX HcH   H                H;(~!H(HH                HcH                   H;0~H0H                HHHHHE8f(YH@\@HEX HcH   H                H;~!HHH                HcH                   H; ~H H                HIHHHE@f(YH@\XHEX HcH   H                H;(~!H(HH                HcH                   H;0~H0H                HHHHHE8YHXHHEH LcM   L¾                I~   L¾                HcH                   H;P~HPH                HEH HcH   H                H~   H                HcH   H                H;H~!HHHH                LHHHHExHHHHH   XH  _`Y`~    fW    fH~H Y`~    fW    fH~H(@X@\@XE @\E    ^ 8\YY8XYY \`P\YYPXYY \p@XY@\Y \hXXYX\Y \xXY~    fWHY\X\H8XMY^0\f((Y    f(^`Y f(^0X\f(8\Y^ Y\Y    f(^`Y f(^0X\f(8XYY Y\Y~    fWY ~    fWHYX\@\EYf(^0H\f((Y    f(^h@XY0Y ^XY~    fW    f(^hf(Y @\Y^0XYP\YHpY ^Hf(Y PXY^p~    fWXXf(xY ^f(X\Y ^x~    fWHcH                   H;~HH                HHE(ЋHcH                   H;~HH                HHE fЋHcH                   H; ~H H                ^0f(Y(Y X^ HXHE(ЋHcH                   H;~HH                f(Y ^ HXHE0ЋHcH                   H;~HH                ^0XHXH ЋHcH                   H;~HH                HXHEHEX LcM   LҾ                L;(~!H(HLҾ                HcH                   H;0~H0H                LcM   Lʾ                L;~!HHLʾ                HEX LcM   L¾                L;~!HHL¾                HcH   H                H; ~!H HH                HcH   H                H; ~!H HH                LHHHHE8    \f(IQHEYLIHHHE@    \f(HVHE(YX0HEX HcH   H                H;~!HHH                HcH                   H; ~H H                HcH   H                H;~!HHH                HIHHHE@    \f(HVHE0Y8HcH   H                H;~!HHH                HcH                   H;~HH                fHH     \\0_HVHЋHcH   H                H;~!HHH                HcH                   H;~HH                fHHE    \\8_HVHH   f/`vbHcH                   H;~HH                HHfH   f/`vbHcH                   H;~HH                HHfHEX   HEH f  HcH                   H;~HH                \f(^0    XK&HYHEhЋHcH                   H;~HH                \K$LHYHEhЋHcH                   H;~HH                \LHLLHYHEhЋHcH                   H;~HH                \J    LHYHEhЋHcH                   H;~HH                \LHLLHYHEhЋHcH                   H;~HH                LHLHLHHEhЋHcH                   H;~HH                LHL)LHHEhb  HcH                   H;~HH                \f(^0    XID HYHEpЋHcH                   H;~HH                \HLHYHEpЋHcH                   H;~HH                \HHHLHYHEpЋHcH                   H;~HH                \H    LHYHEpЋHcH                   H;~HH                \HHHLHYHEpЋHcH                   H;~HH                HHHHLHHEpЋHcH                   H;~HH                HHH)LHHEpЋ9Et                EẺ'HhH    HxH    HH    HH    HH    HH            He[A\A]A^A_]UHAWAVAUATSH  HXHPHHH@L8L0    t                       H   HHEHE    HHHIA    H   HHEHE    HHHIH(H   HHEHHE    HHHIA    HH H   HHEHE    HHHIA    H   HHEHE    HHHIHH   HHEHHE    HHHH Hǅ    HH H   HHEHE    HHHHHǅ    H   HHEHE    HHIHHH    HHHHHǅ    HHH   HHEHE    HHIHHH    HHHHHǅ    HHH   HHxHx    HHHHHǅ    H   HHpHp    HHHHHǅ    H   HHhHh    HHHHHǅ    H   HH`H`    HHHHHǅ    H   HHXHX    HHHHpHǅx    H   HHPHP    HHHH`Hǅh    H   HHHHH    HHHHPHǅX    H   HH@H@    HHHH@HǅH    H   HH8H8    HHHH0Hǅ8    H   HH0H0    HHHH Hǅ(    H   HH(H(    HHHHHǅ    H   HH H     HHHH Hǅ    H   HHH    HHHHHǅ    H   HHH    HHHHHǅ    H   HHH    HHHHHǅ    H   HH H     HHHHHǅ    H   HHH    HHHHHǅ    H   HHH    HHHHHǅ    H   HHH    HHHHHǅ    H   HHH    HHHHHǅ    H   HHH    HHHHpHǅx    H   HHH    HHHH`Hǅh    H   HHH    HHHHPHǅX    H   HHH    HHIIJ        HHHH@HǅH    LHHH   HHH    HHIILHL)    HHHH0Hǅ8    LHHH   HHH    HHHH Hǅ(    H   HHH    HHHIH        HHHHHǅ    IIH   HHH    HHIILHL)    HHHH Hǅ    LHHH   HHH    HHHHHǅ                    x    p    hE    ǅd    HP *1  HP E   M̋9E
  }u                EHcH                   H;U~HEH                HH@dHX LcM   LҾ                L;U~HEHLҾ                dHcH                   H;U~HEH                dLcM   Lʾ                L;M~HEHLʾ                HX LcM   L¾                L;E~HEHL¾                dHcH   H                H;}~HEHH                dHcH   H                H;u~HEHH                LH(H HH   IQH8YLHH HH  HVH0YXhdHcH   H                H;}~HEHH                dHcH                   H;U~HEH                dHcH   H                H;u~HEHH                LKLLHH   HHHHH   XH   _KLHH   ^dHcH   H                H;x~!HxHH                dHcH                   H;x~HxH                HHHhYHVXHHЋdHcH   H                H;p~!HpHH                dHcH                   H;p~HpH                HHE    \YhHVXHEЋdLcM   L¾                L;h~!HhHL¾                HX HcH   H                H;}~HEHH                dHcH                   H;U~HEH                dHcH   H                H;`~!H`HH                HH(H HH   HVHE IPYHEЋdLcM   Lھ                L;X~!HXHLھ                HX LcM   LҾ                L;U~HEHLҾ                dHcH                   H;U~HEH                dLcM   Lʾ                L;P~!HPHLʾ                HX LcM   L¾                L;E~HEHL¾                dHcH   H                H;}~HEHH                dHcH   H                H;H~!HHHH                LH(H HH   IQHE8YLHH HH  HVHE0YISXHE(9Mt                EMHPDE   MD9]]  }u                EHcH                   H;U~HEH                HH@ddLcM   LҾ                L;@~!H@HLҾ                dHcH                   H;8~H8H                dLcM   Lʾ                L;h~!HhHLʾ                dLcM   L¾                L;8~!H8HL¾                HX HcH   H                H;}~HEHH                dHcH   H                H;u~HEHH                HH   IQHEYIPH       \f(HH(H HH   YIRXHE@ЋdLcM   LҾ                L;0~!H0HLҾ                dHcH                   H;8~H8H                dLcM   Lʾ                L;X~!HXHLʾ                dLcM   L¾                L;8~!H8HL¾                HX HcH   H                H;}~HEHH                dHcH   H                H;u~HEHH                HH   IQHE(YIPH       \f(HHH HH  YIRXHEH9Mt                EMHP E   M̋9E  }u                EHcH                   H;U~HEH                HH@ddLcM   LҾ                L;(~!H(HLҾ                dHcH                   H;(~H(H                dLcM   Lʾ                L;@~!H@HLʾ                dLcM   L¾                L; ~!H HL¾                dHcH   H                H;0~!H0HH                dHcH   H                H;~!HHH                HHEPIQHE@IPHEXYXHWHEHHVHE`YIRXHEPЋdHcH                   H;~HH                dLcM   L¾                L;~!HHL¾                dHcH   H                H;~!HHH                dHcH   H                H;@~!H@HH                HH   IPHEhY    XHWH   \f(HVHE@YdHcH                   H;~HH                dLcM   Lھ                L;@~!H@HLھ                dLcM   LҾ                L; ~!H HLҾ                dLcM   Lʾ                L;0~!H0HLʾ                dLcM   L¾                L;~!HHL¾                dHcH   H                H;~!HHH                dHcH   H                H;0~!H0HH                HH   ISHE@IRHEpYIQHEHIPHExYXYHWH       \f(HVHEHYXdLcM   L¾                L;~!HHL¾                dHcH                   H;~HH                dHcH   H                H;~!HHH                dHcH   H                H;~!HHH                HH   HVH       \YXHWH       \YIPXH   ЋdLcM   LҾ                L;~!HHLҾ                dHcH                   H;~HH                dLcM   Lʾ                L;~!HHLʾ                dLcM   L¾                L;@~!H@HL¾                dHcH   H                H;~!HHH                dHcH   H                H;0~!H0HH                HH   IQH       \f(IPHE@YXHWH       \f(HVHEHYIRXH   9Mt                EMIHX t  HP E   Ẻ9E=  }u                EHcH                   H;U~HEH                HH@ddHcH                   H;U~HEH                dHcH   H                H;u~HEHH                HHHHH   HHHHH   XH   _xdLcM   L¾                L;~!HHL¾                dHcH                   H;~HH                HX HcH   H                H;}~HEHH                dHcH   H                H;u~HEHH                HLHH   HH(H HH   HLI YH   ЋdLcM   Lھ                L;~!HHLھ                dHcH                   H;~HH                HX LcM   LҾ                L;U~HEHLҾ                dLcM   L¾                L;E~HEHL¾                dLcM   Lʾ                L;~!HHLʾ                HX HcH   H                H;}~HEHH                dHcH   H                H;u~HEHH                K6HHHH   LH(H I H   YLHLHIH   HHH HH  YK$HIXH   ЋdLcM   Lھ                L;~!HHLھ                dHcH                   H;~HH                HX LcM   LҾ                L;U~HEHLҾ                dLcM   L¾                L;E~HEHL¾                dLcM   Lʾ                L;~!HHLʾ                HX HcH   H                H;}~HEHH                dHcH   H                H;u~HEHH                J    HHHH   LH(H I H   YLHLHIH   HHH HH  YLHLHIXH   ЋdLcM   L¾                L;~!HHL¾                dHcH                   H;~HH                dHcH   H                H;~!HHH                dHcH   H                H;~!HHH                HJ!HH   K$HHH   XLHLHHH   J    HI XH   ЋdHcH   H                H;~!HHH                dHcH                   H;~HH                dHcH   H                H;u~HEHH                J    HHH   HHHHH   YHW^xH   ЋdHcH                   H;U~HEH                dHcH   H                H;u~HEHH                HHHH   HHHH   XH   _pdHcH   H                H;~!HHH                dHcH   H                H;~!HHH                dHcH                   H;@~H@H                HLHH   HHE@IHYH   ЋdLcM   Lʾ                L;~!HHLʾ                dHcH                   H;~HH                dHcH   H                H;@~!H@HH                dLcM   L¾                L;~!HHL¾                dHcH   H                H;0~!H0HH                KD- HHHH   HWHE@YLHLHI H   HVHEHYHLIXH   ЋdLcM   Lʾ                L;~!HHLʾ                dHcH                   H;~HH                dHcH   H                H;@~!H@HH                dLcM   L¾                L;~!HHL¾                dHcH   H                H;0~!H0HH                J    HHHH   HWHE@YLHLHI H   HVHEHYHHHLIXH   ЋdLcM   L¾                L;~!HHL¾                dHcH                   H;~HH                dHcH   H                H;~!HHH                dHcH   H                H;~!HHH                IHH   HLHH   XHHHLHH   H    LI XH   ЋdHcH   H                H;~!HHH                dHcH                   H;~HH                dHcH   H                H;u~HEHH                H    LHH   HHHH   YHW^pH   Ћ9Et                EẺ        H  [A\A]A^A_]UHAWAVAUATSHH  HHH@H8H0L(L     t                       HEp HHEHE    HHHIA    HEp HHEHE    HHHIHHEx HHEHHE    HHHIA    HHHEp HHEHE    HHHIA    HEp HHEHE    HHIIHEx HHELHE    HHHH Hǅ    LHH HEp HHEHE    HHHHHǅ    HEp HHEHE    HHHHHǅ    H@ HHEHE    HHHH    HHHHHǅ    HEp HHxHx    HHHHHǅ    HEp HHpHp    HHHHHǅ    HEp HHhHh    HHHHHǅ    HEp HH`H`    HHHHHǅ    HEp HHXHX    HHHHHǅ    HEp HHPHP    HHHHpHǅx    HEp HHHHH    HHHH`Hǅh    HEp HH@H@    HHHHPHǅX    HEp HH8H8    HHHH@HǅH    HEp HH0H0    HHIHHH)к    HHHH0Hǅ8    HEp HH(H(    HHIHHH)к    HHHH Hǅ(    HEp HH H     HHHH    HHHHHǅ    HEp HHH    HHHH    HHHH Hǅ    HEp HHH    HHHHHǅ    HEp HHH    HHHHHǅ    HEp HH H     HHHHHǅ    HEp HHH    HHHHHǅ    HEp HHH    HHHHHǅ    HEp HHH    HHHHHǅ    HEx HHH    HHHH    HHHHHǅ    HEx HHH    HHHH    HHHHHǅ    HEp HHH    HHHHpHǅx    HEp HHH    HHHH`Hǅh    HEp HHH    HHHHPHǅX    HEp HHH    HHHH@HǅH    HEp HHH    HHHH0Hǅ8    HEp HHH    HHHH Hǅ(    HEp HHH    HHHHHǅ    HEp HHH    HHHH Hǅ    HEp HHH    HHHHHǅ    HEp HHH    HHHHHǅ    HEp HHH    HHHHHǅ    HEp HHxHx    HHHHHǅ    HEp HHpHp    HHHHHǅ    HEp HHhHh    HHHHHǅ    HEp HH`H`    HHHHHǅ    E    ǅ\    H      H   8E   M9}  }u                EHH   H¾                H;E~HUHH¾                HPHE\HH HH   H¾                H;E~HUHH¾                \HcH                   H;U~HEH                \HcH   H                H;u~HEHH                HHHHHE8HE`HH HH   H¾                H;E~HUHH¾                \HcH                   H;U~HEH                \HcH   H                H;u~HEHH                HIH HHE@HEh9Mt                EM:L(H   H   H0H8H@  x  p  h  `  X  P  H  @  8  0  (              uxup            uH   h    uhu`             MIH覀H  H   D0E   MD9u  }u                EHH   H¾                H;E~HUHH¾                HPHE\HH LcM   LҾ                L;U~HEHLҾ                \LcM   Lھ                L;]~HEHLھ                \HcH                   H;~HH                \HcH   H                H;~!HHH                \LcM   Lʾ                L;h~!HhHLʾ                \LcM   L                L;~!HHL                \LcM   L                L;~!HHL                \HcH   Hھ                H;]~HEHHھ                \LcM   L¾                L;~!HHL¾                \HcH   H                H;~!HHH                HHEHHWHEX    \YIQH(YIUHEH    \f(IT$HEX    \Yf(HSHE8YXIPHEXHVHE(YLHHIXHE`HH LcM   LҾ                L;U~HEHLҾ                \LcM   Lھ                L;]~HEHLھ                \HcH                   H;~HH                \HcH   H                H;~!HHH                \LcM   Lʾ                L;`~!H`HLʾ                \LcM   L                L;~!HHL                \LcM   L                L;~!HHL                \HcH   Hھ                H;]~HEHHھ                \LcM   L¾                L;~!HHL¾                \HcH   H                H;~!HHH                HHEHHWHEX    \YIQH YIUHEH    \f(IT$HEX    \Yf(HSHE@YXIPHEXHVHE0YLIH IXHEh9Mt                EMILEH   H   H0H8H@  x  p  h  `  X  P  H  @  8  0  (              uxup            uH   h    uhu`            u MIHvH  H   DE   MD9]  }u                EHH   H¾                H;E~HUHH¾                HPHE\HH HH   H¾                H;E~HUHH¾                \HcH   H                H;u~HEHH                \LcM   LҾ                L;`~!H`HLҾ                \LcM   Lʾ                L;~!HHLʾ                \LcM   L¾                L;`~!H`HL¾                HHHcH                   H;U~HEH                \HcH   H                H;}~HEHH                IZLUPAMQLMCYMHLEPC    \f(HHLLHHU`YHLHXHE`HH HH   H¾                H;E~HUHH¾                \HcH   H                H;u~HEHH                \LcM   LҾ                L;`~!H`HLҾ                \LcM   Lʾ                L;~!HHLʾ                \LcM   L¾                L;`~!H`HL¾                HHHcH                   H;U~HEH                \HcH   H                H;}~HEHH                IZLUPAMQLM CYMHLEPC    \f(IH HHHUhYIHHXHEhHH   HH HH   H¾                H;E~HUHH¾                \HcH   H                H;u~HEHH                HHHcH                   H;U~HEH                \HcH   H                H;}~HEHH                fHHLLHHU`_    ]HLHHE`HH HH   H¾                H;E~HUHH¾                \HcH   H                H;u~HEHH                HHHcH                   H;U~HEH                \HcH   H                H;}~HEHH                fIH HHHUh_    ]IHHHEh  HH HH   H¾                H;E~HUHH¾                \HcH   H                H;u~HEHH                HHHcH                   H;U~HEH                \HcH   H                H;}~HEHH                fHHLLHHU`_    ]HLHHE`HH HH   H¾                H;E~HUHH¾                \HcH   H                H;u~HEHH                HHHcH                   H;U~HEH                \HcH   H                H;}~HEHH                fIH HHHUh_    ]IHHHEh9Mt                EM        He[A\A]A^A_]UHAWAVAUATSH  HH HHLL    t                       HEP HHEHE    HHHIA    HEP HHEHE    HHIIHEX HHELHE    HHHIA    LHHHEP HHEHE    HHIIHEX HHELHE    HHHHHǅ    MIHEP HHEHE    HHHHHǅ    HEP HHEHE    HHHHHǅ    HEP HHEHE    HHHHHǅ    HEP HHEHE    HHHIHE` HHxHHx    HHHHHǅ    IIHEP HHpHp    HHHHpHǅx    HEP HHhHh    HHHH`Hǅh    HEP HH`H`    HHHHPHǅX    HEP HHXHX    HHHH@HǅH    HEP HHPHP    HHHHH0Hǅ8    H   HHDH    Hu
        HHHEP HH@H@    HHHHH Hǅ(    H   HHDH    Hu
        H8    0H@HH@ !ʃt(H@I                      HH!ʃt'H@A   HH¾                HH;@!ʃt'H@A   HH¾                H   H9HrH8    HHPHHP !ʃt(HPI                      HH!ʃt'HPA   HH¾                HH;P!ʃt'HPA   HH¾                H   H9HrHH    H    (     E    ǅ        H   H      \(H $  H 
  H0E   M9u  }u                EHH   H¾                H;E~HUHH¾                HPHEH}  HEH                   HcH                   H;U~HEH                H}  HEH                   HH   H¾                H;E~HUHH¾                HLHHU K/HHE(    \Y0f0    ^f(    \_    ]    XHH   H¾                H;E~HUHH¾                HcH                   H;U~HEH                HzHU0f(Y    ]HPHЋHH   H¾                H;E~HUHH¾                HcH                   H;U~HEH                HzHPHH9Mt                EMfHD E   MD9E8  }u                EHH   H¾                H;E~HUHH¾                HPHEHH   H¾                H;P~!HPHH¾                Hx #HxH                   HcH   H                H;u~HEHH                Hx #HxH                   HcH                   H;U~HEH                I<HHu@\(f(    YI4HHU@ \f(    YXf( \(HP^f(HHЋHH   H¾                H;P~!HPHH¾                HcH                   H;P~HPH                    HrHH_    ]HPHHЋHH   H¾                H;@~!H@HH¾                HcH                   H;p~HpH                fHrHUH    Y    Xf(    ^    \_HPH8ЋHH   H¾                H;h~!HhHH¾                HcH   H                H;P~!HPHH                HcH   H                H;P~!HPHH                HcH                   H;@~H@H                    LOHHBH~HH    \f(HrH8YX]HPHЋHH   H¾                H;`~!H`HH¾                HcH                   H;P~HPH                    HrHH]HPHE9Mt                EM?H0E   M9u  }u                EHH   H¾                H;E~HUHH¾                HPHEH}  HEH                   HcH                   H;U~HEH                H}  HEH                   HH   H¾                H;E~HUHH¾                HLHHU K/HHE(    \Y0f0    ^f(    \_    ]    XHH   H¾                H;E~HUHH¾                HcH                   H;X~HXH                HzHU8f(Y    ]HPHЋHH   H¾                H;E~HUHH¾                HcH                   H;U~HEH                HzHPHH9Mt                EM`HD E   MD9E  }u                EHH   H¾                H;E~HUHH¾                HPHEHH   H¾                H;P~!HPHH¾                Hx #HxH                   HcH   H                H;u~HEHH                Hx #HxH                   HcH                   H;U~HEH                I<HHu@\(f(    YI4HHU@ \f(    YXf( \(HP^f(HHЋHH   H¾                H;P~!HPHH¾                HcH                   H;P~HPH                    HrHH_    ]HPHHЋHH   H¾                H;@~!H@HH¾                HcH                   H;p~HpH                fHrHUH    Y    Xf(    ^    \_HPH8ЋHH   H¾                H;h~!HhHH¾                HcH   H                H;P~!HPHH                HcH   H                H;P~!HPHH                HcH                   H;@~H@H                    LOHHBH~HH    \f(HrH8YX]HPHЋHH   H¾                H;`~!H`HH¾                HcH                   H;P~HPH                    HrHH]HPHE9Mt                EM?H8H    HHH            Hĸ  [A\A]A^A_]UHAWAVAUATSHx  HHH@H8H0L(L     t                       HH HHEHE    HHIIH8 HHELHE    HHHIA    MIHH HHEHE    HHIIH8 HHELHE    HHHHHǅ    MIHH HHEHE    HHHH Hǅ    HH HHEHE    HHHHHǅ    HH HHEHE    HHHHHǅ    HH HHEHE    HHHHHǅ    HH HHEHE    HHHHHǅ    HH HHxHx    HHHHHǅ    HH HHpHp    HHHHHǅ    HH HHhHh    HHIIJ        HHHHHǅ    LHHH HH`H`    HHIIJ        HHHHHǅ    MIHH HHXHX    HHHHpHǅx    HH HHPHP    HHHH`Hǅh    E    E    H88E   M9}  }u                HHD E   uD9E  }u                EHH   H¾                H;E~HUHH¾                UHcH                   H;U~HEH                ILHHEHfЋEHH   H¾                H;E~HUHH¾                UHcH                   H;U~HEH                ILHHEPf9ut                Eu`9Mt                EMHHE   U9M  }u                EHH   H¾                H;E~HUHH¾                HpH0fEHH   H¾                H;E~HUHH¾                HpH(fEHH   H¾                H;E~HUHH¾                HpH fEHH   H¾                H;E~HUHH¾                HpHEfEHH   H¾                H;E~HUHH¾                HpHEfEHH   H¾                H;x~!HxHH¾                HpHE8fEHH   H¾                H;p~!HpHH¾                HpHE@f9Ut                EUE   Mȃ}  }u                HH8E   u9}  }u                EHcH                   H~                   EHH   H¾                H;h~!HhHH¾                IHHHE fЋEHcH                   H~                   EHH   H¾                H;`~!H`HH¾                ILHHE(f9ut                EuY9Mt                EMH@     HHE   U9M"  }u                EHH   H¾                H;X~!HXHH¾                HpHEXff/vyH@ pH@0H@ HH   H¾                H;P~!HPHH¾                HxHE0ủ49Ut                EU        Hx  [A\A]A^A_]UHH`H}Hu    t                           E    E    E    E    E    E    E    EHE     \EEf/    v    E    f/Ev    EEEEff/k  M    Y    \f(YM    Xf(YM    Xf(YM    Xf(YM    Xf(YM    Xf(YM    Xf(YM    XEM    Y    \YE    \f(YM    Xf(YM    Xf(YM    Xf(YM    Xf(YM    Xf(YM    XEj  M    Y    Xf(YM    Xf(YM    Xf(YM    Xf(YM    Xf(YM    Xf(YM    Xf(YM    XEM    Y    Xf(YM    Xf(YM    Xf(YM    Xf(YM    Xf(YM    Xf(YM    Xf(YM    XEM    YEM    YEHE U    Y\f(    ^EM    YEEYEEEYEEEf(YMHE YEE        UHH@H}Hu    t                           E    E    E    E    EHE     \EEf/    v    E    f/Ev    EEEEff/   M    Y    \f(YM    Xf(YM    Xf(YM    Xf(YM    Xf(YM    Xf(YM    Xf(YM    XE   M    Y    Xf(YM    Xf(YM    Xf(YM    Xf(YM    Xf(YM    Xf(YM    Xf(YM    XEM    YEHE U    Y\f(    ^EM    YEEYEEE        UHH0H}HuЋ    t                           E    E    EHE     \EEf/    v    E    f/Ev    EEEEff/   M    Y    \YE    \f(YM    Xf(YM    Xf(YM    Xf(YM    Xf(YM    Xf(YM    XE   M    Y    Xf(YM    Xf(YM    Xf(YM    Xf(YM    Xf(YM    Xf(YM    Xf(YM    XEM    YEE        UHH0H}HuЋ    t                           E    E    EHE     \EEf/    v    E    f/Ev    EEEEff/   M    Y    \f(YM    Xf(YM    Xf(YM    Xf(YM    Xf(YM    Xf(YM    Xf(YM    XE   M    Y    Xf(YM    Xf(YM    Xf(YM    Xf(YM    Xf(YM    Xf(YM    Xf(YM    XEM    YEE        UHH0H}HuHU؋    t                       HE؋ tHE EHE EE        UHH H}Hu    t                       HE     \f(    Y    XHE    \f(    Y\EE        UHH H}Hu    t                       HE     \f(    Y    XHE    \f(    Y\EE        UHH H}    t                       HE     \f(f]    _EE        UHH H}    t                       HE     \f(f_    ]EE        UHHPH}    t                       HE f/    EHEH¾        EHEHEHEHEHEHEHEHEHEHEHEH    Y    XMY    XMY    XMY    XMY    XYEf(XUUHEHEHEHEHEHEHEHEHEHsEHEHb    Y    XMY    XMY    XMY    XMY    XYEXEf(    YEE        UHHPH}    t                       HE f/    EHEH¾        EHEHEHEHEHEHEHEHEHEHEHEHs    Y    XMY    XMY    XMY    XMY    XYEf(XUUHEHoEHEH^EHEHMEHEH<EHEH+EHEH    Y    XMY    XMY    XMY    XMY    XYEXEf(    YEE        UHH0H}Hu    t                       HEHqHEYHE    Y    XYEHEH]^f(EE        UHH H}Hu    t                       HE HE    Y\HE    Y_HE    Y^EE        UHAWAVAUATSHX  HH HHLL    t                       H HHEHE    HHHIH HHEHHE    HHHHHǅ    HHHH HHEHE    HHHIHH HHEHHE    HHHIHH HHEHHE    HHHHHǅ    HHH)HH HHEHE    HHHIHH HHEHHE    HHHIA    HHH HHEHE    HHHIHH HHxHHx    HHHIA    HHH HHpHp    HHHHIA    H   HHDH    Hu
        HhH     (   HHHHE    E    E    E    HpHHp !ʃt(HpI                      HH!ʃt'HpA   HH¾                HH;p!ʃt'HpA   HH¾                H   H9HrHh    HH 	   Hǅ    ǅ p6  Hǅ`    Hǅh_   ǅ   ǅ   HH    HH   HH    H       H    HH                   HpHHp !ʃt(HpI                      HH!ʃt'HpA   HH¾                HH;p!ʃt'HpA   HH¾                H   H9HrHhfHHDE   DMD9]  }u                HD E   DUD9e  }u                EHcH   H                H	~	   H                ELcM   L¾                I	~	   L¾                EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                HHHHHHHLHPH D9Ut                EDUTD9Mt                EDMH E   Eȉ9E  }u                EȍPH ŰẺ9E  }u                EHH   H¾                H	~	   H¾                UHcH                   H	~	                   HHHHH
   HE   M9]  }u                ELcM   Lھ                L;p~!HpHLھ                EHcH                   H;U~HEH                ELcM   LҾ                L;U~HEHLҾ                ELcM   Lʾ                L;M~HEHLʾ                ELcM   L¾                L;E~HEHL¾                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                HLILILLIHIHLIIHIHHHIS^Hh9Mt                EM-EHEDuċ9E  }u                EHcH                   H	~	                   EHcH   H                H	~	   H                HHHHH
   HD8E   MD9}  }u                ELcM   L                L;m~HEHL                ELcM   L                L;e~HEHL                EHcH   Hھ                H;]~HEHHھ                EHcH                   H;U~HEH                ELcM   Lھ                L;]~HEHLھ                ELcM   LҾ                L;U~HEHLҾ                ELcM   Lʾ                L;p~!HpHLʾ                ELcM   L¾                L;E~HEHL¾                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                HHHHLLHIHIQHhLMLLILIHHHHYLIILIHH\H9Mt                EMEHcH                   H	~	                   EHcH   H                H	~	   H                HHHHH
Ǆ    D9ut                EDuPHE   M9]  }u                ELcM   LҾ                L;U~HEHLҾ                ELcM   Lھ                L;]~HEHLھ                ELcM   Lʾ                L;M~HEHLʾ                EHcH                   H;U~HEH                ELcM   L¾                L;p~!HpHL¾                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                LLILLHH IPHhHILHH YLILI\H 9Mt                EM-9Et                EẺX9Et                EEȉH EDuȃ}   }   u                HpHHp !ʃt(HpI                      HH!ʃt'HpA   HH¾                HH;p!ʃt'HpA   HH¾                H   H9HrHhfHH 9E  EȍPHD Uċ]D9e  }u                EHH   H¾                H	~	   H¾                UHcH                   H	~	                   HHHHH
   HD(E   MD9m  }u                ELcM   Lھ                L;p~!HpHLھ                EHcH                   H;p~HpH                ELcM   LҾ                L;U~HEHLҾ                ELcM   Lʾ                L;M~HEHLʾ                ELcM   L¾                L;E~HEHL¾                EHcH   H                H;x~!HxHH                EHcH   H                H;u~HEHH                HHhLHHHLHHI HHHHHHYISXHh9Mt                EM9]t                E]HD E   MD9e7  }u                ELcM   Lھ                L;x~!HxHLھ                EHcH   Hھ                H;]~HEHHھ                EHcH                   H;U~HEH                ELcM   Lʾ                L;M~HEHLʾ                ELcM   LҾ                L;p~!HpHLҾ                ELcM   L¾                L;E~HEHL¾                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                HHHIH IRHh\f(LHHHHHHHHLHHH^f(H9Mt                EMD9ut                mDu'HhH            HX  [A\A]A^A_]UHSH  HHHx    t                           E    E    EE        EH     \EHHZfH~HEH YEpHxHEHH^p^f(EM    XEE   ]}2D  }u                E    \EHEHfH~HEHHEHH    ^pHxHEHHH\pYE\EE\EEM    Yf(XM    XEE    \\E~    fT    f/  9]t                E]Hǅ    ǅ,6  ǅ   ǅ   HH    H6       H    HH    Hǅ    ǅ-6  ǅ   ǅ   HH    H       H    HMH   HH    M    XEHMH   HH    HH    Hǅ    ǅ.6  ǅ   ǅ   HH    H,       H    HH    H EEEE        HĈ  []UHAWAVAUATSH  H(H HHLL     t                       HE` HHEHE    HHHIA    HE` HHEHE    HHHIA    HE` HHEHE    HHHIA    HE` HHEHE    HHHIH    HHHHHǅ    IIHE` HHEHE    HHHHHǅ    HE` HHEHE    HHHHHǅ    HE` HHEHE    HHHHHǅ    HE` HHEHE    HHHHHǅ    HE` HHEHE    HHIIK    HHHHHǅ    MIHE` HHxHx    HHHHHǅ    HE` HHpHp    HHHHHǅ    HE` HHhHh    HHHHpHǅx    HE` HH`H`    HHHH`Hǅh    HE` HHXHX    HHHHPHǅX    HE` HHPHP    HHHH@HǅH    HE` HHHHH    HHHH0Hǅ8        @    8    0E    HE`D E   MD9E	  }u                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                EHH   H¾                H;E~HUHH¾                LOH}XB    \f(H~HuHYHrHUXHPHEPYX0EHcH                   H;U~HEH                EHH   H¾                H;E~HUHH¾                H4LHH(ff.Ҿ    ff.EHpH ff.    ff.E	Ѕ  EHH   H¾                H;E~HUHH¾                HPH0ЋEHH   H¾                H;E~HUHH¾                HPHfЋEHH   H¾                H;E~HUHH¾                HPHE@fЋEHcH                   H;U~HEH                EHH   H¾                H;E~HUHH¾                K4LHHff.Ҿ    ff.EHpH ff.    ff.E	Ѕ*  EHH   H¾                H;x~!HxHH¾                HPH 0ЋEHH   H¾                H;p~!HpHH¾                HPHEfЋEHH   H¾                H;h~!HhHH¾                HPHEfЋEHcH                   H;U~HEH                EHH   H¾                H;E~HUHH¾                I4HH(KHHXX8EHcH                   H;`~H`H                EHH   H¾                H;E~HUHH¾                HrHU HPHEX    \Y@ff.8    ff.8Dff.@    ff.@E	Ѕ'  EHH   H¾                H;X~!HXHH¾                HPHE(0ЋEHH   H¾                H;P~!HPHH¾                HPHE0fЋEHH   H¾                H;H~!HHHH¾                HPHE8f9Mt                EM        HĨ  [A\A]A^A_]UHAWAVAUATH   HxHpHhH`LXLP    t                       HE  HHEHE    HHHIA    HE  HHEHE    HHHH@HǅH    HE  HHEHE    HHHH0Hǅ8    HE  HHEHE    HHHH Hǅ(    HE  HHEHE    HHHHHǅ    HE  HHEHE    HHHH Hǅ    HE  HHEHE    HHHIA    HE  HHEHE    HHHIA        E    E    EE    HE DE   MD9U  }u                EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                EHH   H¾                H;E~HUHH¾                H~HhHrHXXHPHEXEE~    fTHE(_M~    ~    f(fTfTfVEE~    fTHE(f/8  ELcM   Lʾ                L;M~HEHLʾ                ELcM   L¾                L;E~HEHL¾                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                EHH   H¾                H;E~HUHH¾                MYL`CMHLhCYLGHPBH~HXYXHrHUHPHEYX^EEfEfEȋEHH   H¾                H;E~HUHH¾                HPHxEЋEHH   H¾                H;E~HUHH¾                HPHpE9Mt                EM&        H   A\A]A^A_]UHAWAVAUATSH  HHHH LL    t                       HE8 HHEHE    HHHIA    HE8 HHEHE    HHHIA    HE8 HHEHE    HHHIA    HE8 HHEHE    HHHHHǅ    HE8 HHEHE    HHHHHǅ    HE8 HHEHE    HHHHHǅ    HE8 HHEHE    HHHHHǅ    HE8 HHEHE    HHHHHǅ    HE8 HHxHx    HHHHHǅ    HE8 HHpHp    HHHHHǅ    HE8 HHhHh    HHHHpHǅx    H    HH`H`    HHHH`Hǅh    HE8 HHXHX    HHHHHPHǅX    H   HHDH    Hu
        HPHE8 HHHHH    HHHHH@HǅH    H   HHDH    Hu
        H@    8    0ǅ,    E    HHHHH !ʃt(HHI                      HH!ʃt'HHA   HH¾                HH;H!ʃt'HHA   HH¾                H   H9HrH@    HHXHHX !ʃt(HXI                      HH!ʃt'HXA   HH¾                HH;X!ʃt'HXA   HH¾                H   H9HrHP    H    EHE8D(E   DeD9m]  }u                EHH   H¾                H;E~HUHH¾                UHcH   H                H;}~HEHH                UHcH   H                H;u~HEHH                UHcH                   H;U~HEH                HHHMhHHYHJHUYHP\HЋEHH   H¾                H;E~HUHH¾                UHcH   H                H;}~HEHH                UHcH   H                H;u~HEHH                UHcH                   H;U~HEH                HHHMhHH    \YHJHUYHP\HЋEHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                EHH   H¾                H;E~HUHH¾                HHff/HHff/	ωHJH HPHYff/!  EHH   H¾                H;E~HUHH¾                HPH~    fWf_ȋEHcH                   H;U~HEH                EHH   H¾                H;E~HUHH¾                HJH YHPHYHEh^8EHH   H¾                H;E~HUHH¾                UHcH                   H;U~HEH                HJHU HPX8HE ЋEHcH   Hھ                H;]~HEHHھ                EHcH   H                H;u~HEHH                EHH   H¾                H;x~!HxHH¾                UHcH                   H;p~HpH                HHM($HH    HU0HHH    HHHH脴Y8HS\f(HE(ЋEHH   H¾                H;E~HUHH¾                UHcH                   H;U~HEH                HJHf_HPHЋEHH   H¾                H;E~HUHH¾                HPH~    fWf_ȋEHcH                   H;U~HEH                EHH   H¾                H;E~HUHH¾                HJH YHPHYHEh^8EHH   H¾                H;E~HUHH¾                UHcH                   H;U~HEH                HJHU HPX8HE ЋEHcH   Hھ                H;]~HEHHھ                EHcH   H                H;u~HEHH                EHH   H¾                H;x~!HxHH¾                UHcH                   H;p~HpH                HHM(,HH    HU0HHH    HHHH蛯Y8HS\f(HE(ЋEHH   H¾                H;E~HUHH¾                UHcH                   H;U~HEH                HJHf_HPHD9et                EDeHEx    ^0HE88E   M9}  }u                EHH   H¾                H;h~!HhHH¾                HPHEp,,,HcH   H                H;`~!H`HH                EHcH                   H;U~HEH                EHH   H¾                H;E~HUHH¾                LFHuBHuPHrHYXHU`HPHYXEȋEHcH                   H;x~HxH                EHH   H¾                H;E~HUHH¾                HrHH   f/HpHff/!Ѕ  EHH   H¾                H;X~!HXHH¾                UHcH                   H;x~HxH                H   HrH\HPYEHPЋEHH   H¾                H;H~!HHHH¾                UHcH                   H;U~HEH                uHcH   H                H;X~!HXHH                fLFHPBY0_HrH]HPH@ЋEHH   H¾                H;E~HUHH¾                UHcH   H                H;u~HEHH                UHcH                   H;H~HHH                LFHBHrH@HP\HЋEHH   H¾                H;E~HUHH¾                UHcH   H                H;u~HEHH                UHcH                   H;H~HHH                LFHBHrH@HPXHЋ,HcH   H                H;`~!H`HH                EHcH                   H;U~HEH                EHH   H¾                H;E~HUHH¾                LFHuBHuPHrHYXHU`HPHYXEȋEHH   H¾                H;x~!HxHH¾                UHcH   H                H;X~!HXHH                UHcH                   H;H~HHH                L   A LFHPBHuxHrH@Y\^MHP\HЋEHcH                   H;x~HxH                EHH   H¾                H;E~HUHH¾                HrHH   
f/HpHff/!Ѕ  EHH   H¾                H;X~!HXHH¾                UHcH                   H;x~HxH                HrHH   
\HPYEHPЋEHH   H¾                H;H~!HHHH¾                UHcH                   H;U~HEH                uHcH   H                H;X~!HXHH                fLFHPBY0_HrH]HPH@ЋEHH   H¾                H;E~HUHH¾                UHcH   H                H;u~HEHH                UHcH                   H;H~HHH                LFHBHrH@HP\HЋEHH   H¾                H;E~HUHH¾                UHcH   H                H;u~HEHH                UHcH                   H;H~HHH                LFHBHrH@HPXHЋ,HcH   H                H;`~!H`HH                EHcH                   H;U~HEH                EHH   H¾                H;E~HUHH¾                LFHuBHuPHrHYXHU`HPHYXEȋEHH   H¾                H;x~!HxHH¾                UHcH   H                H;X~!HXHH                UHcH                   H;H~HHH                L   ALFHPBHuxHrH@Y\^EHPXH9Mt                EMH@H    HPH            HĘ  [A\A]A^A_]UHAWAVAUATSH  HHHHLL    t                       H    HHEHE    HHHIA    H    HHEHE    HHIIK$    HHHIA    MIH    HHEHE    HHHHHǅ    H    HHEHE    HHHHHǅ    H    HHEHE    HHHHpHǅx    H    HHEHE    HHHH`Hǅh    H    HHEHE    HHHHPHǅX    H    HHEHE    HHHH@HǅH    H    HHEHE    HHHH0Hǅ8    H    HHxHx    HHHH Hǅ(    H    HHpHp    HHHHHǅ    H    HHhHh    HHHH Hǅ    H    HH`H`    HHHIH    HHHHHǅ    IIH    HHXHX    HHHHHǅ    H    HHPHP    HHHHHǅ    H    HHHHH    HHHHHǅ    H    HH@H@    HHHHHǅ    H    HH8H8    HHHHHǅ    H    HH0H0    HHHHHǅ    H    HH(H(    HHHHHǅ    H    HH H     HHHHpHǅx    H    HHH    HHHH`Hǅh    H    HHH    HHHHPHǅX    H    HHH    HHHH@HǅH    H    HH H     HHHH0Hǅ8    H    HHH    HHHH Hǅ(    H    HHH    HHHHHǅ    H    HHH    HHHHH Hǅ    H   HHDH    Hu
        HH    HHH    HHHHHHǅ    H   HHDH    Hu
        HHHH !ʃt(HI                      HH!ʃt'HA   HH¾                HH;!ʃt'HA   HH¾                H   H9HrH    HE    HHH !ʃt(HI                      HH!ʃt'HA   HH¾                HH;!ʃt'HA   HH¾                H   H9HrH    HH   0E   M9u  }u                EHH   H¾                H;~!HHH¾                UHcH                   H;U~HEH                HzHPHE(HЋEHH   H¾                H;~!HHH¾                UHcH                   H;U~HEH                K<$LHHU0HPXH9Mt                EM?LHHHUHHu@HE8                                 u uPMIH3HH   0E   M9u  }u                EHH   H¾                H;~!HHH¾                UHcH                   H;U~HEH                HzHPHE(HЋEHH   H¾                H;~!HHH¾                UHcH                   H;`~H`H                H<LHHUXHPXH9Mt                EM9LHHHUpHuhHE`                                 u uxMIHHH   8E   M9}  }u                EHH   H¾                H;~!HHH¾                UHcH   H                H;(~!H(HH                UHcH                   H; ~H H                LFH   B    \f(HrH   HPYHЋEHH   H¾                H;~!HHH¾                UHcH   H                H;u~HEHH                UHcH                   H;`~H`H                O&IHu0BIt HHUXXHPXH9Mt                EM\HHH   H   H                                    u    uLMIHH쀐HH    HH            He[A\A]A^A_]UHAWAVAUATSH  HHHH LL    t                       HEX HHEHE    HHHIA    HEX HHEHE    HHHIA    HEX HHEHE    HHHIA    HEX HHEHE    HHHHHǅ    HEX HHEHE    HHHHHǅ    HEX HHEHE    HHHHHǅ    HEX HHEHE    HHHHHǅ    HEX HHEHE    HHHHHǅ    HEX HHxHx    HHHHHǅ    HEX HHpHp    HHHHHǅ    HEX HHhHh    HHHHHpHǅx    H   HHDH    Hu
        H`HEX HHXHX    HHHHH`Hǅh    H   HHDH    Hu
        HPHEX HHHHH    HHHHHPHǅX    H   HHDH    Hu
        H@    8    0    (E    HHHHH !ʃt(HHI                      HH!ʃt'HHA   HH¾                HH;H!ʃt'HHA   HH¾                H   H9HrH@    H    EHXHHX !ʃt(HXI                      HH!ʃt'HXA   HH¾                HH;X!ʃt'HXA   HH¾                H   H9HrHP    HHhHHh !ʃt(HhI                      HH!ʃt'HhA   HH¾                HH;h!ʃt'HhA   HH¾                H   H9HrH`    HHEXD0E   DmD9uj  }u                EHH   H¾                H;E~HUHH¾                HPH HE`f/R  EHcH   Hھ                H;H~!HHHHھ                EHH   H¾                H;E~HUHH¾                ULcM   L                L;e~HEHL                HPH     Y~    fW        \f(f(IT$H HS^f(H@hEHH   H¾                H;H~!HHHH¾                HPH@    D9mt                EDmHEh    ^(HEXDE   MD9U6  }u                EHH   H¾                H;X~!HXHH¾                UHcH   H                H;u~HEHH                UHcH                   H;U~HEH                H~H HrHYHU(
HP^HPЋEHH   H¾                H;E~HUHH¾                UHcH                   H;U~HEH                Hu(Huhf(_HrHHUh^f(    \HPYHЋEHH   H¾                H;E~HUHH¾                UHcH   H                H;}~HEHH                UHcH   H                H;u~HEHH                UHcH                   H;H~HHH                LGHBH}hH~HYHrH@YHPXHЋEHH   H¾                H;E~HUHH¾                ULcM   L¾                L;E~HEHL¾                UHcH   H                H;H~!HHHH                UHcH   H                H;u~HEHH                UHcH                   H;U~HEH                MHLCLGH@BYH~HHrHU\YHUpHPYHЋEHH   H¾                H;E~HUHH¾                UHcH   H                H;}~HEHH                UHcH   H                H;u~HEHH                UHcH                   H;H~HHH                LGHBH~H HrH@Y    \HPYHЋEHH   H¾                H;E~HUHH¾                HPH8EHH   H¾                H;E~HUHH¾                UHcH                   H;U~HEH                HrHHU8
]HPHЋEHH   H¾                H;E~HUHH¾                HPHHEH f/v^EHH   H¾                H;E~HUHH¾                HPHfЋEHH   H¾                H;X~!HXHH¾                UHcH   H                H;X~!HXHH                UHcH   H                H;u~HEHH                UHcH                   H;U~HEH                LGHPBH~H HrH8\YY(HPXHPЋEHH   H¾                H;h~!HhHH¾                UHcH   H                H;u~HEHH                UHcH                   H;U~HEH                H~H HrHYHU0
HP^H`ЋEHH   H¾                H;E~HUHH¾                UHcH                   H;U~HEH                HrHHUhHU0^f(    \HPYHЋEHH   H¾                H;E~HUHH¾                UHcH   H                H;}~HEHH                UHcH   H                H;u~HEHH                UHcH                   H;H~HHH                LGHBH}hH~HuYHrH@YHPXHЋEHH   H¾                H;E~HUHH¾                ULcM   Lʾ                L;M~HEHLʾ                ULcM   L¾                L;E~HEHL¾                UHcH   H                H;H~!HHHH                UHcH   H                H;u~HEHH                UHcH                   H;x~HxH                MYLCMHLECLGH@BYH~HHrHU \YHUxYHPXHЋEHH   H¾                H;E~HUHH¾                UHcH   H                H;}~HEHH                UHcH   H                H;u~HEHH                UHcH                   H;H~HHH                LGH}BH~H HrH@Y    \HPYHEЋEHH   H¾                H;E~HUHH¾                HPH8EHH   H¾                H;E~HUHH¾                UHcH                   H;U~HEH                HrHHU@
]HPHЋEHH   H¾                H;E~HUHH¾                HPHHEP f/v^EHH   H¾                H;E~HUHH¾                HPHfЋEHH   H¾                H;h~!HhHH¾                UHcH   H                H;h~!HhHH                UHcH   H                H;u~HEHH                UHcH                   H;U~HEH                LGH`BH~H HrH8\YY(HPXH`9Mt                EMHEp HEx\0HEX8E   M9}@  }u                fEȋEHH   H¾                H;E~HUHH¾                HPHH    f/v_EHH   H¾                H;E~HUHH¾                HPHEȋEHH   H¾                H;E~HUHH¾                UHcH   H                H;u~HEHH                UHcH                   H;U~HEH                LFHBH   HrH\Y0H   \YEY(HPXHЋEHH   H¾                H;E~HUHH¾                UHcH                   H;U~HEH                HrHHP\EHЋEHH   H¾                H;E~HUHH¾                UHcH                   H;U~HEH                HrHHPXEHfEȋEHH   H¾                H;E~HUHH¾                HPHH   f/v_EHH   H¾                H;E~HUHH¾                HPHEȋEHH   H¾                H;E~HUHH¾                UHcH   H                H;u~HEHH                UHcH                   H;U~HEH                LFHBHrHH   \f(Y0H   XYEY(HPXHЋEHH   H¾                H;E~HUHH¾                UHcH                   H;U~HEH                HrHHP\EHЋEHH   H¾                H;E~HUHH¾                UHcH                   H;U~HEH                HrHHPXEH9Mt                EMHHPHHu`uX      IIHMHuHH LH`HM HUHu HEu`uX      MIH誜H H@H    HPH    H`H            He[A\A]A^A_]UHAWAVAUATSH  HHHHLL    t                       H HHEHE    HHHIA    H HHEHE    HHHIA    H HHEHE    HHHIA    H HHEHE    HHHHHǅ    H HHEHE    HHHHHǅ    H HHEHE    HHHHHǅ    H HHEHE    HHHHHǅ    H   HHEHE    HHHHHǅ    H HHxHx    HHHHpHǅx    H HHpHp    HHHH`Hǅh    H HHhHh    HHHHPHǅX    H HH`H`    HHHH@HǅH    H HHXHX    HHIIK6    HHHH0Hǅ8    LHHH HHPHP    HHHH Hǅ(    H HHHHH    HHHHHǅ    H HH@H@    HHHH Hǅ    H HH8H8    HHHHHǅ    H HH0H0    HHIIKD-     HHHHHǅ    MIH HH(H(    HHHHHǅ    H HH H     HHHHHǅ    H HHH    HHHHHǅ    H HHH    HHHHHǅ    H HHH    HHHHHǅ    H HH H     HHHHHǅ    H HHH    HHHHpHǅx    H HHH    HHHH`Hǅh    H HHH    HHHHPHǅX    H HHH    HHHH@HǅH    H HHH    HHHH0Hǅ8    H HHH    HHHH Hǅ(    H HHH    HHHHHǅ    H HHH    HHHH Hǅ    H HHH    HHHHHǅ    H HHH    HHHHHǅ    H HHH    HHHHHǅ    H HHH    HHHHHǅ    H HHH    HHHHHǅ    H HHH    HHIHHHǅ    H       HHDH    Hu
        HH HHH    HHIHHHǅ    H       HHDH    Hu
        HxH HHpHp    HHIHHHǅ    H       HHDH    Hu
        HhH HH`H`    HHIHHpHǅx    H       HHDH    Hu
        HXH HHPHP    HHIHH`Hǅh    H       HHDH    Hu
        HHH HH@H@    HHHHHPHǅX    H   HHDH    Hu
        H8H HH0H0    HHHHH@HǅH    H   HHDH    Hu
        H(H HH H     HHHHH0Hǅ8    H   HHDH    Hu
        HH HHH    HHHHH Hǅ(    H   HHDH    Hu
        HHHH !ʃt(HI                      HH!ʃt'HA   HH¾                HH;!ʃt'HA   HH¾                H   H9HrH    HH HH  !ʃt(H I                      HH!ʃt'H A   HH¾                HH; !ʃt'H A   HH¾                H   H9HrH    HH0HH0 !ʃt(H0I                      HH!ʃt'H0A   HH¾                HH;0!ʃt'H0A   HH¾                H   H9HrH(    HH@HH@ !ʃt(H@I                      HH!ʃt'H@A   HH¾                HH;@!ʃt'H@A   HH¾                H   H9HrH8    HHPHHP !ʃt(HPI                      HH!ʃt'HPA   HH¾                HH;P!ʃt'HPA   HH¾                H   H9HrHH    H    EH`HH` !ʃt(H`I                      HH!ʃt'H`A   HH¾                HH;`!ʃt'H`A   HH¾                H   H9HrHX    HHpHHp !ʃt(HpI                      HH!ʃt'HpA   HH¾                HH;p!ʃt'HpA   HH¾                H   H9HrHh    HHHH !ʃt(HI                      HH!ʃt'HA   HH¾                HH;!ʃt'HA   HH¾                H   H9HrHx    HHHH !ʃt(HI                      HH!ʃt'HA   HH¾                HH;!ʃt'HA   HH¾                H   H9HrH    HE    E    H     ^f(    YH        ^YH    H     ^f(    YH        ^YH    HD E   ]D9e5  }u                EHH   H¾                H;E~HUHH¾                UHcH                   H;U~HEH                HJHPH  HEpЋEHH   H¾                H;E~HUHH¾                HPH  Hf/5  EHH   H¾                H;E~HUHH¾                UHcH                   H;U~HEH                MHcH   H                H;u~HEHH                HNH4    H  HHH    H  HHH    H  HHHHrfH~HEH EEHH   H¾                H;E~HUHH¾                EH
_HPHExЋEHH   H¾                H;P~!HPHH¾                HPHHfЋEHH   H¾                H;@~!H@HH¾                UHcH                   H;U~HEH                HJH   H
_HPH89]t                E]H    H=Z  ~#H    HZ                  H    H=Y  #H    HZ                  H    H    HZ  Hi  H    f    PH    H    HZ  Hi  HHH        H        HHp@ H    H=Z  ~#H    HZ                  H    H=Y  #H    HZ                  H    H    HZ  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(    fP0H    H    HZ  Hi  HHHH2  H        H0HHHrHPHH)HHHH    H=Z  ~#H    HZ                  H    H=Y  #H    HZ                  H    H    HZ  Hi  H0  HH        fP    PH    H    HZ  Hi  H0  HHHf   @ E    H  E   D]9]u  }u                EHH   H¾                H;E~HUHH¾                HPH  HH  EH    H=Z  ~#H    HZ                  H    H=Y  #H    HZ                  H   LcH    H    HZ  Hi  HH  H I9}AH    H    HZ  Hi  HH  H HL¾                H    H    HZ  Hi  HH  H I9~AH    H    HZ  Hi  HH  H HL¾                H    H    HZ  Hi  HH  H H~CH    H    HZ  Hi  HH  H H                   H    H    HZ  Hi  HH  H HCH    H    HZ  Hi  HH  H H                   EHcH    H    HZ  Hi  HH  H H9}AH    H    HZ  Hi  HH  H HH                H    H    HZ  Hi  HH  H H9~AH    H    HZ  Hi  HH  H HH                H    H=Z  ~#H    HZ                  H    H=Y  #H    HZ                  H   LcH    H    HZ  Hi  HH  H I9}AH    H    HZ  Hi  HH  H HLҾ                H    H    HZ  Hi  HH  H I9~AH    H    HZ  Hi  HH  H HLҾ                H    H    HZ  Hi  HH  H H~CH    H    HZ  Hi  HH  H H                   H    H    HZ  Hi  HH  H HCH    H    HZ  Hi  HH  H H                   ELcH    H    HZ  Hi  HH  H I9}AH    H    HZ  Hi  HH  H HLʾ                H    H    HZ  Hi  HH  H I9~AH    H    HZ  Hi  HH  H HLʾ                EHcH   H                H;u~HEHH                H    H    HZ  Hi  HH`  L H    H    HZ  Hi  HHh  HH    H    HZ  Hi  HH  H IHH    H    HZ  Hi  HH  H HH    H    HZ  Hi  HH  H IHH    H    HZ  Hi  HH  H HL ZHVHExf(    YXH    H    HZ  Hi  HH`  H H    H    HZ  Hi  HHh  H
H5    H    HZ  Hi  HH¸  HIH4H    H    HZ  Hi  HH   HHH    H    HZ  Hi  HH  HHHH    H    HZ  Hi  HH  HHHZ (  H    H=Z  ~#H    HZ                  H    H=Y  #H    HZ                  H   HcH    H    HZ  Hi  HH  H H9}>H    H    HZ  Hi  HH  H H                H    H    HZ  Hi  HH  H H9~>H    H    HZ  Hi  HH  H H                H    H    HZ  Hi  HH  H H~CH    H    HZ  Hi  HH  H H                   H    H    HZ  Hi  HH  H HCH    H    HZ  Hi  HH  H H                   EHH5    H    HZ  Hi  HH  H	H9}CH    H    HZ  Hi  HH  HHH¾                H5    H    HZ  Hi  HH  H	H9~CH    H    HZ  Hi  HH  HHH¾                    H5    H    HZ  Hi  HH`  H	H=    H5    HZ  Hi  HHh  H6L    H=    HZ  Hi  LHǸ  H?HH<H5    H    HZ  Hi  HH   HHH5    H    HZ  Hi  HH  HHH4H    H    HZ  Hi  HH  H HHZ D9]t                ED]zL8HHHMxHUpHuxHEpuuMIHZqH H    H=[  ~#H    H[                  H    H=Z  #H    H[                  H    H    H[  Hi  H    f    PH    H    H[  Hi  HHH        H        HHp@ H    H=[  ~#H    H[                  H    H=Z  #H    H[                  H    H    H[  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(    fP0    P2H    H    H[  Hi  HHHH3  H        H0HHHrHPHH)HHHH    H=[  ~#H    H[                  H    H=Z  #H    H[                  H    H    H[  Hi  H0  HH        fP    PH    H    H[  Hi  H0  HHHf   @ E    H  E   D]9]u  }u                EHH   H¾                H;E~HUHH¾                HPH  HH  EH    H=[  ~#H    H[                  H    H=Z  #H    H[                  H   LcH    H    H[  Hi  HH  H I9}AH    H    H[  Hi  HH  H HL¾                H    H    H[  Hi  HH  H I9~AH    H    H[  Hi  HH  H HL¾                H    H    H[  Hi  HH  H H~CH    H    H[  Hi  HH  H H                   H    H    H[  Hi  HH  H HCH    H    H[  Hi  HH  H H                   EHcH    H    H[  Hi  HH  H H9}AH    H    H[  Hi  HH  H HH                H    H    H[  Hi  HH  H H9~AH    H    H[  Hi  HH  H HH                H    H=[  ~#H    H[                  H    H=Z  #H    H[                  H   LcH    H    H[  Hi  HH  H I9}AH    H    H[  Hi  HH  H HLҾ                H    H    H[  Hi  HH  H I9~AH    H    H[  Hi  HH  H HLҾ                H    H    H[  Hi  HH  H H~CH    H    H[  Hi  HH  H H                   H    H    H[  Hi  HH  H HCH    H    H[  Hi  HH  H H                   ELcH    H    H[  Hi  HH  H I9}AH    H    H[  Hi  HH  H HLʾ                H    H    H[  Hi  HH  H I9~AH    H    H[  Hi  HH  H HLʾ                EHcH   H                H;u~HEHH                H    H    H[  Hi  HH`  L H    H    H[  Hi  HHh  HH    H    H[  Hi  HH  H IHH    H    H[  Hi  HH  H HH    H    H[  Hi  HH  H IHH    H    H[  Hi  HH  H HL ZHVHExf(    YXH    H    H[  Hi  HH`  H H    H    H[  Hi  HHh  H
H5    H    H[  Hi  HH¸  HIH4H    H    H[  Hi  HH   HHH    H    H[  Hi  HH  HHHH    H    H[  Hi  HH  HHHZ (  H    H=[  ~#H    H[                  H    H=Z  #H    H[                  H   HcH    H    H[  Hi  HH  H H9}>H    H    H[  Hi  HH  H H                H    H    H[  Hi  HH  H H9~>H    H    H[  Hi  HH  H H                H    H    H[  Hi  HH  H H~CH    H    H[  Hi  HH  H H                   H    H    H[  Hi  HH  H HCH    H    H[  Hi  HH  H H                   EHH5    H    H[  Hi  HH  H	H9}CH    H    H[  Hi  HH  HHH¾                H5    H    H[  Hi  HH  H	H9~CH    H    H[  Hi  HH  HHH¾                    H5    H    H[  Hi  HH`  H	H=    H5    H[  Hi  HHh  H6L    H=    H[  Hi  LHǸ  H?HH<H5    H    H[  Hi  HH   HHH5    H    H[  Hi  HH  HHH4H    H    H[  Hi  HH  H HHZ D9]t                ED]zH0E   M9u  }u                EHH   H¾                H;p~!HpHH¾                UHcH                   H;h~HhH                HzHPH  H   ЋEHH   H¾                H;`~!H`HH¾                UHcH                   H;U~HEH                HzH  H
]HPHE`ЋEHH   H¾                H;P~!HPHH¾                HPHHfЋEHH   H¾                H;@~!H@HH¾                UHcH                   H;U~HEH                HzH   H
]HPH89Mt                EM	L8HHHM`H   Hu`H   uuMIHa]H H0E   M9u  }u                EHH   H¾                H;~!HHH¾                UHcH                   H;X~HXH                K<6HHH   HPXHЋEHH   H¾                H;~!HHH¾                UHcH                   H;U~HEH                HzHPHEpHЋEHH   H¾                H;p~!HpHH¾                UHcH                   H;U~HEH                HzHPHExHhЋEHH   H¾                H;~!HHH¾                UHcH                   H;p~HpH                HzHPH   HxЋEHH   H¾                H;`~!H`HH¾                UHcH                   H;`~H`H                HzHPHE`HX9Mt                EMLH}hHH   H   H   Huu                  XxhMIHkHĐ   H0E   M9u  }u                EHH   H¾                H;~!HHH¾                UHcH                   H;0~H0H                K|- LHH   HPXH9Mt                EMLH   HH  H   H   Huu      (         XxhMIH蛓HĐ   H8E   M9}  }u                EHH   H¾                H;P~!HPHH¾                UHcH   H                H;~!HHH                UHcH                   H;~HH                LFH0  BHrHHPYHHЋEHH   H¾                H;@~!H@HH¾                UHcH   H                H;~!HHH                UHcH                   H;U~HEH                LFH0  B    \f(HrHUpHPYH8ЋEHH   H¾                H;0~!H0HH¾                HPH(fЋEHH   H¾                H; ~!H HH¾                UHcH                   H; ~H H                HrH8  H
_HPH9Mt                EM6LExH8HhHHHuPH   (MIHRH H8E   M9}  }u                EHH   H¾                H;P~!HPHH¾                UHcH   H                H;~!HHH                UHcH                   H;~HH                LFH0  BHrHxHPYHHЋEHH   H¾                H;@~!H@HH¾                UHcH   H                H;~!HHH                UHcH                   H;p~HpH                LFH0  B    \f(HrH   HPYH8ЋEHH   H¾                H;0~!H0HH¾                HPH(fЋEHH   H¾                H; ~!H HH¾                UHcH                   H; ~H H                HrH8  H
]HPH9Mt                EM-LE`H8HXHHHu0HEX(MIHNH H8E   M9}W  }u                EHH   H¾                H;~!HHH¾                UHcH   H                H;X~!HXHH                UHcH                   H;0~H0H                HN3IH   BK4/HH   XHPXHЋEHH   H¾                H;~!HHH¾                UHcH                   H;~HH                HrHPH   HЋEHH   H¾                H;p~!HpHH¾                UHcH                   H;~HH                HrHPHEPHhЋEHH   H¾                H;~!HHH¾                UHcH                   H;~HH                HrHPHEXHxЋEHH   H¾                H;`~!H`HH¾                UHcH                   H;~HH                HrHPHE0HX9Mt                EMLH}8HHP  HH  H@  Huu      p  h  `  X  XxhMIH!HĐ   H8E   M9}  }u                EHH   H¾                H;P~!HPHH¾                UHcH   H                H;~!HHH                UHcH                   H;~HH                LFHx  BHrHHPYHHЋEHH   H¾                H;@~!H@HH¾                UHcH   H                H;~!HHH                UHcH                   H;~HH                LFHx  B    \f(HrH   HPYH89Mt                EM[LEPH8HhHHHuHHE@uuMIHrFH H8E   M9}  }u                EHH   H¾                H;P~!HPHH¾                UHcH   H                H;~!HHH                UHcH                   H;~HH                LFHx  BHrHxHPYHHЋEHH   H¾                H;@~!H@HH¾                UHcH   H                H;~!HHH                UHcH                   H;~HH                LFHx  B    \f(HrHUXHPYH89Mt                EM^LE0H8HXHHHu(HE uuMIHwCH HH    HH    H(H    H8H    HHH    HXH    HhH    HxH    HH            He[A\A]A^A_]UHAWAVAUATH  HHH@H8H0L(L     t                       HH HHEHEк    HHHIA    HH HHEHEȺ    HHHIA    HH HHEHE    HHHIA    HH HHEHE    HHHHHǅ    HH HHEHE    HHHH Hǅ    HH HHEHE    HHHHHǅ    HH HHEHE    HHHHHǅ    HH HHEHE    HHHHHǅ    HH HHEHE    HHHHHǅ    HH HHEHE    HHHHHǅ    HH HHEHE    HHHHHǅ    HH HHxHx    HHHHHǅ    HH HHpHp    HHHHHǅ    HH HHhHh    HHHHpHǅx    HH HH`H`    HHHH`Hǅh        X    PE    HHE   U9M  }u                EHH   H¾                H;E~HUHH¾                Hu     _HpHE^PEHH   H¾                H;E~HUHH¾                Hu0    _HpHE(^PXXEHH   H¾                H;E~HUHH¾                    ]XHpH@EHH   H¾                H;E~HUHH¾                XH   _HpP^H8EHH   H¾                H;E~HUHH¾                HpH@ff.6  ff.(  EHH   H¾                H;E~HUHH¾                HpH8    EHH   H¾                H;E~HUHH¾                HpHE8H    f/v^EHH   H¾                H;E~HUHH¾                HpH8f9Ut                EU.HHE   U9M  }u                EHH   H¾                H;E~HUHH¾                HuH    _HpHE@^PEHH   H¾                H;E~HUHH¾                HuX    _HpHEP^PXXEHH   H¾                H;E~HUHH¾                    ]XHpH0EHH   H¾                H;E~HUHH¾                XH   _HpP^H(EHH   H¾                H;E~HUHH¾                HpH0ff.6  ff.(  EHH   H¾                H;E~HUHH¾                HpH(    EHH   H¾                H;E~HUHH¾                HpHE`H    f/v^EHH   H¾                H;E~HUHH¾                HpH(f9Ut                EU.HHE   U9M  }u                EHH   H¾                H;E~HUHH¾                Hup    _HpHEh^PEHH   H¾                H;x~!HxHH¾                H       _HpHEx^PXXEHH   H¾                H;p~!HpHH¾                    ]XHpH EHH   H¾                H;h~!HhHH¾                XH   _HpP^HEEHH   H¾                H;p~!HpHH¾                HpH ff.E  ff.7  EHH   H¾                H;h~!HhHH¾                HpHE    EHH   H¾                H;`~!H`HH¾                HpH   H    f/vaEHH   H¾                H;h~!HhHH¾                HpHEf9Ut                EU        HĀ  A\A]A^A_]UHAWAVAUATHPH}HuHUHMLELM    t                       HE HHEHEк    HHHIA    HE HHEHEȺ    HHHIA    HE HHEHE    HHHIA    E    HE    HEHH} !ʃt%HEI                      HH!ʃt$HUA   HH¾                HH;E!ʃt$HUA   HH¾                H   H9HrHM    H^  HED E   MD9E9  }u                EHcH                   H;U~HEH                EHH   H¾                H;E~HUHH¾                HrHUHPHE\f(HE f/w  EHH   H¾                H;E~HUHH¾                UHcH   H                H;}~HEHH                UHcH   H                H;u~HEHH                UHcH                   H;U~HEH                LMALOH}B\f(H~HuHrHU\HP^f(HEЋEHH   H¾                H;E~HUHH¾                UHcH                   H;U~HEH                    HrHU]f_HPHE9Mt                EM        HPA\A]A^A_]UHAWAVAUATH   H}HuHxHpLhL`    t                       HE HHEHEȺ    HHHHPHǅX    HE HHEHE    HHHH@HǅH    HE HHEHE    HHHIA    HE HHEHE    HHHIA    HE HHEHE    HHHIA        E    EE        EH`    HEHH} !ʃt%HEI                      HH!ʃt$HUA   HH¾                HH;E!ʃt$HUA   HH¾                H   H9HrHM    HY  HE0E   M9u6  }u                EHcH                   H;U~HEH                EHH   H¾                H;E~HUHH¾                HzHxHPHEHE\YEE~    fTHE(_E    EHE(Ef/   EHH   H¾                H;E~HUHH¾                    HU HPHhY^E]    \EHE( ~    fWf/E   EHH   H¾                H;E~HUHH¾                    HU HPHpY^E]    \EЋEHH   H¾                H;E~HUHH¾                UHcH                   H;U~HEH                HzHUXEf(HP    YHE9Mt                EM        HĠ   A\A]A^A_]UHAWAVAUATSH8  H8H0H(H LL    t                       H    HHEHE    HHHIH    HHEHHE    HHHIA    IIH    HHEHE    HHHIHH    HHEHHE    HHHIA    HHH    HHEHE    HHHIHH    HHEHHE    HHHH Hǅ    HHH    HHEHE    HHHIHhH    HHEHHE    HHHHHǅ    HH`H    HHxHx    HHHHHǅ    H    HHpHp    HHHIHXH    HHhHHh    HHHHHǅ    HHPH    HH`H`    HHIIH    HHXLHX    HHHHHǅ    LHHHH    HHPHP    HHHIH H    HHHHHH    HHHHHǅ    HHH    HH@H@    HHHIH@H    HH8HH8    HHHHHǅ    HH8H    HH0H0    HHHIH0H    HH(HH(    HHHHpHǅx    HH(H    HH H     HHHIHH    HHHH    HHIHHHǅ    H       HHDH    Hu
        HHHHH    HHH    HHHIHH    HH HH     HHIHH Hǅ    H       HHDH    Hu
        HHHHpH    HHH    HHIHHHǅ    H       HHDH    Hu
        HH    HHH    HHIHHHǅ    H       HHDH    Hu
        HH    HHH    HHIHHHǅ    H       HHDH    Hu
        HH    HHH    HHHIH H    HHHH    HHIHHHǅ    H       HHDH    Hu
        HH HHH    HHH    HHHIHH    HHHH    HHIHHHǅ    H       HHDH    Hu
        HHHH                x    p    h    `    X    P    HLHMH !Ѓt(HI                      MM!Ѓt'HA   HLʾ                ML;!Ѓt'HA   HLʾ                MHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9DHHHL   L9JH    HHLHMH !Ѓt(HI                      MM!Ѓt'HA   HLʾ                ML;!Ѓt'HA   HLʾ                MHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9DH HHL   L9JH    HH    @HHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HE    E    LH MH !Ѓt(HI                      MM!Ѓt'HA   HLʾ                ML;!Ѓt'HA   HLʾ                MHH  !Ѓt(H I                      HH!Ѓt'H A   HH                HH; !Ѓt'H A   HH                H   H9>HHHpL   L9JH    HHL HMH  !Ѓt(H I                      MM!Ѓt'H A   HLʾ                ML; !Ѓt'H A   HLʾ                MHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9>HHHL   L9JH    HHE    HHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HLMH}MH} !Ѓt%HEI                      MM!Ѓt$HEA   HLʾ                ML;M!Ѓt$HEA   HLʾ                MHH} !Ѓt%HEI                      HH!Ѓt$HEA   HH                HH;}!Ѓt$HEA   HH                H   H92HHM   L9JHEhfHHLMH}MH} !Ѓt%HEI                      MM!Ѓt$HEA   HLʾ                ML;M!Ѓt$HEA   HLʾ                MHH} !Ѓt%HEI                      HH!Ѓt$HEA   HH                HH;}!Ѓt$HEA   HH                H   H9=HHHL   L9JHEpfHHLMH}MH} !Ѓt%HEI                      MM!Ѓt$HEA   HLʾ                ML;M!Ѓt$HEA   HLʾ                MHH} !Ѓt%HEI                      HH!Ѓt$HEA   HH                HH;}!Ѓt$HEA   HH                H   H9=HHHL   L9JHExfHHH   D(E   D]D9m
  }u                H   D E   DUD9e	  }u                ELcM   Lʾ                L;M~HEHLʾ                EHcH                   H;U~HEH                ELcM   L¾                L;x~!HxHL¾                EHcH   H                H;h~!HhHH                EHcH   H                H;p~!HpHH                LHhH`HHE(IPH(YHHXHPHHE0    Y    XYEăLcM   L¾                L;E~HEHL¾                EHcH                   H;U~HEH                EăHcH   H                H;h~!HhHH                EHcH   H                H;p~!HpHH                LHhH`HHE(HHXHPHHE0    Y    XYxEHcH   H                H;X~!HXHH                EHcH                   H;`~H`H                HIHHHHEEăHcH   H                H;X~!HXHH                EHcH                   H;`~H`H                HIHHHHEELcM   L¾                L;E~HEHL¾                EHcH   H                H;}~HEHH                f(\f_ȋEHcH   H                H;H~!HHHH                EHcH                   H;P~HPH                HH HHHE f(YH    Y\xYXxf(    YYLHLH^HEhЋELcM   L¾                L;E~HEHL¾                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                HHLHHEh    ]    _LHLHHEhH}  HEH                   EHcH   H                H;u~HEHH                H} HEH                   EHcH                   H;U~HEH                HLHIHHEhHEhD9Ut                EDUVD9]t                ED]H   DE   DED9U  }u                H   DE   }D9M  }u                EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                HHLHHEhff/  EHcH   H                H;~!HHH                EHcH                   H;~HH                HHHNPHEHcH   H                H;~!HHH                EHcH                   H;~HH                HHHcH                   H; ~H H                HHHHHẺ  EHcH   H                H;~!HHH                EHcH                   H;~HH                HHHNPHEHcH   H                H; ~!H HH                EHcH                   H;~HH                HHHcH                   H;~HH                HHHpHHẺ9}t                E}SD9Et                EDEH    hE   Dmċh9E
  }u                EHcH                   H;~HH                HHb	  EHcH                   H;~HH                HHD<E   DeD9}  }u                EHcH   H                H;~!HHH                EHcH                   H; ~H H                HHHHHE̋ELcM   L¾                L;8~!H8HL¾                EHcH                   H;@~H@H                EHcH   H                H;(~!H(HH                EHcH   H                H;0~!H0HH                LH@H8HHE@HH0H(HHE8\f(    _XELcM   L¾                L;8~!H8HL¾                EHcH                   H;@~H@H                EHcH   H                H;(~!H(HH                EHcH   H                H;0~!H0HH                LH@H8HHE@HH0H(HHE8\f(    _PEHcH   H                H;u~HEHH                EHcH                   H;U~HEH                HHLHHEh~    fWQ@H    ^XY`X    Y    Y`@YhH    ^PY`P    Y    Y`@Y`ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                HHLHHEh    Yh    Y    X^f(LHHH    \HЋELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                HHLHHEh    Y`    Y    X^f(LH HH    \HD9et                EDeD9mt                EDmH   DE   DMD9]  }u                EHcH                   H;~HH                HH2  EHcH                   H;~HH                HHDE   MD9U  }u                EHcH   H                H; ~!H HH                EHcH                   H;~HH                HHHpHHE̋EHcH                   H;~HH                HH    Y    XQpELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                HHLHHEh    Yf(^p    Xf(LHHH    ^HЋELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                HHLHHEh    Yf(Yp    Xf(LH HH    ^H9Mt                EM3D9Mt                EDMH   D E   D]D9e  }u                H    Q  H   DE   DMD9U:  }u                EHcH   H                H;}~HEHH                ELcM   L¾                L;E~HEHL¾                EHcH   H                H;~!HHH                EHcH                   H;~HH                HHHHHHHI HHEpЋEHcH   H                H;}~HEHH                ELcM   L¾                L;E~HEHL¾                EHcH   H                H;~!HHH                EHcH                   H;~HH                HH HHHHHI HHExD9Mt                EDM    HH   E   M9]  }u                ELcM   Lʾ                L;M~HEHLʾ                ELcM   LҾ                L;U~HEHLҾ                ELcM   L¾                L;~!HHL¾                EHcH                   H;~HH                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                LHHHHf(YH    \Hf(HHHLLHHEpYLHLIXHEpЋELcM   Lʾ                L;M~HEHLʾ                ELcM   LҾ                L;U~HEHLҾ                ELcM   L¾                L;~!HHL¾                EHcH                   H;~HH                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                LH HHHf(YH    \Hf(HHHLLHHExYLHLIXHEx9Mt                EMD9]t                ED]3HH    HH    HH    HH    HH    HH    HH            H8  [A\A]A^A_]UHAWAVAUATSH8  HHHHLL    t                       HEX HHEHE    HHHIA    HEX HHEHE    HHHIA    HEX HHEHE    HHHIA    HEX HHEHE    HHHHHǅ    HEX HHEHE    HHHHpHǅx    HEX HHEHE    HHHH`Hǅh    HEX HHEHE    HHHHPHǅX    HEX HHEHE    HHHH@HǅH    HEX HHxHx    HHHH0Hǅ8    HEX HHpHp    HHHH Hǅ(    HEX HHhHh    HHHHHǅ    HEX HH`H`    HHHH Hǅ    HEX HHXHX    HHHHHǅ    HEX HHPHP    HHHHHǅ    HEX HHHHH    HHHHHHǅ    H   HHDH    Hu
        H@HEX HH8H8    HHHHHHǅ    H   HHDH    Hu
        H0HEX HH(H(    HHHHHHǅ    H   HHDH    Hu
        H HEX HHH    HHHHHHǅ    H   HHDH    Hu
        H                                 HHH !ʃt(HI                      HH!ʃt'HA   HH¾                HH;!ʃt'HA   HH¾                H   H9HrH    HH(HH( !ʃt(H(I                      HH!ʃt'H(A   HH¾                HH;(!ʃt'H(A   HH¾                H   H9HrH     H    E    E    E    H8HH8 !ʃt(H8I                      HH!ʃt'H8A   HH¾                HH;8!ʃt'H8A   HH¾                H   H9HrH0    HHHHHH !ʃt(HHI                      HH!ʃt'HHA   HH¾                HH;H!ʃt'HHA   HH¾                H   H9HrH@    HE    E    E    HEX8E   M9}  }u                EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                EHH   H¾                H;E~HUHH¾                LFHBHrHYHPH    Y    XYEHcH                   H;U~HEH                EHH   H¾                H;E~HUHH¾                HrHHPH    Y    XY EHH   H¾                H;E~HUHH¾                UHcH   H                H;u~HEHH                UHcH                   H;U~HEH                LFHuBHrH\f(f_ȋUHcH                   H;x~HxH                HrHU0f(YHU`Y\ YX f(    YYHP^HE8ЋEHH   H¾                H;E~HUHH¾                UHcH                   H;U~HEH                HrHU8    ]    _HPHE89Mt                EM)HEXE   U9Mo  }u                EHH   H¾                H;E~HUHH¾                HpHE8ff/rgEEHH   H¾                H;H~!HHHH¾                HxH@ủ4eEEHH   H¾                H;8~!H8HH¾                HxH0ủ49Ut                EU} [  DeE   ]D9e:  }u                EHH   H¾                H;H~!HHHH¾                HPH@E̋EHcH                   H;p~HpH                EHH   H¾                H;h~!HhHH¾                HJHU(HPHE\f(    _EHcH                   H;p~HpH                EHH   H¾                H;`~!H`HH¾                HJHU(HPHE \f(    _EHH   H¾                H;E~HUHH¾                HPHE8~    fWQHEh ^Y    Y    YYHEh ^Y    Y    YYEHH   H¾                H;~!HHH¾                UHcH                   H;U~HEH                HJHU8    Y    Y    X^f(HP    \HЋEHH   H¾                H;(~!H(HH¾                UHcH                   H;U~HEH                HJHU8    Y    Y    X^f(HP    \H 9]t                E]} 	  uE   M9u  }u                EHH   H¾                H;8~!H8HH¾                HPH0E̋EHH   H¾                H;E~HUHH¾                HPHE8    Y    XQEHH   H¾                H;~!HHH¾                UHcH                   H;U~HEH                HzHU8    Yf(^    Xf(HP    ^HЋEHH   H¾                H;(~!H(HH¾                UHcH                   H;U~HEH                HzHU8    Yf(Y    Xf(HP    ^H 9Mt                EMHEP   HEX0E   M9u  }u                EHH   H¾                H;X~!HXHH¾                UHcH                   H;~HH                HzHPHHE@ЋEHH   H¾                H;P~!HPHH¾                UHcH                   H;(~H(H                HzHPH HEH9Mt                EM=    HEX8E   M9}  }u                EHH   H¾                H;X~!HXHH¾                UHcH   H                H;~!HHH                UHcH                   H;X~HXH                LFHBf(Y    \f(HrHU@YHPXHE@ЋEHH   H¾                H;P~!HPHH¾                UHcH   H                H;(~!H(HH                UHcH                   H;P~HPH                LFH Bf(Y    \f(HrHUHYHPXHEH9Mt                EM/HH    H H    H0H    H@H            H8  [A\A]A^A_]UHAWAVAUATSH  H(H HHLL     t                       H   HHEHE    HHHIA    H   HHEHE    HHIHHH    HHHIA    HHH   HHEHE    HHHIA    H   HHEHE    HHHHHǅ    H   HHEHE    HHIHHxH    HHHHHǅ    HHpH   HHEHE    HHHHHǅ    H   HHEHE    HHHHHǅ    H   HHEHE    HHHHHǅ    H   HHxHx    HHHHHǅ    H   HHpHp    HHHHHǅ    H   HHhHh    HHHH`Hǅh    H   HH`H`    HHHHPHǅX    H   HHXHX    HHHH@HǅH    H   HHPHP    HHHH0Hǅ8    H   HHHHH    HHHH Hǅ(    H   HH@H@    HHHHHǅ    H   HH8H8    HHHH Hǅ    H   HH0H0    HHHHHǅ    H   HH(H(    HHHHHǅ    H   HH H     HHHHHǅ    H   HHH    HHHHHǅ    H   HHH    HHHIH H   HHHH    HHHHHǅ    HHH   HH H     HHHHHǅ    H   HHH    HHHHHǅ    H   HHH    HHHHHǅ    H   HHH    HHHIHH   HHHH    HHHHpHǅx    HHH   HHH    HHHIHH   HHHH    HHHH`Hǅh    HHH   HHH    HHIIH   HHLH    HHHHPHǅX    LHHPH   HHH    HHHIH H   HHHH    HHHH@HǅH    HHH   HHH    HHHIH@H   HHHH    HHHH0Hǅ8    HH0H   HHH    HHHH Hǅ(    H   HHH    HHHHHǅ    H   HHH    HHHH Hǅ    H   HHH    HHHIHH   HHxHHx    HHHHHǅ    HHH   HHpHp    HHHHHǅ    H   HHhHh    HHHIHpH    HH`HH`    HHHHHǅ    HH`H   HHXHX    HHHHHǅ    H   HHPHP    HHHHHǅ    H   HHHHH    HHHHHǅ    H   HH@H@    HHHHHǅ    H   HH8H8    HHHHHǅ    H   HH0H0    HHHHpHǅx    H   HH(H(    HHHH`Hǅh    H   HH H     HHHHPHǅX    H   HHH    HHHH@HǅH    H   HHH    HHHH0Hǅ8    H   HHH    HHHH Hǅ(    H   HH H     HHHHHǅ    H   HHH    HHHH Hǅ    H   HHH    HHHHHǅ    H   HHH    HHHHHǅ    H   HHH    HHHHHǅ    H   HHH    HHHHHǅ    H   HHH    HHHHHǅ    H   HHH    HHHIHPH   HHHH    HHHHHǅ    HH@H   HHH    HHHIH0H   HHHH    HHHHHǅ    HH 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Hǅ(    H   HHH    HHHHHǅ    H   HHH    HHHH Hǅ    H   HHH    HHHHHǅ    H   HHH    HHHHHǅ    H   HHH    HHHHHǅ    H   HHH    HHHHHǅ    H   HHH    HHHHHǅ    H   HHH    HHHHHǅ    H   HHH    HHHHHǅ    H   HHH    HHHHHǅ    H   HHH    HHHHpHǅx    H   HHH    HHHH`Hǅh    H   HHH    HHHHPHǅX    H   HHxHx    HHHH@HǅH    H   HHpHp    HHHH0Hǅ8    H   HHhHh    HHHH Hǅ(    H   HH`H`    HHHHHǅ    H   HHXHX    HHHIHH   HHPHHP    HHHH Hǅ    HHH   HHHHH    HHHHHǅ    H   HH@H@    HHHHHǅ    H   HH8H8    HHHHHǅ    H   HH0H0    HHHIHH    HH(HH(    HHHHHǅ    HHH   HH H     HHHHHǅ    H   HHH    HHHHHǅ    H   HHH    HHHHHǅ    H   HHH    HHHHHǅ    H   HH H     HHHHpHǅx    H   HHH    HHHH`Hǅh    H   HHH    HHHHPHǅX    H   HHH    HHHH@HǅH    H   HHH    HHHH0Hǅ8    H   HHH    HHHH Hǅ(    H   HHH    HHHHHǅ    H   HHH    HHHH Hǅ    H   HHH    HHHHHǅ    H   HHH    HHHHHǅ    H   HHH    HHHHHǅ    H   HHH    HHHHHǅ    H   HHH    HHHHHǅ    H   HHH    HHHHHǅ    H   HHH    HHHIHH   HHHH    HHHHHǅ    HHH   HHH    HHHIHH   HHxHHx    HHHHHǅ    HHH   HHpHp    HHHHpHǅx    H   HHhHh    HHHIHpH   HH`HH`    HHHH`Hǅh    HH`H   HHXHX    HHHIHPH   HHPHHP    HHHHPHǅX    HH@H   HHHHH    HHHH@HǅH    H   HH@H@    HHHH0Hǅ8    H   HH8H8    HHHH Hǅ(    H   HH0H0    HHHHHǅ    H   HH(H(    HHHH Hǅ    H   HH H     HHHHHǅ    H   HHH    HHIHHHHк    HHIHHHHк    HHIHHHǅ    H       HHDH    Hu
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        H HHH                             H(HH( !Ѓt(H(I                      HH!Ѓt'H(A   HH                HH;(!Ѓt'H(A   HH                H   H	DHHHL   H9JH     HHH8HH8 !Ѓt(H8I                      HH!Ѓt'H8A   HH                HH;8!Ѓt'H8A   HH                H   H9HQH0    H    HHHHH !Ѓt(HHI                      HH!Ѓt'HHA   HH                HH;H!Ѓt'HHA   HH                H   H9HQH@    H    HXHHX !Ѓt(HXI                      HH!Ѓt'HXA   HH                HH;X!Ѓt'HXA   HH                H   H9HQHP    H    HhHHh !Ѓt(HhI                      HH!Ѓt'HhA   HH                HH;h!Ѓt'HhA   HH                H   H9HQH`    H    HxHHx !Ѓt(HxI                      HH!Ѓt'HxA   HH                HH;x!Ѓt'HxA   HH                H   H9HQHp    H    HHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH     H        HHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H	DHHHL   H9JH    HH    H(HH( !Ѓt(H(I                      HH!Ѓt'H(A   HH                HH;(!Ѓt'H(A   HH                H   H9HQH     H        0H8HH8 !Ѓt(H8I                      HH!Ѓt'H8A   HH                HH;8!Ѓt'H8A   HH                H   H9HQH0    H    HHHHH !Ѓt(HHI                      HH!Ѓt'HHA   HH                HH;H!Ѓt'HHA   HH                H   H9HQH@    H    HXHHX !Ѓt(HXI                      HH!Ѓt'HXA   HH                HH;X!Ѓt'HXA   HH                H   H9HQHP    HHhHHh !Ѓt(HhI                      HH!Ѓt'HhA   HH                HH;h!Ѓt'HhA   HH                H   H9HQH`    HHxHHx !Ѓt(HxI                      HH!Ѓt'HxA   HH                HH;x!Ѓt'HxA   HH                H   H9HQHp    H    HHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    H    E    E    ǅ|    E        p    hHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    H    `    8HHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    H    XHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH     H    P    H    @HHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                HA   I	dHIHL   H	=HHM   H9J	H    HHIHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                HA   I	`HIHL   H	9HHM   H9J	HfHHIHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H	@HHHL   H9JHfHHH(HH( !Ѓt(H(I                      HH!Ѓt'H(A   HH                HH;(!Ѓt'H(A   HH                H   H	@HHHL   H9JH fHHH(   H  DE   MD9U  }u                EHcH   H                H;}~HEHH                EHcH                   H;U~HEH                EHcH   H                H;u~HEHH                HHHHHH  f(XHVHP  HWYHX  ЋEHcH   H                H;}~HEHH                EHcH                   H;U~HEH                EHcH   H                H;u~HEHH                HxHHpHHX  f(XHVHP  HWYH`  ЋELcM   Lʾ                L;M~HEHLʾ                EHcH                   H;U~HEH                ELcM   L¾                L;E~HEHL¾                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                HHHHH  HpHxI HX  Xf(XHWH`  YHVH      \IQYHh  9Mt                EMbH  DE   MD9M  }u                EHcH                   H;x~HxH                HH  ,|ELcM   L¾                L;p~!HpHL¾                |HcH                   H;h~HhH                EHcH   H                H;`~!H`HH                EHcH   H                H;X~!HXHH                HHh  H@  HWHp  YXHP  HVHx  YIPXHp  ЋELcM   L¾                L;P~!HPHL¾                |HcH                   H;H~HHH                EHcH   H                H;@~!H@HH                EHcH   H                H;8~!H8HH                HH  H@  HWH  YXHP  HVH  YIPXHx  ЋELcM   L¾                L;0~!H0HL¾                |HcH                   H;(~H(H                EHcH   H                H; ~!H HH                EHcH   H                H;~!HHH                HH  H@  HWH  YXHP  HVH  YIPXH  9Mt                EMRH  D0E   MD9u  }u                H #HH                   EHcH                   H;~HH                HH HH0  HX   YELcM   L                L; ~!H HL                EHcH                   H;~HH                ELcM   L                L;~!HHL                H #HH                   EHcH   Hھ                H;~!HHHھ                H #HH                   ELcM   Lھ                L;~!HHLھ                H #HH                   ELcM   LҾ                L;~!HHLҾ                H #HH                   ELcM   Lʾ                L;~!HHLʾ                H #HH                   ELcM   L¾                L;~!HHL¾                H #HH                   EHcH   H                H;~!HHH                H #HH                   EHcH   H                H;~!HHH                H@  HH8  YHP  IT$H@  YXHH HH0      \f(HHIHH  YHHIHP  YHPJ;IHX      \f(YHH I H`  YH@   YXJ;HHX  f(YHP   YXf(H0H@HHh  YIUXH  ЋELcM   Lʾ                L;~!HHLʾ                EHcH                   H;~HH                H #HH                   ELcM   L¾                L;~!HHL¾                H #HH                   EHcH   H                H;~!HHH                H #HH                   EHcH   H                H;~!HHH                HH8  HPLI HX      \f(YHH HH`  YH0H@HHh  YIQXH  ЋELcM   L¾                L;~!HHL¾                EHcH                   H;~HH                H #HH                   EHcH   H                H;~!HHH                H #HH                   EHcH   H                H;~!HHH                HH@  HPLHHX  f(YH0H@HHh  YIPXH  9Mt                EMcH  D E   MD9E  }u                EHcH   H                H;~!HHH                Hx #HxH                   EHcH                   H;~HH                H #HH                   EHcH   H                H;~!HHH                HHHHp  H0H@HHh      YHW^H  ЋEHcH   H                H;p~!HpHH                H` #H`H                   EHcH                   H;h~HhH                H`HpHH   H  f(_H       YHV^H  9Mt                EMH`      YH  D(E   DeD9m  }u                EHcH   Hھ                H;X~!HXHHھ                EHcH                   H;P~HPH                HHx  Hп   fHn    HSYH  ЋEHcH   Hھ                H;H~!HHHHھ                EHcH                   H;@~H@H                HH  Hп   fHn    HSYH  D9et                EDeH  D E   }D9E  }u                EHcH   H                H;8~!H8HH                EHcH                   H;0~H0H                HHNH  H  ȋEHcH   H                H;(~!H(HH                EHcH                   H; ~H H                HHNH  H  ȋEHcH   H                H;~!HHH                EHcH                   H;~HH                HHNH  H  ȋEHcH   H                H;~!HHH                EHcH                   H;P~HPH                HHNHx  H   ȋEHcH   H                H; ~!H HH                EHcH                   H;@~H@H                HHNH  H  9}t                E} L(Hx  Hp  Hp  H  H  x  p  h    MIH#H L(H  H  Hx  H  H  x  p  h    MIH"H L(H  H  H  H  H  x  p  h    MIHv"H L(H  H  H  Hx  H  x  p  h    MIH""H Lh  H  H(H  H  H  Hx  MIHHH  DE   MD9U)
  }u                ELcM   Lʾ                L;0~!H0HLʾ                EHcH                   H;~HH                ELcM   L¾                L;0~!H0HL¾                EHcH   H                H;~!HHH                EHcH   H                H;8~!H8HH                HH  IPH  YHWH      \f(HVH  YIQXH  ЋELcM   Lʾ                L; ~!H HLʾ                EHcH                   H;~HH                ELcM   L¾                L; ~!H HL¾                EHcH   H                H;~!HHH                EHcH   H                H;(~!H(HH                HH  IPH  YHWH      \f(HVH  YIQXH  ЋELcM   Lʾ                L;~!HHLʾ                EHcH                   H;~HH                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HH  IPH  YHWH      \f(HVH  YIQXH  ЋELcM   Lʾ                L;P~!HPHLʾ                EHcH                   H;~HH                ELcM   L¾                L;P~!HPHL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HH  IPHx  YHWH      \f(HVH   YIQXHx  ЋELcM   Lʾ                L;@~!H@HLʾ                EHcH                   H;~HH                ELcM   L¾                L;@~!H@HL¾                EHcH   H                H;~!HHH                EHcH   H                H; ~!H HH                HH  IPH  YHWH      \f(HVH  YIQXH  9Mt                EMH  D E   }D9E  }u                EHcH   H                H;8~!H8HH                EHcH                   H;0~H0H                HHNH  H0ȋEHcH   H                H;H~!HHHH                EHcH                   H; ~H H                HHNH  H@ȋEHcH   H                H;X~!HXHH                EHcH                   H;~HH                HHNH  HPȋEHcH   H                H;x~!HxHH                EHcH                   H;P~HPH                HHNHx  HpȋEHcH   H                H;h~!HhHH                EHcH                   H;@~H@H                HHNH  H`9}t                E} H  D(E   DeD9m  }u                EHcH                   H;0~H0H                HBH    H  HHfH~H8EHcH   H                H;(~!H(HH                EHcH                   H;~HH                HBH    H  HH^H8HHKfH~H H؋EHcH   H                H;~!HHH                EHcH   H                H;0~!H0HH                EHcH                   H;(~H(H                HBH    H HHFH    H  HH_HHgfH~HH؋EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                EHcH                   H;(~H(H                HNHHH     Y]HWHЋEHcH                   H; ~H H                HBH    H  HH1fH~H8EHcH   H                H;8~!H8HH                EHcH                   H;~HH                HBH    H  HH^H8HHfH~H0H؋EHcH   H                H;~!HHH                EHcH   H                H; ~!H HH                EHcH                   H;8~H8H                HBH    H0HHFH    H  HH_HH
fH~HH؋EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                EHcH                   H;8~H8H                HNHHH0    Y]HWHЋEHcH                   H;~HH                HBH    H  HH~fH~H8EHcH   H                H;H~!HHHH                EHcH                   H;~HH                HBH    H  HH^H8HHfH~H@H؋EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                EHcH                   H;H~HHH                HBH    H@HHFH    H  HH_HHfH~HH؋EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                EHcH                   H;H~HHH                HNHHH@    Y]HWHЋEHcH                   H;P~HPH                HBH    Hx  HH fH~H8EHcH   H                H;~!HHH                EHcH                   H;~HH                HBH    H  HH^H8HH2fH~HH؋EHcH   H                H;~!HHH                EHcH   H                H;P~!HPHH                EHcH                   H;~HH                HBH    HHHFH    Hx  HH_HHNfH~H H؋EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                EHcH                   H;~HH                HNH HH    Y]HWH ЋEHcH                   H;@~H@H                HBH    H  HHfH~H8EHcH   H                H;X~!HXHH                EHcH                   H;~HH                HBH    H  HH^H8HHfH~HPH؋EHcH   H                H;~!HHH                EHcH   H                H;@~!H@HH                EHcH                   H;X~HXH                HBH    HPHHFH    H  HH_HHfH~HH؋EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                EHcH                   H;X~HXH                HNHHHP    Y]HWHD9et                EDe+H  D(E   DeD9m?  }u                EHcH   H                H;~!HHH                EHcH                   H;~HH                    HNH8  HH@  Xf(    YH  ^]f_H #HH                   EHcH                   H;~HH                H #HH                   EHcH   H                H;~!HHH                H #HH                   EHcH   H                H;~!HHH                HPJ;HHX      \f(HH HH`  YJ;HHX  X    \YX    _H #HH                   EHcH                   H;~HH                HH #HH                   EHcH   H                H;~!HHH                H  H@HPHH  Y@H H0HH  ~    fWf(fHn    Y@~    fWEHcH                   H;P~HPH                H  HHx  Yf(^    fH~HhEHcH   H                H;~!HHH                EHcH                   H;~HH                HNH  HH^p     H #HH                   EHcH                   H;~HH                H HHH      \f( \^f(]f_P    `EHcH                   H;~HH                HBH    H  HHfH~H8EHcH                   H;~HH                HBH    H  HH8HHfH~H0EHcH                   H;~HH                HBH    H  HH0HHfH~HXH0   XYEHcH   H                H;~!HHH                EHcH                   H;~HH                HH  f(ЋEHcH   Hھ                H;~!HHHھ                HVH<@`    YH`   Y0   f(    Y0f(HSH^f(X@^@    \Pf(Y@    Xf(P^HEHcH                   H;h~HhH                Hf(Yh    \HYpHXH`D9et                EDeH  DE   DUD9]  }u                EHcH   H                H;x~!HxHH                EHcH                   H;p~HpH                HHNH HȋEHcH   H                H;h~!HhHH                EHcH                   H;(~H(H                HNH  HH f/vcEHcH                   H;x~HxH                HH    ЋEHcH   H                H;`~!H`HH                EHcH                   H;X~HXH                HHNHEHEȋEHcH   H                H;h~!HhHH                EHcH                   H;8~H8H                HNH  HH0f/v`EHcH                   H;`~H`H                HHE    ЋEHcH   H                H;P~!HPHH                EHcH                   H;H~HHH                HHNHE(HE ȋEHcH   H                H;~!HHH                EHcH                   H;H~HHH                HNH  HH@f/v`EHcH                   H;P~HPH                HHE     ЋEHcH   H                H;x~!HxHH                EHcH                   H;h~HhH                HHNH`HpȋEHcH   H                H;~!HHH                EHcH                   H;~HH                HNH  HHf/vcEHcH                   H;x~HxH                HHp    ЋEHcH                   H;~HH                HHfЋEHcH                   H;U~HEH                HHHHHH  Hx  f/  ELcM   L¾                L;~!HHL¾                EHcH                   H;@~H@H                EHcH   H                H;8~!H8HH                EHcH   H                H;u~HEHH                HHE0HWHE8Xf(HHHHHH  XIP^f(HЋEHcH                   H;~HH                HHfЋEHcH                   H;U~HEH                HxHHpHHX  Hx  f/  ELcM   L¾                L;~!HHL¾                EHcH                   H;0~H0H                EHcH   H                H;(~!H(HH                EHcH   H                H;u~HEHH                HHE@HWHEHXf(HxHHpHHX  XIP^f(HЋEHcH                   H;~HH                HHfЋEHcH                   H;U~HEH                EHcH   H                H;u~HEHH                HHHHH  HpHxHHX  Xf(Hx   f/  ELcM   Lʾ                L;~!HHLʾ                EHcH                   H; ~H H                ELcM   L¾                L;~!HHL¾                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                HHEPIPHEXXf(HHHHH  HpHxHHX  XXIQ^f(HD9Ut                EDUH   E   ẺP9Ey(  }u                ELcM   Lھ                L;~!HHLھ                ELcM   LҾ                L;x~!HxHLҾ                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;`~!H`HL¾                EHcH   H                H;X~!HXHH                EHcH                   H;(~H(H                EHcH   H                H;h~!HhHH                H  HH HVH  \YHx  f(_IRHIQH  YIPHp  HWHx  Xf(    Y^]ISHЋEHcH@H                   H@H;~HH                EHcH                   H;x~HxH                EHHH   H¾                HH;~!HHHھ                H #HH                   EHH0H   H¾                H0H; ~!H HHھ                EHH H   H¾                H H;~!HHHھ                H#HH                   EHHH   H¾                HH; ~!H HHھ                EHH H   H¾                H H;~!HHHھ                H#HH                   ELcM   L                L; ~!H HL                ELcM   L                L;~!HHL                H#HH                   ELcM   L                L; ~!H HL                ELcM   L                L;~!HHL                H#HH                   EHcH   Hھ                H; ~!H HHھ                ELcM   LҾ                L;~!HHLҾ                H#HH                   ELcM   Lھ                L; ~!H HLھ                ELcM   Lʾ                L;~!HHLʾ                H#HH                   ELcM   L¾                L; ~!H HL¾                EHcH   H                H;~!HHH                H#HH                   EHcH   H                H; ~!H HH                HH    \f(    YHHH  H`HHH0HH  YH HH  H	H`HHH  YXH HHH  HHHH`IH  YXIVH  H    L`LIT H  YXIT$H  HHHLHH  YXIRH  HHHHHLHIH  YXIQH  HHH)LHI H  YXHWH  H    HHH  YXH@HYHЋEHcH   H                H;~!HHH                EHcH                   H;~HH                fHH_HVHЋEHcH@H                   H@H;~HH                EHcH                   H;~HH                ELcM   L¾                L;~!HHL¾                EHcH   H                H;0~!H0HH                EHcH   H                H;~!HHH                ELcM   L                L;~!HHL                EHH0H   H¾                H0H;0~!H0HHھ                ELcM   L                L;~!HHL                ELcM   L                L;~!HHL                ELcM   L                L;0~!H0HL                EHcH   Hھ                H;~!HHHھ                HH, IPHE`4HFH    H   HHGH    H  HHH<YIUHE`    \ ID$H    H   HH0HH    H  HHH"Y XY 0IWH, HCH    H   HIFH    H  HHH[Y H@HX0HЋELcM   Lھ                L;~!HHLھ                ELcM   LҾ                L;`~!H`HLҾ                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;@~!H@HL¾                EHcH   H                H;8~!H8HH                EHcH                   H;8~H8H                EHcH   H                H;h~!HhHH                H  HH0HVH  \YHx  f(_IRHEIQH   YIPH  HWH  Xf(    Y^]ISHЋELcM   L                L;~!HHL                EHcH                   H;~HH                ELcM   L¾                L;~!HHL¾                EHcH   H                H; ~!H HH                EHcH   H                H;~!HHH                ELcM   L                L;~!HHL                ELcM   L                L; ~!H HL                EHcH   Hھ                H;~!HHHھ                HH4@IPHEh<0HFH    H   HHGH    H  HHHiY00IT$HEh    \ HCH    H   HIEH    H  HHHVY X0IVY@HЋELcM   Lھ                L;~!HHLھ                ELcM   LҾ                L;P~!HPHLҾ                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L; ~!H HL¾                EHcH   H                H;~!HHH                EHcH                   H;H~HHH                EHcH   H                H;~!HHH                H  HH@HVH  \YHx  f(_IRHE IQH  YIPH  HWH  Xf(    Y^]ISHЋELcM   L                L;~!HHL                EHcH                   H;P~HPH                ELcM   L                L;~!HHL                H#HH	                   EHcH   Hھ                H; ~!H HHھ                ELcM   LҾ                L;~!HHLҾ                H	#HH
                   ELcM   Lھ                L; ~!H HLھ                ELcM   Lʾ                L;~!HHLʾ                H
#HH                   ELcM   L¾                L; ~!H HL¾                EHcH   H                H;~!HHH                H#HH                   EHcH   H                H; ~!H HH                HHE     \f(    YIT$H  HHHHL`LHH  YIRH  HHHHHLHIH  YXIQH  HHHHHLHI H  YXHVH   HHHHHHH  YXIUYHЋEHcH   H                H;~!HHH                EHcH                   H;~HH                fHH_HVHЋELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H;}~HEHH                EHcH                   H;U~HEH                EHcH   H                H;u~HEHH                HHHHHHH  HpHxHHX  XHx  _IPHHHHHH  YIQ^HЋEHcH@H                   H@H;~HH                EHcH                   H;~HH                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                ELcM   L                L;~!HHL                EHH0H   H¾                H0H;~!HHHھ                ELcM   L                L;~!HHL                ELcM   L                L;~!HHL                ELcM   L                L;~!HHL                EHcH   Hھ                H;~!HHHھ                HH4 IPHEp<HFH    H   HHGH    H  HHH(YIUHEp    \ ID$H    H   HH0HH    H  HHHY XY 0IWH, HCH    H   HIFH    H  HHHGY H@HX0H ЋP9Et                EẺPpE   D]ă}	&  }u                E   DMȃ}	  }u                H  DE   DED9UX  }u                EHcH   H                H	~	   H                EHcH   H                H	~	   H                EHcH                   H;~HH                HHHHHHHHHfD9Et                EDED9Mt                EDM*D9]t                ED]E   }ă}	d  }u                H  D E   MD9E   }u                EHcH   H                H	~	   H                EHcH                   H;~HH                HHHHHf9Mt                EM9}t                E}H      ^H   PE   Ẻ`P9E	  }u                EHcH   H                H;~!HHH                EHcH                   H;~HH                HNH  HHYELcM   LҾ                L;~!HHLҾ                EHcH                   H;p~HpH                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HHp  f(YIQH  YXIPH  HWHYHVHYHHHIXHЋEHcH                   H;~HH                HHHHH~    fWHЋEHcH   H                H;~!HHH                EHcH                   H;~HH                HHHHHHHHHH~    fWHЋELcM   L                L;~!HHL                EHcH                   H;8~H8H                ELcM   L                L;p~!HpHL                ELcM   L                L;~!HHL                ELcM   L                L;0~!H0HL                EHcH   Hھ                H;~!HHHھ                ELcM   Lھ                L;(~!H(HLھ                ELcM   LҾ                L;~!HHLҾ                ELcM   Lʾ                L;~!HHLʾ                EHcH   H                H;0~!H0HH                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                HH  IVHp  YYIUH      \f(YIT$H  Y\HSHISH IRH  $IQHYHWH  Y\Y\f(IPHXHVHExHHI\HЋ`9Et                EẺ`H   PE   Ẻ`P9E
  }u                EHcH   H                H;~!HHH                EHcH                   H;~HH                HNH   HHYELcM   LҾ                L;~!HHLҾ                EHcH                   H;P~HPH                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HHx  f(YIQH  YXIPH  HWHYHVHYHHHHHHHIXHЋEHcH                   H;~HH                HHHHHHHH~    fWHЋEHcH   H                H;~!HHH                EHcH                   H;~HH                HHHHHHHHHHHHH~    fWHЋELcM   L                L;~!HHL                EHcH                   H;(~H(H                ELcM   L                L;P~!HPHL                ELcM   L                L;~!HHL                ELcM   L                L; ~!H HL                EHcH   Hھ                H;~!HHHھ                ELcM   Lھ                L;8~!H8HLھ                ELcM   LҾ                L;~!HHLҾ                ELcM   Lʾ                L;~!HHLʾ                EHcH   H                H; ~!H HH                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                HH  IVHx  YYIUH      \f(YIT$H  Y\HSHISH0IRH  $IQHYHWH  Y\Y\f(IPHXHVH   HHHI\HЋ`9Et                EẺ`H   PE   Ẻ`P9E&
  }u                EHcH   H                H;~!HHH                EHcH                   H;~HH                HNH  HHYELcM   LҾ                L;~!HHLҾ                EHcH                   H;0~H0H                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HH  f(YIQH  YXIPH  HWH YHVHYHHHHHHHHHHHIXHЋEHcH                   H;~HH                HHHHHHHHHHHH~    fWHЋEHcH   H                H;~!HHH                EHcH                   H;~HH                HH HHHH)HHHHHHHH~    fWHЋELcM   L                L;~!HHL                EHcH                   H;~HH                ELcM   L                L;0~!H0HL                ELcM   L                L;~!HHL                ELcM   L                L;~!HHL                EHcH   Hھ                H;~!HHHھ                ELcM   Lھ                L;H~!HHHLھ                ELcM   LҾ                L;~!HHLҾ                ELcM   Lʾ                L;~!HHLʾ                EHcH   H                H;~!HHH                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                HH  IVH  YYIUH      \f(YIT$H  Y\HSH ISH@IRH  $IQHYHWH  Y\Y\f(IPHXHVH   HHHHHI\HЋ`9Et                EẺ`H  D(E   DeD9mJ	  }u                EHcH   H                H;u~HEHH                EHcH                   H;~HH                HNHX  HH  YEHcH   H                H;u~HEHH                EHcH                   H;~HH                HNH`  HH   YEHcH   H                H;~!HHH                EHcH                   H;~HH                HH  YHHHHHH~    fWHЋEHcH   H                H;~!HHH                EHcH                   H;~HH                HH  YHHHHHHHH~    fWHЋEHcH   H                H;~!HHH                EHcH   H                H;~!HHH                EHcH                   H;~HH                HNH   HH   XXHHHHHHHHXHЋEHcH   H                H;~!HHH                EHcH                   H;~HH                HH   HHHHHHHHHH~    fWHЋEHcH   Hھ                H;~!HHHھ                EHcH                   H;~HH                ELcM   Lھ                L;~!HHLھ                ELcM   LҾ                L;x~!HxHLҾ                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;0~!H0HL¾                EHcH   H                H;~!HHH                EHcH   H                H; ~!H HH                HH   ISH   YIRH   YIQH      \f(YIPH  YXHWH      \f(YHVH  YHHHHXHD9et                EDeH  D0E   DmD9u0  }u                EHcH   H                H;u~HEHH                EHcH                   H;~HH                HNHh  HH  YEHcH   H                H;u~HEHH                EHcH                   H;p~HpH                HNH  HH   YEHcH   H                H;~!HHH                EHcH                   H;~HH                HH  YHHHHHHHHHHHH~    fWHЋEHcH   H                H;~!HHH                EHcH                   H;~HH                HH   HHHHHHHHHH~    fWHЋELcM   L¾                L;~!HHL¾                EHcH                   H;~HH                EHcH   H                H;}~HEHH                EHcH   H                H;~!HHH                HH   f(XHWH      \f(HVHYXHHHHHHHHHHHI XHЋELcM   L¾                L;~!HHL¾                EHcH                   H;~HH                EHcH   H                H;}~HEHH                EHcH   H                H;~!HHH                HH  HWH      \YHVHYHHHHHHHHHI ~    fWHЋEHcH   H                H;~!HHH                EHcH                   H;~HH                HH  YHHHHHHHHHHHH~    fWHЋELcM   L                L;~!HHL                EHcH                   H;~HH                EHcH   Hھ                H;~!HHHھ                ELcM   Lھ                L;~!HHLھ                ELcM   LҾ                L;U~HEHLҾ                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;P~!HPHL¾                EHcH   H                H;~!HHH                EHcH   H                H;@~!H@HH                HH      \f(YHSH  YISH      \f(IRH      \Yf(IQHYIPHx  YXHWH      \f(YHVH  YHHHHHIXHD9mt                EDmH   `E   D}̋`9E  }u                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HHX  HWHHVHXYEHcH   H                H;u~HEHH                EHcH                   H;~HH                HNH`  HHYEHcH   H                H;~!HHH                EHcH   H                H;~!HHH                EHcH                   H;~HH                HNH  f(YHHYHHHHHHHHH~    fWHЋEHcH   H                H;~!HHH                EHcH   H                H;~!HHH                EHcH                   H;~HH                HNH  f(YHHYHHHHHHHHHHH~    fWHЋEHcH   H                H;~!HHH                EHcH   H                H;~!HHH                EHcH                   H;~HH                HNH   HH   XXHHHHHHHHHHHHHHXHЋEHcH   H                H;~!HHH                EHcH                   H;~HH                HH   HHHH)HHHHHHHHH~    fWHЋELcM   L                L;~!HHL                EHcH                   H;~HH                ELcM   L                L;h~!HhHL                ELcM   L                L;(~!H(HL                EHcH   Hھ                H;~!HHHھ                ELcM   Lھ                L;~!HHLھ                ELcM   Lʾ                L;0~!H0HLʾ                ELcM   LҾ                L;8~!H8HLҾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H; ~!H HH                HH   IUH(  YIT$H HSH  ISHYIQH  Y\YXIRH0IPH  HWHYHVH  Y\YHHHHHHIXHD9}t                ED}(H    E   Ẻ` 9E  }u                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HHh  HWHHVHXYEHcH                   H;U~HEH                EHcH   H                H;~!HHH                HH      \f(HVHYEHcH   H                H;~!HHH                EHcH   H                H;~!HHH                EHcH                   H;~HH                HNH  f(YHHYHHHHHHHHHH)HH~    fWHЋEHcH   H                H;~!HHH                EHcH                   H;~HH                HH   HHHHHHHHHHH)HH~    fWHЋELcM   L¾                L;~!HHL¾                EHcH                   H;~HH                EHcH   H                H;}~HEHH                EHcH   H                H;p~!HpHH                HH   Xf(XHWH  HVH   YHHHH)HHHHHH)HI XHЋELcM   L¾                L;~!HHL¾                EHcH                   H;~HH                EHcH   H                H;x~!HxHH                EHcH   H                H;~!HHH                HH  f(YHWHpYHVH YHHHHHHHH)HI ~    fWHЋELcM   Lʾ                L;~!HHLʾ                EHcH                   H;~HH                ELcM   L¾                L;E~HEHL¾                EHcH   H                H;p~!HpHH                EHcH   H                H;~!HHH                HH  IPH  YHWH   YHVHYHHHHHHHHHH)HI~    fWHЋEHcHH                   HH;~HH                EHcH                   H;H~HHH                EHHPH   H¾                HPH;~!HHHھ                EHH@H   H¾                H@H;~!HHHھ                EHH0H   H¾                H0H;~!HHHھ                ELcM   L                L;x~!HxHL                ELcM   L                L;~!HHL                ELcM   L                L;~!HHL                ELcM   L                L;~!HHL                ELcM   Lھ                L;P~!HPHLھ                EHcH   Hھ                H;]~HEHHھ                ELcM   LҾ                L;p~!HpHLҾ                ELcM   Lʾ                L;X~!HXHLʾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;@~!H@HH                HH@HPHH  H@HHYH0HH  Y\f(YIWHpf(YIVHIUH  $IT$H YISHx  Y\YXHSH  IRH   YIQHPIPH  $HWHYHVH  Y\YHHHH)HHHXHЋ`9Et                EẺ`H   `E   D}̋`9E	  }u                EHcH   H                H;~!HHH                EHcH                   H;~HH                HNHHHYEHcH   H                H;~!HHH                EHcH                   H;`~H`H                HNHHH  YEHcH   H                H;~!HHH                HHHHHHHHHH~    fWHЋEHcH   H                H;~!HHH                HHHH)HHHHHH~    fWHЋELcM   Lʾ                L;~!HHLʾ                EHcH                   H;x~HxH                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;X~!HXHH                HHpf(YIPH Yf(XHWH  XHVH  HHHHHHHIXHЋELcM   L                L;~!HHL                ELcM   L                L;x~!HxHL                ELcM   L                L;~!HHL                EHcH   Hھ                H;~!HHHھ                ELcM   Lھ                L;P~!HPHLھ                EHcH                   H;~HH                HP #HPH                   EHcH   H                H;X~!HXHH                ELcM   LҾ                L;H~!HHHLҾ                ELcM   Lʾ                L;@~!H@HLʾ                ELcM   L¾                L;X~!HXHL¾                EHcH   H                H;~!HHH                HH  HHHH  YIUHpf(YIT$HHSH $ISHx  Y\Y\f(IRH   XIQH   XIPH  HWH   YHHHIXHD9}t                ED}	H  D8E   DuD9}	  }u                EHcH   H                H;p~!HpHH                EHcH                   H;~HH                HNH   HHYEHcH   H                H;p~!HpHH                EHcH                   H;8~H8H                HNH   HH  YEHcH                   H;~HH                HHHHHHHHHHHH~    fWHЋEHcH                   H;~HH                HHHH)HHHHHHHH~    fWHЋELcM   L¾                L;~!HHL¾                EHcH                   H;~HH                EHcH   H                H;p~!HpHH                EHcH   H                H;H~!HHHH                HHYf(XHWH  XHVH  HHHHHHHHHHHI XHЋELcM   L                L;~!HHL                ELcM   L                L;X~!HXHL                EHcH   Hھ                H;~!HHHھ                ELcM   Lھ                L;@~!H@HLھ                EHcH                   H;p~HpH                H( #H(H                   EHcH   H                H;0~!H0HH                ELcM   LҾ                L; ~!H HLҾ                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;H~!HHHL¾                EHcH   H                H; ~!H HH                HH  HHHH  YIT$HPHSHISH  Y\Y\f(IRH   XIQH   XIPH  HWH  YHHHHHIT XHD9ut                EDuH  E   U9Mu?}u                9Ut                EU봐H  H HHIA        QH  E   U9Mu?}u                9Ut                EU봐H  8E   M9}Q  }u                EHcH   H                H;0~!H0HH                EHcH                   H;(~H(H                HHHH     _    ]HVH  ЋEHcH   H                H; ~!H HH                EHcH                   H;(~H(H                HHHHH     _    ]HVH  ЋEHcH   H                H;~!HHH                EHcH                   H;(~H(H                HHHHHHH     _    ]HVH  ЋEHcH   H                H;~!HHH                EHcH                   H;(~H(H                HHHHH     _    ]HVH(  ЋEHcH   H                H;~!HHH                EHcH                   H;(~H(H                HHHHHHH     _    ]HVH  ЋEHcH   H                H;P~!HPHH                EHcH                   H;(~H(H                HHHHH     _    ]HVHx  ЋEHcH   H                H;@~!H@HH                EHcH                   H;(~H(H                HHHHHHH     _    ]HVH  ЋEHcH   H                H;h~!HhHH                EHcH                   H;(~H(H                HHHHHHHH     _HVH  ЋEHcH   H                H;~!HHH                EHcH                   H;(~H(H                HHHH)HHH     _HVH  9Mt                EMH(H  9fG  H  DE   MD9]  }u                ELcM   LҾ                L;~!HHLҾ                EHcH                   H;~HH                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H;x~!HxHH                EHcH   H                H;~!HHH                HHIQH   YIPH   HWH   YHVH(  \IRYH   ЋEHcH                   H;~HH                ELcM   L¾                L;P~!HPHL¾                EHcH   H                H;~!HHH                EHcH   H                H;x~!HxHH                HH  IPHx  YHWH      \f(HVHpYXELcM   L¾                L; ~!H HL¾                EHcH                   H;~HH                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HHHWHYHVH  \IPYH   ЋEHcH                   H;~HH                ELcM   L¾                L;@~!H@HL¾                EHcH   H                H;~!HHH                EHcH   H                H;h~!HhHH                HH  IPH  YHWH      \f(HVH`YXELcM   L¾                L;~!HHL¾                EHcH                   H;~HH                EHcH   H                H;p~!HpHH                EHcH   H                H;~!HHH                HHHWH   YHVH  \IPYH   ЋEHcH                   H;~HH                ELcM   L¾                L;0~!H0HL¾                EHcH   H                H;~!HHH                EHcH   H                H;8~!H8HH                HH  IPH  YHWH      \f(HVH0YXELcM   L¾                L;~!HHL¾                EHcH                   H;~HH                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HHHWH  YHVH(  \IPYH   ЋEHcH                   H;~HH                ELcM   L¾                L; ~!H HL¾                EHcH   H                H;~!HHH                EHcH   H                H;H~!HHHH                HH  IPH  YHWH      \f(HVH@YXELcM   L¾                L;~!HHL¾                EHcH                   H;~HH                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HHHWH   YHVH(  \IPYH   ЋEHcH                   H;~HH                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;X~!HXHH                HH  IPH  YHWH      \f(HVHPYXELcM   L¾                L;~!HHL¾                EHcH                   H;~HH                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HHHWH  YHVH(  \IPYH   9Mt                EMXH  DE   DUD9]I  }u                ELcM   L¾                L;~!HHL¾                EHcH                   H;~HH                EHcH   H                H;h~!HhHH                EHcH   H                H;h~!HhHH                HH   HWH(  HVH  \IPYH   ЋEHcH                   H;(~H(H                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H;0~!H0HH                EHcH   H                H;8~!H8HH                HH IQH  IPHYHWH  HVH0\YXEHcH   H                H;~!HHH                EHcH   H                H;~!HHH                EHcH                   H;h~HhH                HNHHH  \HWYH  ЋEHcH   H                H;~!HHH                EHcH   H                H;~!HHH                EHcH                   H;h~HhH                fHNHHH  \Y_HWH  ЋEHcH                   H;8~H8H                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H; ~!H HH                EHcH   H                H;H~!HHHH                HH0IQH  IPHYHWH  HVH@\YXEHcH   H                H;~!HHH                EHcH   H                H;~!HHH                EHcH                   H;h~HhH                HNHHH  \HWYH  ЋEHcH                   H;H~HHH                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;X~!HXHH                HH@IQH  IPHYHWH  HVHP\YXEHcH   H                H;~!HHH                EHcH   H                H;~!HHH                EHcH                   H;~HH                HNHHH  \HWYH   ЋEHcH   H                H;~!HHH                EHcH   H                H;~!HHH                EHcH                   H;~HH                fHNHHH  \Y_HWH(  ЋEHcH                   H;~HH                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H;P~!HPHH                EHcH   H                H;x~!HxHH                HHIQH  IPH YHWHx  HVHp\YXELcM   L¾                L;~!HHL¾                EHcH                   H;~HH                EHcH   H                H;x~!HxHH                EHcH   H                H;~!HHH                HHHWHpYHVH  \IPYH0  ЋEHcH                   H;X~HXH                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H;@~!H@HH                EHcH   H                H;h~!HhHH                HHPIQH  IPHYHWH  HVH`\YXEHcH   H                H;~!HHH                EHcH   H                H;p~!HpHH                EHcH                   H;~HH                HNH   HH  \HWYH8  D9Ut                EDUH   E   M̋9E`
  }u                ELcM   LҾ                L;@~!H@HLҾ                EHcH                   H;@~H@H                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;X~!HXHL¾                EHcH   H                H;P~!HPHH                EHcH   H                H;~!HHH                HH   IQH  IPH  YHWHx  HVH   \YIR\H   ЋELcM   LҾ                L;~!HHLҾ                EHcH                   H;~HH                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;H~!HHHL¾                EHcH   H                H;@~!H@HH                EHcH   H                H; ~!H HH                HH   IQH  IPH  YHWH  HVH  \YIR\H   ЋELcM   L                L;~!HHL                EHcH                   H;~HH                ELcM   L                L;u~HEHL                ELcM   L                L;~!HHL                ELcM   L                L;X~!HXHL                EHcH   Hھ                H;P~!HPHHھ                ELcM   Lھ                L;~!HHLھ                ELcM   LҾ                L;U~HEHLҾ                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;H~!HHHL¾                EHcH   H                H;@~!H@HH                EHcH   H                H; ~!H HH                HH@  IVH      \f(IUH  YIT$H  YHSHx  ISH   \YXIRH  IQH  YIPH  YHWH  HVH  \YIWXH@  ЋEHcH   H                H;@~!H@HH                EHcH                   H;@~H@H                HH  Hh  ]HVH  9Mt                EMH  D8E   DmD9}y  }u                H  D0E   MD9u  }u                EHcH   Hھ                H;~!HHHھ                ELcM   Lھ                L;~!HHLھ                ELcM   LҾ                L;~!HHLҾ                ELcM   Lʾ                L;M~HEHLʾ                ELcM   L¾                L;E~HEHL¾                EHcH   H                H;x~!HxHH                EHcH   H                H;~!HHH                EHcH                   H;p~HpH                HH  Hx  _IRH  f(XHHHIHH  YIPHP  YHHHHH  YHHHI^H  ЋELcM   L                L;`~!H`HL                EHcH   Hھ                H;h~!HhHHھ                ELcM   Lھ                L;~!HHLھ                ELcM   LҾ                L;U~HEHLҾ                ELcM   Lʾ                L;M~HEHLʾ                ELcM   L¾                L;E~HEHL¾                EHcH   H                H;P~!HPHH                EHcH   H                H;X~!HXHH                EHcH                   H;H~HHH                HH  Hx  _ISH(  f(XHHIHH  YIQH`  YIPH      \YHHPH@HH  YLHpH`H^H  9Mt                EMD9mt                EDmuH   E   Ẻ9E  }u                ELcM   L                L;@~!H@HL                EHcH                   H;~HH                ELcM   L¾                L;E~HEHL¾                ELcM   Lʾ                L;M~HEHLʾ                ELcM   Lھ                L;~!HHLھ                ELcM   L                L;e~HEHL                ELcM   L                L;}~HEHL                ELcM   L                L;~!HHL                EHcH   Hھ                H;]~HEHHھ                ELcM   LҾ                L;U~HEHLҾ                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                HH  f(XHHHHI HH  YIQHP  YISH  f(XLxK	LpLIHX  YIWHP  YXIVH   XHHHHH  LLIHX  XYHWH`  YHVH      \YIUXH0  ЋEHH   H¾                H;8~!H8HH¾                ULcM   L¾                L;~!HHL¾                UHcH   H                H;}~HEHH                UHcH   H                H;~!HHH                UHcH                   H;U~HEH                IH0  BHH      \YHH8  HJH  YHPXH8  ЋEHcH                   H;0~H0H                EHH   H¾                H;~!HHH¾                MLcM   Lھ                L;]~HEHLھ                MLcM   LҾ                L;U~HEHLҾ                MLcM   Lʾ                L;~!HHLʾ                MLcM   L¾                L;E~HEHL¾                MHcH   H                H;}~HEHH                MHcH   H                H;u~HEHH                HHH  f(XLK?HHIHH  YIJHP  YIIH(  f(XHLI HH  YHOH`  YHNH      \YHXH@  ЋEHH   H¾                H;(~!H(HH¾                UHcH   H                H;~!HHH                UHcH   H                H;u~HEHH                UHcH                   H;U~HEH                HH  f(XHHHHHH  YHJHP  HPYHH  ЋEHH   H¾                H; ~!H HH¾                ULcM   L¾                L;~!HHL¾                UHcH   H                H;}~HEHH                UHcH   H                H;u~HEHH                UHcH                   H;U~HEH                IH(  Bf(XHHHHH  YHH`  YHJH      \HPYHP  Ћ9Et                EẺH H    H0H    H@H    HPH    H`H    HpH    HH    HH    HH    HH    HH    HH    HH    HH    H H    HH    H H    H0H    H@H    HPH    H`H    HpH    HH    HH    HH    HH    HH    HH    HH    HH    H H    HH            He[A\A]A^A_]UHAWAVAUATSH  HHHHLL    t                       H   HHEHE    HHHIA    H   HHEHE    HHHIA    H   HHEHE    HHHIA    H   HHEHE    HHHHHǅ    H   HHEHE    HHHHHǅ    H   HHEHE    HHHHpHǅx    H   HHEHE    HHHH`Hǅh    H   HHEHE    HHHHPHǅX    H   HHEHE    HHHH@HǅH    H   HHxHx    HHHH0Hǅ8    H   HHpHp    HHHH Hǅ(    H   HHhHh    HHHHHǅ    H   HH`H`    HHHH Hǅ    H   HHXHX    HHHHHǅ    H   HHPHP    HHHHHǅ    H   HHHHH    HHHHHǅ    H   HH@H@    HHHHHǅ    H   HH8H8    HHHHHǅ    H   HH0H0    HHHHHǅ    H   HH(H(    HHHHHǅ    H   HH H     HHHHHǅ    H   HHH    HHHHpHǅx    H   HHH    HHHH`Hǅh    H   HHH    HHHHPHǅX    H   HH H     HHHH@HǅH    H   HHH    HHHH0Hǅ8    H   HHH    HHHH Hǅ(    H   HHH    HHHHHǅ    H   HHH    HHHH Hǅ    H   HHH    HHHHHǅ    H   HHH    HHHHHǅ    H   HHH    HHHHHǅ    H   HHH    HHHHHǅ    H   HHH    HHHHHǅ    H   HHH    HHHHHǅ    H   HHH    HHHHHǅ    H   HHH    HHHHHǅ    H   HHH    HHHHpHǅx    H   HHH    HHHIH HHHH    HHHH`Hǅh    IIH   HHH    HHIH HHxHHx    HHHHPHǅX    H   HHpHp    HHIH HHhHHh    HHHH@HǅH    H   HH`H`    HHIH HHXHHX    HHHH0Hǅ8    H   HHPHP    HHIH HHHHHH    HHHH Hǅ(    H   HH@H@    HHIH HH8HH8    HHHHHǅ    H   HH0H0    HHIH HH(HH(    HHHH Hǅ    H   HH H     HHIH HHHH    HHHHHǅ    H   HHH    HHIH HHHH    HHHHHǅ    H   HH H     HHHHHǅ    H   HHH    HHHHHǅ    H   HHH    HHHHHǅ    H   HHH    HHHHHǅ    H   HHH    HHHHHǅ    H   HHH    HHHHHǅ    H   HHH    HHHHpHǅx    H   HHH    HHHH`Hǅh    H   HHH    HHHHPHǅX    H   HHH    HHHH@HǅH    H   HHH    HHHH0Hǅ8    H   HHH    HHHH Hǅ(    H   HHH    HHHHHǅ    H   HHH    HHHHH Hǅ    H   HHDH    Hu
        HH   HHH    HHHHHHǅ    H   HHDH    Hu
        HH   HHxHx    HHHHHHǅ    H   HHDH    Hu
        HpHxHHx !ʃt(HxI                      HH!ʃt'HxA   HH¾                HH;x!ʃt'HxA   HH¾                H   H9HrHp    HHHH !ʃt(HI                      HH!ʃt'HA   HH¾                HH;!ʃt'HA   HH¾                H   H9HrH    HHHH !ʃt(HI                      HH!ʃt'HA   HH¾                HH;!ʃt'HA   HH¾                H   H9HrH    H    h    `    X    P    H    @E        8    0    (                                          HHH !ʃt(HI                      HH!ʃt'HA   HH¾                HH;!ʃt'HA   HH¾                H   H9HrH    HLH  H  HH  H        u uux  MIH5H`LE0H  H  HU(H  H                            u8MIH35H`H  D E   MD9E3  }u                EHcH                   H;~HH                EHH   H¾                H; ~!H HH¾                HrH   HPH   \f(H   ^f(f(YȋEHH   H¾                H;~!HHH¾                HPH   YhEHH   H¾                H;~!HHH¾                HPH       ^@EHH   H¾                H;~!HHH¾                UHcH   H                H;~!HHH                UHcH                   H;~HH                h    Xf(H~H   Yh    \Y@Xf(h    Xf(HrH   Yh    \Y@\HP^f(HЋEHH   H¾                H;E~HUHH¾                UHcH   H                H;~!HHH                UHcH   H                H;~!HHH                UHcH                   H;~HH                LOH   BH  H~HHrH   ^QYHP\H9Mt                EMH  D E   MD9E  }u                EHcH                   H;U~HEH                EHH   H¾                H;E~HUHH¾                HrHx  HPH\f(H   ^f(f(YȋEHcH                   H;~HH                EHH   H¾                H;p~!HpHH¾                HrH   YHPHE^hEHH   H¾                H;~!HHH¾                HPH       ^@EHH   H¾                H;x~!HxHH¾                UHcH   H                H;~!HHH                UHcH                   H;~HH                h    Xf(H~H   Yh    \Y@Xf(h    Xf(HrH   Yh    \Y@\HP^f(HpЋEHH   H¾                H;8~!H8HH¾                UHcH   H                H;~!HHH                UHcH   H                H;x~!HxHH                UHcH                   H;~HH                LOH   BH  H~HpHrH   ^QYHP\H   9Mt                EMeH    Xf(    ^ H  8E   M9}>  }u                EHcH   H                H;(~!H(HH                EHcH                   H;0~H0H                EHH   H¾                H;8~!H8HH¾                LFH  BH  YHrH   HPH   \^f(YȋEHH   H¾                H;~!HHH¾                HPH   Y`EHcH                   H;x~HxH                EHH   H¾                H;~!HHH¾                `    YHrHp    XYHPH   ^EHcH                   H;x~HxH                EHH   H¾                H;~!HHH¾                `    YHrHp    \YHPH   ^EHcH   H                H;~!HHH                EHcH                   H;~HH                EHH   H¾                H;~!HHH¾                LFH   BHrH   ^HPH   Y\YXEHcH                   H;~HH                EHH   H¾                H;~!HHH¾                X    YHrH    XYHPH   ^EHcH                   H;~HH                EHH   H¾                H;~!HHH¾                X    YHrH    \YHPH   ^8EHH   H¾                H;~!HHH¾                fX_    Q_HPH   ЋEHH   H¾                H;~!HHH¾                UHcH   H                H;~!HHH                UHcH                   H;~HH                fLFH   B^f(HrH   YX_    Q_HPH   ЋEHH   H¾                H;E~HUHH¾                UHcH   H                H;~!HHH                UHcH                   H;~HH                fLFH   B^f(HrH   YX_    Q_HPHЋEHH   H¾                H;~!HHH¾                fX8_    Q_HPH  ЋEHH   H¾                H;~!HHH¾                UHcH   H                H;~!HHH                UHcH                   H;~HH                fLFH  B^f(HrH  Y8X_    Q_HPH  ЋEHH   H¾                H;~!HHH¾                UHcH   H                H;~!HHH                UHcH                   H;~HH                fLFH   B^f(HrH   Y8X_    Q_HPH   H #HH                   EHH   H¾                H;~!HHH¾                IHHEHfH#HH                   EHH   H¾                H;~!HHH¾                UHcH                   H;~HH                HrHLHH   HEHH#HH                   EHH   H¾                H;~!HHH¾                UHcH                   H;~HH                HrHHHLHH  HEHH#HH                   EHH   H¾                H;~!HHH¾                UHcH                   H;~HH                HrH    LHH  HEHH#HH                   EHH   H¾                H;~!HHH¾                UHcH                   H;U~HEH                HrHHHLHHHEHH#HH                   EHcH                   H;~HH                EHH   H¾                H;~!HHH¾                HpHHHHLHH   HEHH#HH                   EHH   H¾                H;~!HHH¾                UHcH                   H;~HH                HrHHH)LHH   HEHH#HH                   EHH   H¾                H;~!HHH¾                UHcH                   H;(~H(H                HrH    LHH  HEH9Mt                EMLE0H  H  HU(H  H  H         uxup           u`uhuXuPuHu@u8MIH~HĠ   H  DE   MD9]  }u                ELcM   Lʾ                L;(~!H(HLʾ                ELcM   L¾                L;~!HHL¾                H   f(YȋEHcH   H                H;0~!H0HH                EHcH   H                H;8~!H8HH                EHcH                   H;0~H0H                EHH   H¾                H;~!HHH¾                MQL  CMHL   CYYLGH   BH~H   \f(HrH   HPH   \Y^     Y    Xf(^]EHH   H¾                H; ~!H HH¾                HPH(  Yf(    ^EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                EHcH                   H;H~HHH                EHH   H¾                H;~!HHH¾                LGH   BH~H   Xf(    YHrHU0HPH8  \^ ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;H~!HHHL¾                EHcH   H                H;~!HHH                EHcH   H                H; ~!H HH                EHcH                   H;~HH                EHH   H¾                H;~!HHH¾                MQL0  CMHLE0CLGH8  B\YH~H(  HrH   HPH   Xf(    YY^ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H;}~HEHH                EHcH   H                H; ~!H HH                EHcH                   H;~HH                EHH   H¾                H;E~HUHH¾                MQL0  CMHL8  CLGHB\YH~H(  HrH   HPHXf(    YY^ELcM   LҾ                L;U~HEHLҾ                ELcM   Lʾ                L;M~HEHLʾ                ELcM   L¾                L;E~HEHL¾                EHcH   H                H;~!HHH                EHcH   H                H; ~!H HH                EHcH                   H;U~HEH                EHH   H¾                H;h~!HhHH¾                H  f(YIZLx  AMQLC\f(MHLx  CLGH   B\YH~H(  HrHYHPHE YY^ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;E~HEHL¾                EHcH   H                H;~!HHH                EHcH   H                H; ~!H HH                EHcH                   H;~HH                EHH   H¾                H;~!HHH¾                MQL@  CMHLCLGHH  B\YH~H(      YHrH  HPH  XY^(ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H; ~!H HH                EHcH                   H;~HH                EHH   H¾                H;~!HHH¾                MQL@  CMHLH  CLGHP  B\YH~H(      YHrH  HPH   XY^0EHH   H¾                H;~!HHH¾                Xf(HP    ^HX  ЋEHH   H¾                H;~!HHH¾                XX(f(HP    ^H`  ЋEHH   H¾                H;~!HHH¾                UHcH   H                H; ~!H HH                UHcH                   H;~HH                H~H(  H  YHrH   H  R^QHPYH  ЋEHH   H¾                H;~!HHH¾                UHcH   H                H; ~!H HH                UHcH                   H;~HH                H~H(  H  YHrH   H  R^QHPYH  ЋEHH   H¾                H;~!HHH¾                UHcH   H                H; ~!H HH                UHcH                   H;~HH                H~H(  H  YHrH  H  ^QHPYH  ЋEHcH                   H; ~H H                EHH   H¾                H;~!HHH¾                HrH(  HPH       Y    XYHEHcH                   H; ~H H                EHH   H¾                H;~!HHH¾                HrH(  HPH       Y    XYPEHH   H¾                H;~!HHH¾                    ^HX0f(HP    ^Hh  ЋEHH   H¾                H;~!HHH¾                    ^PX0f(HP    ^Hp  9Mt                EMHpH    HH    HH            He[A\A]A^A_]UHAWAVAUATSHX  HxHpHhH`LXLP    t                       Hx   HHEHE    HHHIH8Hx HHEHHE    HHHIA    HH0Hx   HHEHE    HHHIA    Hx   HHEHE    HHHIA    Hx   HHEHE    HHHH@HǅH    Hx   HHEHE    HHHH Hǅ(    Hx   HHEHE    HHHHHǅ    Hx   HHEHE    HHHH Hǅ    Hx   HHEHE    HHHHHǅ    Hx   HHxHx    HHIHH H    HHHHHǅ    HHHx   HHpHp    HHIHH H    HHHHHǅ    HHHx   HHhHh    HHHHHǅ    Hx   HH`H`    HHHHHǅ    Hx   HHXHX    HHIHHH    HHHHHǅ    HHHx   HHPHP    HHHHHǅ    Hx   HHHHH    HHIHHH    HHHHHǅ    HHHx   HH@H@    HHHHpHǅx    Hx   HH8H8    HHHH`Hǅh    Hx   HH0H0    HHHHPHǅX    Hx   HH(H(    HHHH@HǅH    Hx   HH H     HHHH0Hǅ8    Hx   HHH    HHHH Hǅ(    Hx   HHH    HHHHHǅ    Hx   HHH    HHHH Hǅ    Hx   HH H     HHHHHǅ    Hx   HHH    HHHHHǅ    Hx   HHH    HHHHHǅ    Hx   HHH    HHHHHǅ    Hx   HHH    HHHHHǅ    Hx   HHH    HHHHHǅ    Hx   HHH    HHHHHǅ    Hx   HHH    HHHHHǅ    Hx   HHH    HHHHpHǅx    Hx   HHH    HHHH`Hǅh    Hx   HHH    HHHHPHǅX    Hx   HHH    HHHH@HǅH    Hx   HHH    HHHH0Hǅ8    Hx   HHH    HHHH Hǅ(    Hx   HHH    HHHHHǅ    Hx   HHH    HHHH Hǅ    Hx   HHH    HHIIHx HHxLHx    HHHHHǅ    LHH@Hx   HHpHp    HHHHHǅ    Hx   HHhHh    HHHHHǅ    Hx   HH`H`    HHHHHǅ    Hx   HHXHX    HHHHHǅ    Hx   HHPHP    HHHIHHx HHHHHH    HHHHHǅ    HHHx   HH@H@    HHIHHHǅ    H       HHDH    Hu
        H8Hx   HH0H0    HHHIHp HH(HH(    HHIHHHǅ    H       HHDH    Hu
        H IIL0H(MH0 !Ѓt(H0I                      MM!Ѓt'H0A   HLʾ                ML;0!Ѓt'H0A   HLʾ                MHH( !Ѓt(H(I                      HH!Ѓt'H(A   HH                HH;(!Ѓt'H(A   HH                H   H99HHM   L9JH     HH                                         H@HH@ !Ѓt(H@I                      HH!Ѓt'H@A   HH                HH;@!Ѓt'H@A   HH                H   H9HQH8    Hǅ    ǅ    E                                        H@HH@ !Ѓt(H@I                      HH!Ѓt'H@A   HH                HH;@!Ѓt'H@A   HH                H   H9HQH8    HLMH}MH} !Ѓt%HEI                      MM!Ѓt$HEA   HLʾ                ML;M!Ѓt$HEA   HLʾ                MHH} !Ѓt%HEI                      HH!Ѓt$HEA   HH                HH;}!Ѓt$HEA   HH                H   H9@H8HH0L   L9JHhfHHHx  D E   MD9E  }u                EHcH                   H;U~HEH                HHX  YEHcH   H                H;}~HEHH                EHcH                   H;U~HEH                EHcH   H                H;u~HEHH                H  HH`  YH   H  ^    \f(HVHh  Y    XYf(HW^HXЋEHcH   H                H;u~HEHH                EHcH                   H;U~HEH                H  H   H  ^    \f(HHh  Y    XHVYHP9Mt                EMHx  DE   DMD9U  }u                EHcH                   H;U~HEH                EHcH   H                H;}~HEHH                ELcM   L¾                L;x~!HxHL¾                EHcH   H                H;p~!HpHH                HH  HWHH      \YXHH I H  HH HH  XYH   ^      ]      ]EHcH                   H;h~HhH                HH@  HP  _    \f(    XYEHcH   H                H;`~!H`HH                EHcH                   H;X~HXH                HHHH   YHVXHE(ЋEHcH   H                H;P~!HPHH                EHcH                   H;H~HHH                HHHH(  YHVXHE0ЋEHcH   H                H;@~!H@HH                EHcH   H                H;`~!H`HH                EHcH                   H;P~HPH                HNHE(HHE0Xf(HW    YHE8ЋEHcH                   H;8~H8H                EHcH   H                H;x~!HxHH                EHcH   H                H;p~!HpHH                HH0  XH HHHH  H HHHH  XYH8  ^    ]    ]EHcH                   H;`~H`H                    \f(HHE(    XYEHcH   H                H;0~!H0HH                EHcH                   H;X~HXH                HHHHH   YHVXHEhЋEHcH   H                H;(~!H(HH                EHcH                   H;H~HHH                HHHHH(  YHVXHEpЋEHcH   H                H; ~!H HH                EHcH   H                H;0~!H0HH                EHcH                   H;(~H(H                HNHEhHHEpXf(HW    YHExH( #H(H                   EHcH                   H;0~H0H                IHH fH(#H(H                   EHcH   H                H;0~!H0HH                EHcH                   H;P~HPH                HJHLHHE0H H(#H(H                   EHcH   H                H;0~!H0HH                EHcH                   H;@~H@H                HJHHHLHHE8H H(#H(H                   EHcH   H                H;0~!H0HH                EHcH                   H;`~H`H                HJH    LHHE(H H(#H(H                   EHcH   H                H;0~!H0HH                EHcH                   H;(~H(H                HJHHHLHHEpH H(#H(H                   EHcH   H                H;0~!H0HH                EHcH                   H; ~H H                HJHHHHLHHExH H(#H(H                   EHcH   H                H;0~!H0HH                EHcH                   H;0~H0H                HJHHH)LHHEhH H(#H(H                   EHcH   H                H;0~!H0HH                EHcH                   H;~HH                HJH    LHHEH D9Mt                EDM$HxD(ǅ   DA9a  =u                HHpHxHHy0  Hx  DE   DMD9U  }u                LcM   L¾                L;E~HEHL¾                EHcH   H                H;}~HEHH                HcH   H                H;(~!H(HH                EHcH                   H;0~H0H                HHLHLH8H0HH HhD9Mt                EDM6A9t                DHx  D(E   DeD9me  }u                EHcH                   H;U~HEH                EHcH   H                H;}~HEHH                ELcM   L¾                L;x~!HxHL¾                EHcH   H                H;p~!HpHH                HH  HWHH      \YXHH I H  HH HH  XYH   ^    ]    ]EHcH                   H;X~HXH                EHcH   H                H;H~!HHHH                HHHH   HHHH(  \f(    _    f(_    ^Yf(Y    __    Y^f(X^QEHcH                   H;~HH                    YHYHEЋEHcH                   H;~HH                H    ^HE ЋEHcH   H                H; ~!H HH                EHcH                   H;`~H`H                EHcH   H                H;P~!HPHH                    YHHE(HVHE0\YH_    fH~HE@H؋EHcH   H                H;~!HHH                EHcH                   H; ~H H                HHE@YHVHEHЋEHcH   H                H;~!HHH                EHcH                   H;`~H`H                    YHHE(HVYHEPD9et                EDeHx  D(E   DeD9m  }u                EHcH                   H;8~H8H                EHcH   H                H;x~!HxHH                EHcH   H                H;p~!HpHH                HH0  XH HHHH  H HHHH  XYH8  ^    ]    ]EHcH                   H;X~HXH                EHcH   H                H;H~!HHHH                HHHHH   HHHHH(  \f(    _    f(_    ^Yf(Y    __    Y^f(EHcH                   H;~HH                H    ^HE`ЋEHcH                   H;~HH                f(XHHE`YQEHcH                   H;~HH                    YHYHEXЋEHcH   H                H;~!HHH                EHcH                   H;0~H0H                EHcH   H                H;(~!H(HH                    YHHEhHVHEp\YH_    fH~H   H؋EHcH   H                H;~!HHH                EHcH                   H;~HH                HH   YHVH   ЋEHcH   H                H;~!HHH                EHcH                   H;0~H0H                EHcH   H                H;~!HHH                    YHHEhY    \f(HVHEPYHWXH   D9et                EDeHx  D E   ]D9e  }u                EHH   H¾                H;~!HHH¾                UHcH                   H;h~HhH                HJH@  HLhfHn    fH~H   JEHH   H¾                H;~!HHH¾                HP  HLhfHn    fH~H   JEHH   H¾                H;~!HHH¾                ULcM   L¾                L;E~HEHL¾                UHcH   H                H;~!HHH                UHcH   H                H;u~HEHH                UHcH                   H;~HH                IHH  B    \f(HH   YHHH  HJH   YHPXH   ЋEHH   H¾                H;~!HHH¾                UHcH   H                H;P~!HPHH                UHcH                   H;h~HhH                HHM0HJH@      Y_HP      Y_Lh    fH~H   JEHH   H¾                H;~!HHH¾                UHcH   H                H;`~!H`HH                UHcH                   H;~HH                HHM(HJHUP\Lh    fH~H   JEHH   H¾                H;~!HHH¾                UHcH   H                H;(~!H(HH                UHcH                   H;~HH                HHMpHJHUP\Lh    fH~H   JEHH   H¾                H;~!HHH¾                UHcH   H                H;0~!H0HH                UHcH                   H;~HH                HHMhHJH   \Lh    fH~H   JEHH   H¾                H;~!HHH¾                UHcH   H                H;~!HHH                UHcH                   H;~HH                HHMHJH   \Lh    fH~H   JHx #HxH                   EHH   H¾                H;~!HHH¾                UHcH                   H;h~HhH                HJH@  HH@LL,fHn    fH~H   JHx#HxH                   EHH   H¾                H;~!HHH¾                UHcH   H                H;P~!HPHH                UHcH                   H;h~HhH                HHM0HJH@      Y_HP      Y_K6H@L,    fH~H   JHx#HxH                   EHH   H¾                H;~!HHH¾                UHcH   H                H;`~!H`HH                UHcH                   H;~HH                HHM(HJHUP\J    H@L,    fH~H   JHx#HxH                   EHH   H¾                H;~!HHH¾                Hx#HxH                   UHcH   H                H;~!HHH                Hx#HxH                   UHcH                   H;~HH                J    H@HHH   K6HHH   Xf(LHLHH    YH   Hx#HxH                   EHH   H¾                H;~!HHH¾                UHcH   H                H;(~!H(HH                UHcH                   H;~HH                HHMpHJHUP\LHLH@L,    fH~H   JHx#HxH                   EHH   H¾                H;~!HHH¾                UHcH   H                H;0~!H0HH                UHcH                   H;~HH                HHMhHJH   \LHL)H@L,    fH~H   JHx#HxH                   EHcH                   H;~HH                Hx#HxH                   EHcH   H                H;~!HHH                Hx#HxH                   EHH   H¾                H;~!HHH¾                LHL)H@HHH   LHL)HHH   Xf(LHLHHH    YH   Hx#HxH                   EHH   H¾                H;~!HHH¾                UHcH   H                H;~!HHH                UHcH                   H;~HH                HHMHJH   \J    H@L,    fH~H   JEHH   H¾                H;p~!HpHH¾                UHcH   H                H;h~!HhHH                UHcH                   H;~HH                HHp  HJH   HP^H   ЋEHH   H¾                H;`~!H`HH¾                UHcH   H                H;0~!H0HH                UHcH                   H;(~H(H                    HHMhHJHUp\f(    Y_Lh    fH~H   JEHH   H¾                H;X~!HXHH¾                UHcH   H                H;`~!H`HH                UHcH                   H;P~HPH                    HHM(HJHU0\f(    Y_Lh    fH~H   J9]t                E]9Hx  D E   ]D9e)  }u                HH #HHH                   EHH   H¾                H;P~!HPHH¾                H} HEH                   UHcH   H                H;u~HEHH                H}  HEH                   UHcH                   H;U~HEH                    L8KH0HHHh    YLHHHh\f(    Y_HHL,    fH~H   J9]t                E]HxD0ǅ   DA9  =u                Hx  D(E   ]D9m  }u                HH   H¾                H;H~!HHHH¾                UHcH   H                H;P~!HPHH                HcH   H                H;u~HEHH                ULcM   Lʾ                L;M~HEHLʾ                HcH                   H;U~HEH                MLcM   L¾                L;E~HEHL¾                    HL8IL0LI4	HhILIHh\f(    Y_HHL<    fH~H   J9]t                E]RA9t                DH H    H8H            HX  [A\A]A^A_]UHH0H}HuHU؋    t                           E    EHE *HE *^E    \EEHE؋ *YEXE,EE        UHAWAVAUATSH  HH HHLL    t                       HE@ HHEHE    HHHIA    HE8 HHEHE    HHHIA    HE@ HHEHE    HHHIA    HE@ HHEHE    HHHHHǅ    HE@ HHEHE    HHHIHHEH HHEHHE    HHHHHǅ    HHHE@ HHEHE    HHHIHHEH HHEHHE    HHHHHǅ    HHHE@ HHxHx    HHHIHHEH HHpHHp    HHHHHǅ    HH8HE@ HHhHh    HHHIH0HEH HH`HH`    HHHHpHǅx    HH(HE@ HHXHX    HHHIHHEH HHPHHP    HHHH`Hǅh    HHpHE@ HHHHH    HHHIH`HEH HH@HH@    HHIIK6    HHHHPHǅX    HHL)HPHE@ HH8H8    HHIIHEH HH0LH0    HHHH@HǅH    LHH@    (     E    ǅ    E        EHE@ $E   Eĉ$9E|  }u                EHcH                   H;U~HEH                HHE(,HcH                   H;U~HEH                HHE0HfHn        \f( EHcH                   H;U~HEH                HHEfЋEHcH                   H;U~HEH                HHE fHEH  E   E 9E|  }u                ELcM   L¾                L;E~HEHL¾                EHcH                   H;U~HEH                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                LHHHHHHHHH\ff.zff.u    E  ELcM   L                L;p~!HpHL                EHcH                   H;x~HxH                ELcM   L                L;`~!H`HL                EHcH   Hھ                H;h~!HhHHھ                ELcM   Lھ                L;]~HEHLھ                ELcM   LҾ                L;U~HEHLҾ                ELcM   Lʾ                L;M~HEHLʾ                ELcM   L¾                L;E~HEHL¾                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                fLHH8HH LH0H(HH    \YLHHHHIH\f(LHHI HHHHHH\^f(_    ]EȋHcH                   H;U~HEH                HHE0YE        \f(^ (ELcM   Lʾ                L;P~!HPHLʾ                ELcM   L¾                L;X~!HXHL¾                EHcH   H                H;@~!H@HH                EHcH   H                H;H~!HHHH                    f(](f_HPJ0HH`HHHLHHpI YHЋELcM   Lʾ                L;0~!H0HLʾ                ELcM   L¾                L;8~!H8HL¾                EHcH   H                H;@~!H@HH                EHcH   H                H;H~!HHHH                    f(](f_K6HPHHH`HHHLIH@I YHEЋELcM   L¾                L;E~HEHL¾                EHcH                   H;U~HEH                EHcH   H                H;P~!HPHH                EHcH   H                H;X~!HXHH                HHEHHHpHHIPXHEЋELcM   L¾                L;E~HEHL¾                EHcH                   H;U~HEH                EHcH   H                H;0~!H0HH                EHcH   H                H;8~!H8HH                HHE HIH@HHEIPXHE Ћ9Et                EEm9Et                EEĉm        Hĸ  [A\A]A^A_]UHH H}HuHU    t                       HE HE         UHAWAVAUATSHx  HXHPHHH@L8L0    t                       H   HHEHE    HHHIA    H   HHEHE    HHIH(H   HHEH(HE    HHHIA    L(IH   HHEHE    HHHIA    H   HHEHE    HHHHHǅ    H   HHEHE    HHHH Hǅ    H   HHEHE    HHHHHǅ    H   HHEHE    HHHHHǅ    H   HHxHx    HHHHHǅ    H   HHpHp    HHHHHǅ    H   HHhHh    HHHHHǅ    H   HH`H`    HHHHHǅ    H   HHXHX    HHHHHǅ    H   HHPHP    HHHHHǅ    H   HHHHH    HHHHpHǅx    H   HH@H@    HHHH`Hǅh    H   HH8H8    HHHHPHǅX    H   HH0H0    HHIILHL)    HHHH@HǅH    LHHH   HH(H(    HHIHHH    HHHH0Hǅ8    HHHH   HH H     HHIHHH    HHHH 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        H    HHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    H    H HH  !Ѓt(H I                      HH!Ѓt'H A   HH                HH; !Ѓt'H A   HH                H   H9HQH    H        E    x    p    hHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HH HH  !Ѓt(H I                      HH!Ѓt'H A   HH                HH; !Ѓt'H A   HH                H   H9HQH    HH0HH0 !Ѓt(H0I                      HH!Ѓt'H0A   HH                HH;0!Ѓt'H0A   HH                H   H9HQH(    HH@HH@ !Ѓt(H@I                      HH!Ѓt'H@A   HH                HH;@!Ѓt'H@A   HH                H   H9HQH8    HHPHHP !Ѓt(HPI                      HH!Ѓt'HPA   HH                HH;P!Ѓt'HPA   HH                H   H9HQHH    H    `    XH`HH` !Ѓt(H`I                      HH!Ѓt'H`A   HH                HH;`!Ѓt'H`A   HH                H   H9HQHX    HHpHHp !Ѓt(HpI                      HH!Ѓt'HpA   HH                HH;p!Ѓt'HpA   HH                H   H9HQHh    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQHx    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HE        P    H    @HHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    H    8HHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HH HH  !Ѓt(H I                      HH!Ѓt'H A   HH                HH; !Ѓt'H A   HH                H   H9HQH    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HH HH  !Ѓt(H I                      HH!Ѓt'H A   HH                HH; !Ѓt'H A   HH                H   H9HQH    HH0HH0 !Ѓt(H0I                      HH!Ѓt'H0A   HH                HH;0!Ѓt'H0A   HH                H   H9HQH(    HH@HH@ !Ѓt(H@I                      HH!Ѓt'H@A   HH                HH;@!Ѓt'H@A   HH                H   H9HQH8    HHPHHP !Ѓt(HPI                      HH!Ѓt'HPA   HH                HH;P!Ѓt'HPA   HH                H   H9HQHH    HH`HH` !Ѓt(H`I                      HH!Ѓt'H`A   HH                HH;`!Ѓt'H`A   HH                H   H9HQHX    HHpHHp !Ѓt(HpI                      HH!Ѓt'HpA   HH                HH;p!Ѓt'HpA   HH                H   H9HQHh    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQHx    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HE        0    (                                  `    h                                                            x    pHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HH  H   9/  H    H=p  ~#H    Hp                  H    H=o  #H    Hp                  H    H    Hp  Hi  H        BH    H    Hp  Hi  HHH        H@    f@  @ H    H=p  ~#H    Hp                  H    H=o  #H    Hp                  H    H    Hp  Hi  HHHHH    H    HHQH    H    HAHQH    H    HA HQ(H    H    HA0HQ8H    HA@H    H    Hp  Hi  HHHHHH¹  I        LHHL@HrHH)уHHLHH    H=p  ~#H    Hp                  H    H=o  #H    Hp                  H    H    Hp  Hi  H0  HHP        fBH    H    Hp  Hi  H0  HHH     E    H  D E   ]D9e  }u                EHcH                   H;U~HEH                HH  HH  EH    H=p  ~#H    Hp                  H    H=o  #H    Hp                  H   LcH    H    Hp  Hi  HH  H I9}AH    H    Hp  Hi  HH  H HLھ                H    H    Hp  Hi  HH  H I9~AH    H    Hp  Hi  HH  H HLھ                H    H    Hp  Hi  HH  H H~CH    H    Hp  Hi  HH  H H                   H    H    Hp  Hi  HH  H HCH    H    Hp  Hi  HH  H H                   ELcH    H    Hp  Hi  HH  H I9}AH    H    Hp  Hi  HH  H HLʾ                H    H    Hp  Hi  HH  H I9~AH    H    Hp  Hi  HH  H HLʾ                H    H=p  ~#H    Hp                  H    H=o  #H    Hp                  H   LcH    H    Hp  Hi  HH  H I9}AH    H    Hp  Hi  HH  H HL¾                H    H    Hp  Hi  HH  H I9~AH    H    Hp  Hi  HH  H HL¾                H    H    Hp  Hi  HH  H H~CH    H    Hp  Hi  HH  H H                   H    H    Hp  Hi  HH  H HCH    H    Hp  Hi  HH  H H                   EHcH    H    Hp  Hi  HH  H H9}AH    H    Hp  Hi  HH  H HH                H    H    Hp  Hi  HH  H H9~AH    H    Hp  Hi  HH  H HH                H}  HEH                   EHcH   H                H;u~HEHH                H    H    Hp  Hi  HH`  LH    H    Hp  Hi  HHh  HH    H    Hp  Hi  HH  H IHH    H    Hp  Hi  HH  H HH    H    Hp  Hi  HH  H HHH    H    Hp  Hi  HH  H HL ZH(LHHX  f(    YXH    H    Hp  Hi  HH`  H0H    H    Hp  Hi  HHh  HH    H    Hp  Hi  HH  H IHH    H    Hp  Hi  HH  H HH    H    Hp  Hi  HH  H IHH    H    Hp  Hi  HH  H HHZ   H    H=p  ~#H    Hp                  H    H=o  #H    Hp                  H   HcH    H    Hp  Hi  HH  H H9}AH    H    Hp  Hi  HH  H HH                H    H    Hp  Hi  HH  H H9~AH    H    Hp  Hi  HH  H HH                H    H    Hp  Hi  HH  H H~CH    H    Hp  Hi  HH  H H                   H    H    Hp  Hi  HH  H HCH    H    Hp  Hi  HH  H H                   EHcH    H    Hp  Hi  HH  H H9}AH    H    Hp  Hi  HH  H HH                H    H    Hp  Hi  HH  H H9~AH    H    Hp  Hi  HH  H HH                    H    H    Hp  Hi  HH`  L H    H    Hp  Hi  HHh  HH    H    Hp  Hi  HH  H HHH    H    Hp  Hi  HH  H HH    H    Hp  Hi  HH  H HHH    H    Hp  Hi  HH  H HLZ 9]t                E]eH    H=q  ~#H    Hq                  H    H=p  #H    Hq                  H    H    Hq  Hi  H        BH    H    Hq  Hi  HHH        H@    f@  @ H    H=q  ~#H    Hq                  H    H=p  #H    Hq                  H    H    Hq  Hi  HHHHH    H    HHQH    H    HAHQH    H    HA HQ(H    H    HA0HQ8H    HA@H    H    Hq  Hi  HHHHHH¹  I        LHHL@HrHH)уHHLHH    H=q  ~#H    Hq                  H    H=p  #H    Hq                  H    H    Hq  Hi  H0  HHP        fBH    H    Hq  Hi  H0  HHH     E    H  D E   ]D9e  }u                EHcH                   H;U~HEH                HH  HH  EH    H=q  ~#H    Hq                  H    H=p  #H    Hq                  H   LcH    H    Hq  Hi  HH  H I9}AH    H    Hq  Hi  HH  H HLھ                H    H    Hq  Hi  HH  H I9~AH    H    Hq  Hi  HH  H HLھ                H    H    Hq  Hi  HH  H H~CH    H    Hq  Hi  HH  H H                   H    H    Hq  Hi  HH  H HCH    H    Hq  Hi  HH  H H                   ELcH    H    Hq  Hi  HH  H I9}AH    H    Hq  Hi  HH  H HLʾ                H    H    Hq  Hi  HH  H I9~AH    H    Hq  Hi  HH  H HLʾ                H    H=q  ~#H    Hq                  H    H=p  #H    Hq                  H   LcH    H    Hq  Hi  HH  H I9}AH    H    Hq  Hi  HH  H HL¾                H    H    Hq  Hi  HH  H I9~AH    H    Hq  Hi  HH  H HL¾                H    H    Hq  Hi  HH  H H~CH    H    Hq  Hi  HH  H H                   H    H    Hq  Hi  HH  H HCH    H    Hq  Hi  HH  H H                   EHcH    H    Hq  Hi  HH  H H9}AH    H    Hq  Hi  HH  H HH                H    H    Hq  Hi  HH  H H9~AH    H    Hq  Hi  HH  H HH                H} HEH                   EHcH   H                H;u~HEHH                H    H    Hq  Hi  HH`  LH    H    Hq  Hi  HHh  HH    H    Hq  Hi  HH  H IHH    H    Hq  Hi  HH  H HH    H    Hq  Hi  HH  H HHH    H    Hq  Hi  HH  H HL ZH(HLHHX  f(    YXH    H    Hq  Hi  HH`  H0H    H    Hq  Hi  HHh  HH    H    Hq  Hi  HH  H IHH    H    Hq  Hi  HH  H HH    H    Hq  Hi  HH  H IHH    H    Hq  Hi  HH  H HHZ   H    H=q  ~#H    Hq                  H    H=p  #H    Hq                  H   HcH    H    Hq  Hi  HH  H H9}AH    H    Hq  Hi  HH  H HH                H    H    Hq  Hi  HH  H H9~AH    H    Hq  Hi  HH  H HH                H    H    Hq  Hi  HH  H H~CH    H    Hq  Hi  HH  H H                   H    H    Hq  Hi  HH  H HCH    H    Hq  Hi  HH  H H                   EHcH    H    Hq  Hi  HH  H H9}AH    H    Hq  Hi  HH  H HH                H    H    Hq  Hi  HH  H H9~AH    H    Hq  Hi  HH  H HH                    H    H    Hq  Hi  HH`  L H    H    Hq  Hi  HHh  HH    H    Hq  Hi  HH  H HHH    H    Hq  Hi  HH  H HH    H    Hq  Hi  HH  H HHH    H    Hq  Hi  HH  H HLZ 9]t                E]bH    H=r  ~#H    Hr                  H    H=q  #H    Hr                  H    H    Hr  Hi  H        BH    H    Hr  Hi  HHH        H@    f@  @ H    H=r  ~#H    Hr                  H    H=q  #H    Hr                  H    H    Hr  Hi  HHHHH    H    HHQH    H    HAHQH    H    HA HQ(H    H    HA0HQ8H    HA@H    H    Hr  Hi  HHHHHH¹  I        LHHL@HrHH)уHHLHH    H=r  ~#H    Hr                  H    H=q  #H    Hr                  H    H    Hr  Hi  H0  HHP        fBH    H    Hr  Hi  H0  HHH     E    H  D E   ]D9e  }u                EHcH                   H;U~HEH                HH  HH  EH    H=r  ~#H    Hr                  H    H=q  #H    Hr                  H   LcH    H    Hr  Hi  HH  H I9}AH    H    Hr  Hi  HH  H HLھ                H    H    Hr  Hi  HH  H I9~AH    H    Hr  Hi  HH  H HLھ                H    H    Hr  Hi  HH  H H~CH    H    Hr  Hi  HH  H H                   H    H    Hr  Hi  HH  H HCH    H    Hr  Hi  HH  H H                   ELcH    H    Hr  Hi  HH  H I9}AH    H    Hr  Hi  HH  H HLʾ                H    H    Hr  Hi  HH  H I9~AH    H    Hr  Hi  HH  H HLʾ                H    H=r  ~#H    Hr                  H    H=q  #H    Hr                  H   LcH    H    Hr  Hi  HH  H I9}AH    H    Hr  Hi  HH  H HL¾                H    H    Hr  Hi  HH  H I9~AH    H    Hr  Hi  HH  H HL¾                H    H    Hr  Hi  HH  H H~CH    H    Hr  Hi  HH  H H                   H    H    Hr  Hi  HH  H HCH    H    Hr  Hi  HH  H H                   EHcH    H    Hr  Hi  HH  H H9}AH    H    Hr  Hi  HH  H HH                H    H    Hr  Hi  HH  H H9~AH    H    Hr  Hi  HH  H HH                H} HEH                   EHcH   H                H;u~HEHH                H    H    Hr  Hi  HH`  LH    H    Hr  Hi  HHh  HH    H    Hr  Hi  HH  H IHH    H    Hr  Hi  HH  H HH    H    Hr  Hi  HH  H HHH    H    Hr  Hi  HH  H HL ZH(HH(LHHX  f(    YXH    H    Hr  Hi  HH`  H0H    H    Hr  Hi  HHh  HH    H    Hr  Hi  HH  H IHH    H    Hr  Hi  HH  H HH    H    Hr  Hi  HH  H IHH    H    Hr  Hi  HH  H HHZ   H    H=r  ~#H    Hr                  H    H=q  #H    Hr                  H   HcH    H    Hr  Hi  HH  H H9}AH    H    Hr  Hi  HH  H HH                H    H    Hr  Hi  HH  H H9~AH    H    Hr  Hi  HH  H HH                H    H    Hr  Hi  HH  H H~CH    H    Hr  Hi  HH  H H                   H    H    Hr  Hi  HH  H HCH    H    Hr  Hi  HH  H H                   EHcH    H    Hr  Hi  HH  H H9}AH    H    Hr  Hi  HH  H HH                H    H    Hr  Hi  HH  H H9~AH    H    Hr  Hi  HH  H HH                    H    H    Hr  Hi  HH`  L H    H    Hr  Hi  HHh  HH    H    Hr  Hi  HH  H HHH    H    Hr  Hi  HH  H HH    H    Hr  Hi  HH  H HHH    H    Hr  Hi  HH  H HLZ 9]t                E][H    H=s  ~#H    Hs                  H    H=r  #H    Hs                  H    H    Hs  Hi  H        BH    H    Hs  Hi  HHH        H@    f@  @ H    H=s  ~#H    Hs                  H    H=r  #H    Hs                  H    H    Hs  Hi  HHHHH    H    HHQH    H    HAHQH    H    HA HQ(H    H    HA0HQ8H    HA@H    H    Hs  Hi  HHHHHH¹  I        LHHL@HrHH)уHHLHH    H=s  ~#H    Hs                  H    H=r  #H    Hs                  H    H    Hs  Hi  H0  HHP        fBH    H    Hs  Hi  H0  HHH     E    H  D E   ]D9e  }u                EHcH                   H;U~HEH                HH  HH  EH    H=s  ~#H    Hs                  H    H=r  #H    Hs                  H   LcH    H    Hs  Hi  HH  H I9}AH    H    Hs  Hi  HH  H HLھ                H    H    Hs  Hi  HH  H I9~AH    H    Hs  Hi  HH  H HLھ                H    H    Hs  Hi  HH  H H~CH    H    Hs  Hi  HH  H H                   H    H    Hs  Hi  HH  H HCH    H    Hs  Hi  HH  H H                   ELcH    H    Hs  Hi  HH  H I9}AH    H    Hs  Hi  HH  H HLʾ                H    H    Hs  Hi  HH  H I9~AH    H    Hs  Hi  HH  H HLʾ                H    H=s  ~#H    Hs                  H    H=r  #H    Hs                  H   LcH    H    Hs  Hi  HH  H I9}AH    H    Hs  Hi  HH  H HL¾                H    H    Hs  Hi  HH  H I9~AH    H    Hs  Hi  HH  H HL¾                H    H    Hs  Hi  HH  H H~CH    H    Hs  Hi  HH  H H                   H    H    Hs  Hi  HH  H HCH    H    Hs  Hi  HH  H H                   EHcH    H    Hs  Hi  HH  H H9}AH    H    Hs  Hi  HH  H HH                H    H    Hs  Hi  HH  H H9~AH    H    Hs  Hi  HH  H HH                H} HEH                   EHcH   H                H;u~HEHH                H    H    Hs  Hi  HH`  LH    H    Hs  Hi  HHh  HH    H    Hs  Hi  HH  H IHH    H    Hs  Hi  HH  H HH    H    Hs  Hi  HH  H HHH    H    Hs  Hi  HH  H HL ZH(HLHHX  f(    YXH    H    Hs  Hi  HH`  H0H    H    Hs  Hi  HHh  HH    H    Hs  Hi  HH  H IHH    H    Hs  Hi  HH  H HH    H    Hs  Hi  HH  H IHH    H    Hs  Hi  HH  H HHZ   H    H=s  ~#H    Hs                  H    H=r  #H    Hs                  H   HcH    H    Hs  Hi  HH  H H9}AH    H    Hs  Hi  HH  H HH                H    H    Hs  Hi  HH  H H9~AH    H    Hs  Hi  HH  H HH                H    H    Hs  Hi  HH  H H~CH    H    Hs  Hi  HH  H H                   H    H    Hs  Hi  HH  H HCH    H    Hs  Hi  HH  H H                   EHcH    H    Hs  Hi  HH  H H9}AH    H    Hs  Hi  HH  H HH                H    H    Hs  Hi  HH  H H9~AH    H    Hs  Hi  HH  H HH                    H    H    Hs  Hi  HH`  L H    H    Hs  Hi  HHh  HH    H    Hs  Hi  HH  H HHH    H    Hs  Hi  HH  H HH    H    Hs  Hi  HH  H HHH    H    Hs  Hi  HH  H HLZ 9]t                E]aH    H=t  ~#H    Ht                  H    H=s  #H    Ht                  H    H    Ht  Hi  H        BH    H    Ht  Hi  HHH        H@    f@  @ H    H=t  ~#H    Ht                  H    H=s  #H    Ht                  H    H    Ht  Hi  HHHHH    H    HHQH    H    HAHQH    H    HA HQ(H    H    HA0HQ8H    HA@H    H    Ht  Hi  HHHHHH¹  I        LHHL@HrHH)уHHLHH    H=t  ~#H    Ht                  H    H=s  #H    Ht                  H    H    Ht  Hi  H0  HHP        fBH    H    Ht  Hi  H0  HHH     E    H  D E   ]D9e  }u                EHcH                   H;U~HEH                HH  HH  EH    H=t  ~#H    Ht                  H    H=s  #H    Ht                  H   LcH    H    Ht  Hi  HH  H I9}AH    H    Ht  Hi  HH  H HLھ                H    H    Ht  Hi  HH  H I9~AH    H    Ht  Hi  HH  H HLھ                H    H    Ht  Hi  HH  H H~CH    H    Ht  Hi  HH  H H                   H    H    Ht  Hi  HH  H HCH    H    Ht  Hi  HH  H H                   ELcH    H    Ht  Hi  HH  H I9}AH    H    Ht  Hi  HH  H HLʾ                H    H    Ht  Hi  HH  H I9~AH    H    Ht  Hi  HH  H HLʾ                H    H=t  ~#H    Ht                  H    H=s  #H    Ht                  H   LcH    H    Ht  Hi  HH  H I9}AH    H    Ht  Hi  HH  H HL¾                H    H    Ht  Hi  HH  H I9~AH    H    Ht  Hi  HH  H HL¾                H    H    Ht  Hi  HH  H H~CH    H    Ht  Hi  HH  H H                   H    H    Ht  Hi  HH  H HCH    H    Ht  Hi  HH  H H                   EHcH    H    Ht  Hi  HH  H H9}AH    H    Ht  Hi  HH  H HH                H    H    Ht  Hi  HH  H H9~AH    H    Ht  Hi  HH  H HH                H} HEH                   EHcH   H                H;u~HEHH                H    H    Ht  Hi  HH`  LH    H    Ht  Hi  HHh  HH    H    Ht  Hi  HH  H IHH    H    Ht  Hi  HH  H HH    H    Ht  Hi  HH  H HHH    H    Ht  Hi  HH  H HL ZH(HH(LHHX  f(    YXH    H    Ht  Hi  HH`  H0H    H    Ht  Hi  HHh  HH    H    Ht  Hi  HH  H IHH    H    Ht  Hi  HH  H HH    H    Ht  Hi  HH  H IHH    H    Ht  Hi  HH  H HHZ   H    H=t  ~#H    Ht                  H    H=s  #H    Ht                  H   HcH    H    Ht  Hi  HH  H H9}AH    H    Ht  Hi  HH  H HH                H    H    Ht  Hi  HH  H H9~AH    H    Ht  Hi  HH  H HH                H    H    Ht  Hi  HH  H H~CH    H    Ht  Hi  HH  H H                   H    H    Ht  Hi  HH  H HCH    H    Ht  Hi  HH  H H                   EHcH    H    Ht  Hi  HH  H H9}AH    H    Ht  Hi  HH  H HH                H    H    Ht  Hi  HH  H H9~AH    H    Ht  Hi  HH  H HH                    H    H    Ht  Hi  HH`  L H    H    Ht  Hi  HHh  HH    H    Ht  Hi  HH  H HHH    H    Ht  Hi  HH  H HH    H    Ht  Hi  HH  H HHH    H    Ht  Hi  HH  H HLZ 9]t                E]ZH    H=u  ~#H    Hu                  H    H=t  #H    Hu                  H    H    Hu  Hi  H        BH    H    Hu  Hi  HHH        H@    f@  @ H    H=u  ~#H    Hu                  H    H=t  #H    Hu                  H    H    Hu  Hi  HHHHH    H    HHQH    H    HAHQH    H    HA HQ(H    H    HA0HQ8H    HA@H    H    Hu  Hi  HHHHHH¹  I        LHHL@HrHH)уHHLHH    H=u  ~#H    Hu                  H    H=t  #H    Hu                  H    H    Hu  Hi  H0  HHP        fBH    H    Hu  Hi  H0  HHH     E    H  D E   ]D9e  }u                EHcH                   H;U~HEH                HH  HH  EH    H=u  ~#H    Hu                  H    H=t  #H    Hu                  H   LcH    H    Hu  Hi  HH  H I9}AH    H    Hu  Hi  HH  H HLھ                H    H    Hu  Hi  HH  H I9~AH    H    Hu  Hi  HH  H HLھ                H    H    Hu  Hi  HH  H H~CH    H    Hu  Hi  HH  H H                   H    H    Hu  Hi  HH  H HCH    H    Hu  Hi  HH  H H                   ELcH    H    Hu  Hi  HH  H I9}AH    H    Hu  Hi  HH  H HLʾ                H    H    Hu  Hi  HH  H I9~AH    H    Hu  Hi  HH  H HLʾ                H    H=u  ~#H    Hu                  H    H=t  #H    Hu                  H   LcH    H    Hu  Hi  HH  H I9}AH    H    Hu  Hi  HH  H HL¾                H    H    Hu  Hi  HH  H I9~AH    H    Hu  Hi  HH  H HL¾                H    H    Hu  Hi  HH  H H~CH    H    Hu  Hi  HH  H H                   H    H    Hu  Hi  HH  H HCH    H    Hu  Hi  HH  H H                   EHcH    H    Hu  Hi  HH  H H9}AH    H    Hu  Hi  HH  H HH                H    H    Hu  Hi  HH  H H9~AH    H    Hu  Hi  HH  H HH                H} HEH                   EHcH   H                H;u~HEHH                H    H    Hu  Hi  HH`  LH    H    Hu  Hi  HHh  HH    H    Hu  Hi  HH  H IHH    H    Hu  Hi  HH  H HH    H    Hu  Hi  HH  H HHH    H    Hu  Hi  HH  H HL ZH(HH(HLHHX  f(    YXH    H    Hu  Hi  HH`  H0H    H    Hu  Hi  HHh  HH    H    Hu  Hi  HH  H IHH    H    Hu  Hi  HH  H HH    H    Hu  Hi  HH  H IHH    H    Hu  Hi  HH  H HHZ   H    H=u  ~#H    Hu                  H    H=t  #H    Hu                  H   HcH    H    Hu  Hi  HH  H H9}AH    H    Hu  Hi  HH  H HH                H    H    Hu  Hi  HH  H H9~AH    H    Hu  Hi  HH  H HH                H    H    Hu  Hi  HH  H H~CH    H    Hu  Hi  HH  H H                   H    H    Hu  Hi  HH  H HCH    H    Hu  Hi  HH  H H                   EHcH    H    Hu  Hi  HH  H H9}AH    H    Hu  Hi  HH  H HH                H    H    Hu  Hi  HH  H H9~AH    H    Hu  Hi  HH  H HH                    H    H    Hu  Hi  HH`  L H    H    Hu  Hi  HHh  HH    H    Hu  Hi  HH  H HHH    H    Hu  Hi  HH  H HH    H    Hu  Hi  HH  H HHH    H    Hu  Hi  HH  H HLZ 9]t                E]XH    H=v  ~#H    Hv                  H    H=u  #H    Hv                  H    H    Hv  Hi  H        BH    H    Hv  Hi  HHH        H@    f@  @ H    H=v  ~#H    Hv                  H    H=u  #H    Hv                  H    H    Hv  Hi  HHHHH    H    HHQH    H    HAHQH    H    HA HQ(H    H    HA0HQ8H    HA@H    H    Hv  Hi  HHHHHH¹  I        LHHL@HrHH)уHHLHH    H=v  ~#H    Hv                  H    H=u  #H    Hv                  H    H    Hv  Hi  H0  HHP        fBH    H    Hv  Hi  H0  HHH     E    H  D E   ]D9e  }u                EHcH                   H;U~HEH                HH  HH  EH    H=v  ~#H    Hv                  H    H=u  #H    Hv                  H   LcH    H    Hv  Hi  HH  H I9}AH    H    Hv  Hi  HH  H HLھ                H    H    Hv  Hi  HH  H I9~AH    H    Hv  Hi  HH  H HLھ                H    H    Hv  Hi  HH  H H~CH    H    Hv  Hi  HH  H H                   H    H    Hv  Hi  HH  H HCH    H    Hv  Hi  HH  H H                   ELcH    H    Hv  Hi  HH  H I9}AH    H    Hv  Hi  HH  H HLʾ                H    H    Hv  Hi  HH  H I9~AH    H    Hv  Hi  HH  H HLʾ                H    H=v  ~#H    Hv                  H    H=u  #H    Hv                  H   LcH    H    Hv  Hi  HH  H I9}AH    H    Hv  Hi  HH  H HL¾                H    H    Hv  Hi  HH  H I9~AH    H    Hv  Hi  HH  H HL¾                H    H    Hv  Hi  HH  H H~CH    H    Hv  Hi  HH  H H                   H    H    Hv  Hi  HH  H HCH    H    Hv  Hi  HH  H H                   EHcH    H    Hv  Hi  HH  H H9}AH    H    Hv  Hi  HH  H HH                H    H    Hv  Hi  HH  H H9~AH    H    Hv  Hi  HH  H HH                H} HEH                   EHcH   H                H;u~HEHH                H    H    Hv  Hi  HH`  LH    H    Hv  Hi  HHh  HH    H    Hv  Hi  HH  H IHH    H    Hv  Hi  HH  H HH    H    Hv  Hi  HH  H HHH    H    Hv  Hi  HH  H HL ZH(HH+(LHHX  f(    YXH    H    Hv  Hi  HH`  H0H    H    Hv  Hi  HHh  HH    H    Hv  Hi  HH  H IHH    H    Hv  Hi  HH  H HH    H    Hv  Hi  HH  H IHH    H    Hv  Hi  HH  H HHZ   H    H=v  ~#H    Hv                  H    H=u  #H    Hv                  H   HcH    H    Hv  Hi  HH  H H9}AH    H    Hv  Hi  HH  H HH                H    H    Hv  Hi  HH  H H9~AH    H    Hv  Hi  HH  H HH                H    H    Hv  Hi  HH  H H~CH    H    Hv  Hi  HH  H H                   H    H    Hv  Hi  HH  H HCH    H    Hv  Hi  HH  H H                   EHcH    H    Hv  Hi  HH  H H9}AH    H    Hv  Hi  HH  H HH                H    H    Hv  Hi  HH  H H9~AH    H    Hv  Hi  HH  H HH                    H    H    Hv  Hi  HH`  L H    H    Hv  Hi  HHh  HH    H    Hv  Hi  HH  H HHH    H    Hv  Hi  HH  H HH    H    Hv  Hi  HH  H HHH    H    Hv  Hi  HH  H HLZ 9]t                E]ZH    H=w  ~#H    Hw                  H    H=v  #H    Hw                  H    H    Hw  Hi  H        BH    H    Hw  Hi  HHH        H@    f@  @ H    H=w  ~#H    Hw                  H    H=v  #H    Hw                  H    H    Hw  Hi  HHHHH    H    HHQH    H    HAHQH    H    HA HQ(H    H    HA0HQ8H    HA@H    H    Hw  Hi  HHHHHH¹  I        LHHL@HrHH)уHHLHH    H=w  ~#H    Hw                  H    H=v  #H    Hw                  H    H    Hw  Hi  H0  HHP        fBH    H    Hw  Hi  H0  HHH     E    H  D E   ]D9e  }u                EHcH                   H;U~HEH                HH  HH  EH    H=w  ~#H    Hw                  H    H=v  #H    Hw                  H   LcH    H    Hw  Hi  HH  H I9}AH    H    Hw  Hi  HH  H HLھ                H    H    Hw  Hi  HH  H I9~AH    H    Hw  Hi  HH  H HLھ                H    H    Hw  Hi  HH  H H~CH    H    Hw  Hi  HH  H H                   H    H    Hw  Hi  HH  H HCH    H    Hw  Hi  HH  H H                   ELcH    H    Hw  Hi  HH  H I9}AH    H    Hw  Hi  HH  H HLʾ                H    H    Hw  Hi  HH  H I9~AH    H    Hw  Hi  HH  H HLʾ                H    H=w  ~#H    Hw                  H    H=v  #H    Hw                  H   LcH    H    Hw  Hi  HH  H I9}AH    H    Hw  Hi  HH  H HL¾                H    H    Hw  Hi  HH  H I9~AH    H    Hw  Hi  HH  H HL¾                H    H    Hw  Hi  HH  H H~CH    H    Hw  Hi  HH  H H                   H    H    Hw  Hi  HH  H HCH    H    Hw  Hi  HH  H H                   EHcH    H    Hw  Hi  HH  H H9}AH    H    Hw  Hi  HH  H HH                H    H    Hw  Hi  HH  H H9~AH    H    Hw  Hi  HH  H HH                H} HEH                   EHcH   H                H;u~HEHH                H    H    Hw  Hi  HH`  LH    H    Hw  Hi  HHh  HH    H    Hw  Hi  HH  H IHH    H    Hw  Hi  HH  H HH    H    Hw  Hi  HH  H HHH    H    Hw  Hi  HH  H HL ZH(HLHHX  f(    YXH    H    Hw  Hi  HH`  H0H    H    Hw  Hi  HHh  HH    H    Hw  Hi  HH  H IHH    H    Hw  Hi  HH  H HH    H    Hw  Hi  HH  H IHH    H    Hw  Hi  HH  H HHZ   H    H=w  ~#H    Hw                  H    H=v  #H    Hw                  H   HcH    H    Hw  Hi  HH  H H9}AH    H    Hw  Hi  HH  H HH                H    H    Hw  Hi  HH  H H9~AH    H    Hw  Hi  HH  H HH                H    H    Hw  Hi  HH  H H~CH    H    Hw  Hi  HH  H H                   H    H    Hw  Hi  HH  H HCH    H    Hw  Hi  HH  H H                   EHcH    H    Hw  Hi  HH  H H9}AH    H    Hw  Hi  HH  H HH                H    H    Hw  Hi  HH  H H9~AH    H    Hw  Hi  HH  H HH                    H    H    Hw  Hi  HH`  L H    H    Hw  Hi  HHh  HH    H    Hw  Hi  HH  H HHH    H    Hw  Hi  HH  H HH    H    Hw  Hi  HH  H HHH    H    Hw  Hi  HH  H HLZ 9]t                E]aH    H=x  ~#H    Hx                  H    H=w  #H    Hx                  H    H    Hx  Hi  H        BH    H    Hx  Hi  HHH        H@    f@  @ H    H=x  ~#H    Hx                  H    H=w  #H    Hx                  H    H    Hx  Hi  HHHHH    H    HHQH    H    HAHQH    H    HA HQ(H    H    HA0HQ8H    HA@H    H    Hx  Hi  HHHHHH¹  I        LHHL@HrHH)уHHLHH    H=x  ~#H    Hx                  H    H=w  #H    Hx                  H    H    Hx  Hi  H0  HHP        fBH    H    Hx  Hi  H0  HHH     E    H  D E   ]D9e  }u                EHcH                   H;U~HEH                HH  HH  EH    H=x  ~#H    Hx                  H    H=w  #H    Hx                  H   LcH    H    Hx  Hi  HH  H I9}AH    H    Hx  Hi  HH  H HLھ                H    H    Hx  Hi  HH  H I9~AH    H    Hx  Hi  HH  H HLھ                H    H    Hx  Hi  HH  H H~CH    H    Hx  Hi  HH  H H                   H    H    Hx  Hi  HH  H HCH    H    Hx  Hi  HH  H H                   ELcH    H    Hx  Hi  HH  H I9}AH    H    Hx  Hi  HH  H HLʾ                H    H    Hx  Hi  HH  H I9~AH    H    Hx  Hi  HH  H HLʾ                H    H=x  ~#H    Hx                  H    H=w  #H    Hx                  H   LcH    H    Hx  Hi  HH  H I9}AH    H    Hx  Hi  HH  H HL¾                H    H    Hx  Hi  HH  H I9~AH    H    Hx  Hi  HH  H HL¾                H    H    Hx  Hi  HH  H H~CH    H    Hx  Hi  HH  H H                   H    H    Hx  Hi  HH  H HCH    H    Hx  Hi  HH  H H                   EHcH    H    Hx  Hi  HH  H H9}AH    H    Hx  Hi  HH  H HH                H    H    Hx  Hi  HH  H H9~AH    H    Hx  Hi  HH  H HH                H} HEH	                   EHcH   H                H;u~HEHH                H    H    Hx  Hi  HH`  LH    H    Hx  Hi  HHh  HH    H    Hx  Hi  HH  H IHH    H    Hx  Hi  HH  H HH    H    Hx  Hi  HH  H HHH    H    Hx  Hi  HH  H HL ZH(HH(LHHX  f(    YXH    H    Hx  Hi  HH`  H0H    H    Hx  Hi  HHh  HH    H    Hx  Hi  HH  H IHH    H    Hx  Hi  HH  H HH    H    Hx  Hi  HH  H IHH    H    Hx  Hi  HH  H HHZ   H    H=x  ~#H    Hx                  H    H=w  #H    Hx                  H   HcH    H    Hx  Hi  HH  H H9}AH    H    Hx  Hi  HH  H HH                H    H    Hx  Hi  HH  H H9~AH    H    Hx  Hi  HH  H HH                H    H    Hx  Hi  HH  H H~CH    H    Hx  Hi  HH  H H                   H    H    Hx  Hi  HH  H HCH    H    Hx  Hi  HH  H H                   EHcH    H    Hx  Hi  HH  H H9}AH    H    Hx  Hi  HH  H HH                H    H    Hx  Hi  HH  H H9~AH    H    Hx  Hi  HH  H HH                    H    H    Hx  Hi  HH`  L H    H    Hx  Hi  HHh  HH    H    Hx  Hi  HH  H HHH    H    Hx  Hi  HH  H HH    H    Hx  Hi  HH  H HHH    H    Hx  Hi  HH  H HLZ 9]t                E]ZH    H=y  ~#H    Hy                  H    H=x  #H    Hy                  H    H    Hy  Hi  H        BH    H    Hy  Hi  HHH        H@    f@  @ H    H=y  ~#H    Hy                  H    H=x  #H    Hy                  H    H    Hy  Hi  HHHHH    H    HHQH    H    HAHQH    H    HA HQ(H    H    HA0HQ8H    HA@H    H    Hy  Hi  HHHHHH¹  I        LHHL@HrHH)уHHLHH    H=y  ~#H    Hy                  H    H=x  #H    Hy                  H    H    Hy  Hi  H0  HHP        fB    BH    H    Hy  Hi  H0  HHHf   @ E    H  D E   ]D9e  }u                EHcH                   H;U~HEH                HH  HH  EH    H=y  ~#H    Hy                  H    H=x  #H    Hy                  H   LcH    H    Hy  Hi  HH  H I9}AH    H    Hy  Hi  HH  H HLھ                H    H    Hy  Hi  HH  H I9~AH    H    Hy  Hi  HH  H HLھ                H    H    Hy  Hi  HH  H H~CH    H    Hy  Hi  HH  H H                   H    H    Hy  Hi  HH  H HCH    H    Hy  Hi  HH  H H                   ELcH    H    Hy  Hi  HH  H I9}AH    H    Hy  Hi  HH  H HLʾ                H    H    Hy  Hi  HH  H I9~AH    H    Hy  Hi  HH  H HLʾ                H    H=y  ~#H    Hy                  H    H=x  #H    Hy                  H   LcH    H    Hy  Hi  HH  H I9}AH    H    Hy  Hi  HH  H HL¾                H    H    Hy  Hi  HH  H I9~AH    H    Hy  Hi  HH  H HL¾                H    H    Hy  Hi  HH  H H~CH    H    Hy  Hi  HH  H H                   H    H    Hy  Hi  HH  H HCH    H    Hy  Hi  HH  H H                   EHcH    H    Hy  Hi  HH  H H9}AH    H    Hy  Hi  HH  H HH                H    H    Hy  Hi  HH  H H9~AH    H    Hy  Hi  HH  H HH                H}	 HEH
                   EHcH   H                H;u~HEHH                H    H    Hy  Hi  HH`  LH    H    Hy  Hi  HHh  HH    H    Hy  Hi  HH  H IHH    H    Hy  Hi  HH  H HH    H    Hy  Hi  HH  H HHH    H    Hy  Hi  HH  H HL ZH(HH(HLHHX  f(    YXH    H    Hy  Hi  HH`  H0H    H    Hy  Hi  HHh  HH    H    Hy  Hi  HH  H IHH    H    Hy  Hi  HH  H HH    H    Hy  Hi  HH  H IHH    H    Hy  Hi  HH  H HHZ   H    H=y  ~#H    Hy                  H    H=x  #H    Hy                  H   HcH    H    Hy  Hi  HH  H H9}AH    H    Hy  Hi  HH  H HH                H    H    Hy  Hi  HH  H H9~AH    H    Hy  Hi  HH  H HH                H    H    Hy  Hi  HH  H H~CH    H    Hy  Hi  HH  H H                   H    H    Hy  Hi  HH  H HCH    H    Hy  Hi  HH  H H                   EHcH    H    Hy  Hi  HH  H H9}AH    H    Hy  Hi  HH  H HH                H    H    Hy  Hi  HH  H H9~AH    H    Hy  Hi  HH  H HH                    H    H    Hy  Hi  HH`  L H    H    Hy  Hi  HHh  HH    H    Hy  Hi  HH  H HHH    H    Hy  Hi  HH  H HH    H    Hy  Hi  HH  H HHH    H    Hy  Hi  HH  H HLZ 9]t                E]WH    H=z  ~#H    Hz                  H    H=y  #H    Hz                  H    H    Hz  Hi  H        BH    H    Hz  Hi  HHH        H@    f@  @ H    H=z  ~#H    Hz                  H    H=y  #H    Hz                  H    H    Hz  Hi  HHHHH    H    HHQH    H    HAHQH    H    HA HQ(H    H    HA0HQ8H    HA@H    H    Hz  Hi  HHHHHH¹  I        LHHL@HrHH)уHHLHH    H=z  ~#H    Hz                  H    H=y  #H    Hz                  H    H    Hz  Hi  H0  HHP        fB    BH    H    Hz  Hi  H0  HHHf   @ E    H  D E   ]D9e  }u                EHcH                   H;U~HEH                HH  HH  EH    H=z  ~#H    Hz                  H    H=y  #H    Hz                  H   LcH    H    Hz  Hi  HH  H I9}AH    H    Hz  Hi  HH  H HLھ                H    H    Hz  Hi  HH  H I9~AH    H    Hz  Hi  HH  H HLھ                H    H    Hz  Hi  HH  H H~CH    H    Hz  Hi  HH  H H                   H    H    Hz  Hi  HH  H HCH    H    Hz  Hi  HH  H H                   ELcH    H    Hz  Hi  HH  H I9}AH    H    Hz  Hi  HH  H HLʾ                H    H    Hz  Hi  HH  H I9~AH    H    Hz  Hi  HH  H HLʾ                H    H=z  ~#H    Hz                  H    H=y  #H    Hz                  H   LcH    H    Hz  Hi  HH  H I9}AH    H    Hz  Hi  HH  H HL¾                H    H    Hz  Hi  HH  H I9~AH    H    Hz  Hi  HH  H HL¾                H    H    Hz  Hi  HH  H H~CH    H    Hz  Hi  HH  H H                   H    H    Hz  Hi  HH  H HCH    H    Hz  Hi  HH  H H                   EHcH    H    Hz  Hi  HH  H H9}AH    H    Hz  Hi  HH  H HH                H    H    Hz  Hi  HH  H H9~AH    H    Hz  Hi  HH  H HH                H}
 HEH                   EHcH   H                H;u~HEHH                H    H    Hz  Hi  HH`  LH    H    Hz  Hi  HHh  HH    H    Hz  Hi  HH  H IHH    H    Hz  Hi  HH  H HH    H    Hz  Hi  HH  H HHH    H    Hz  Hi  HH  H HL ZH(HH(HH(LHHX  f(    YXH    H    Hz  Hi  HH`  H0H    H    Hz  Hi  HHh  HH    H    Hz  Hi  HH  H IHH    H    Hz  Hi  HH  H HH    H    Hz  Hi  HH  H IHH    H    Hz  Hi  HH  H HHZ   H    H=z  ~#H    Hz                  H    H=y  #H    Hz                  H   HcH    H    Hz  Hi  HH  H H9}AH    H    Hz  Hi  HH  H HH                H    H    Hz  Hi  HH  H H9~AH    H    Hz  Hi  HH  H HH                H    H    Hz  Hi  HH  H H~CH    H    Hz  Hi  HH  H H                   H    H    Hz  Hi  HH  H HCH    H    Hz  Hi  HH  H H                   EHcH    H    Hz  Hi  HH  H H9}AH    H    Hz  Hi  HH  H HH                H    H    Hz  Hi  HH  H H9~AH    H    Hz  Hi  HH  H HH                    H    H    Hz  Hi  HH`  L H    H    Hz  Hi  HHh  HH    H    Hz  Hi  HH  H HHH    H    Hz  Hi  HH  H HH    H    Hz  Hi  HH  H HHH    H    Hz  Hi  HH  H HLZ 9]t                E]PH    H={  ~#H    H{                  H    H=z  #H    H{                  H    H    H{  Hi  H        BH    H    H{  Hi  HHH        H@    f@  @ H    H={  ~#H    H{                  H    H=z  #H    H{                  H    H    H{  Hi  HHHHH    H    HHQH    H    HAHQH    H    HA HQ(H    H    HA0HQ8H    HA@H    H    H{  Hi  HHHHHH¹  I        LHHL@HrHH)уHHLHH    H={  ~#H    H{                  H    H=z  #H    H{                  H    H    H{  Hi  H0  HHP        fB    BH    H    H{  Hi  H0  HHHf   @ E    H  D E   ]D9e  }u                EHcH                   H;U~HEH                HH  HH  EH    H={  ~#H    H{                  H    H=z  #H    H{                  H   LcH    H    H{  Hi  HH  H I9}AH    H    H{  Hi  HH  H HLھ                H    H    H{  Hi  HH  H I9~AH    H    H{  Hi  HH  H HLھ                H    H    H{  Hi  HH  H H~CH    H    H{  Hi  HH  H H                   H    H    H{  Hi  HH  H HCH    H    H{  Hi  HH  H H                   ELcH    H    H{  Hi  HH  H I9}AH    H    H{  Hi  HH  H HLʾ                H    H    H{  Hi  HH  H I9~AH    H    H{  Hi  HH  H HLʾ                H    H={  ~#H    H{                  H    H=z  #H    H{                  H   LcH    H    H{  Hi  HH  H I9}AH    H    H{  Hi  HH  H HL¾                H    H    H{  Hi  HH  H I9~AH    H    H{  Hi  HH  H HL¾                H    H    H{  Hi  HH  H H~CH    H    H{  Hi  HH  H H                   H    H    H{  Hi  HH  H HCH    H    H{  Hi  HH  H H                   EHcH    H    H{  Hi  HH  H H9}AH    H    H{  Hi  HH  H HH                H    H    H{  Hi  HH  H H9~AH    H    H{  Hi  HH  H HH                H} HEH                   EHcH   H                H;u~HEHH                H    H    H{  Hi  HH`  LH    H    H{  Hi  HHh  HH    H    H{  Hi  HH  H IHH    H    H{  Hi  HH  H HH    H    H{  Hi  HH  H HHH    H    H{  Hi  HH  H HL ZH(HH(HLHHX  f(    YXH    H    H{  Hi  HH`  H0H    H    H{  Hi  HHh  HH    H    H{  Hi  HH  H IHH    H    H{  Hi  HH  H HH    H    H{  Hi  HH  H IHH    H    H{  Hi  HH  H HHZ   H    H={  ~#H    H{                  H    H=z  #H    H{                  H   HcH    H    H{  Hi  HH  H H9}AH    H    H{  Hi  HH  H HH                H    H    H{  Hi  HH  H H9~AH    H    H{  Hi  HH  H HH                H    H    H{  Hi  HH  H H~CH    H    H{  Hi  HH  H H                   H    H    H{  Hi  HH  H HCH    H    H{  Hi  HH  H H                   EHcH    H    H{  Hi  HH  H H9}AH    H    H{  Hi  HH  H HH                H    H    H{  Hi  HH  H H9~AH    H    H{  Hi  HH  H HH                    H    H    H{  Hi  HH`  L H    H    H{  Hi  HHh  HH    H    H{  Hi  HH  H HHH    H    H{  Hi  HH  H HH    H    H{  Hi  HH  H HHH    H    H{  Hi  HH  H HLZ 9]t                E]WH   PE   De̋P9EG  }u                EHcH                   H;U~HEH                HH(      _    ]    ^f(    \xHX8px    Y~    fW    YpHP8px    Y    Yp@HH px    Y    YpPEHcH                   H;U~HEH                HH(      \EHcH   Hھ                H; ~!H HHھ                x    Y    p    \f(    Y        X`    \f(    Y        XY`HSp^f(HH  X^f(EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                H@ HH0  ]    Y_HVH0  ЋEHcH   H                H;u~HEHH                EHcH                   H;U~HEH                H@ HH8  ]    Y_HVH8  ЋEHcH                   H;U~HEH                    HH@      Y_    ]EHcH                   H;U~HEH                HBH    HH  HH{(fH~HhEHcH                   H;x~HxH                HBH    H  HHhHH7-fH~HXEHcH                   H;p~HpH                    HHP  ^X_hH}  HEH                   EHcH                   H;U~HEH                H(LHHX  f/       EHcH                   H;~HH                Hh #HhH                   HH8 H  H} HEH                   EHcH                   H;U~HEH                H(HH(LHHX  f/       EHcH                   H;~HH                Hh#HhH                   HH8@H   EHcH                   H;~HH                Hh#HhH                   HH8@ HЋELcM   L¾                L;~!HHL¾                EHcH                   H;~HH                EHcH   H                H; ~!H HH                EHcH   H                H;`~!H`HH                HHHWHYHVH  IPYHЋEHcH   H                H; ~!H HH                EHcH                   H;~HH                EHcH   H                H; ~!H HH                H0HHYHVHHWYHЋELcM   L¾                L;~!HHL¾                EHcH                   H;X~HXH                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                HH`      YHE YHWH0  \YHVH0  XXIP^f(HЋELcM   L¾                L;`~!H`HL¾                EHcH                   H;~HH                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                HHHWH0  \YHVH0  H  f(^P    XY@XIP^HXHE EHcH   H                H;~!HHH                EHcH                   H;`~H`H                HNHHHXXEHcH   H                H;~!HHH                EHcH                   H;`~H`H                HNHHHXYY    YY\f(f_QXf(    Y    Xf(^^]8EHcH   H                H;~!HHH                EHcH                   H;~HH                HHHV    ^HHE  EHcH                   H;~HH                HH8XEHcH                   H;~HH                HH8YY    YY\f(f_QXf(    Y    XEHcH                   H;~HH                f(^^]HHЋEHcH   H                H;~!HHH                EHcH                   H; ~H H                HNHHH\EHcH   H                H;P~!HPHH                EHcH                   H;P~HPH                HHh  H   X^\f(HV    YHh  ЋEHcH   H                H;P~!HPHH                EHcH                   H;P~HPH                    YHHh  _HVHh  ЋELcM   L¾                L;H~!HHHL¾                EHcH                   H;H~HHH                EHcH   H                H;P~!HPHH                EHcH   H                H;`~!H`HH                HHp  HE( YYhHWHh  ^f(HE0HVH  YXXf(IP    YHp  ЋEHcH   H                H;H~!HHHH                EHcH                   H;`~H`H                EHcH   H                H;H~!HHHH                HE8 HE0HH  Y_HVHp  _HWHp  ЋELcM   L¾                L;E~HEHL¾                EHcH                   H;U~HEH                EHcH   H                H;P~!HPHH                EHcH   H                H;H~!HHHH                HH0  HWHh  X    YHVHp  ^\f(IP    YH0  ЋEHcH   H                H;u~HEHH                EHcH                   H;U~HEH                H@ HH0  ]    Y_HVH0  H} HEH                   EHcH                   H;U~HEH                H(HLHHX  f/       EHcH                   H;~HH                Hh#HhH                   HH8@H   EHcH                   H;~HH                Hh#HhH                   HH8@(HЋELcM   L¾                L;~!HHL¾                EHcH                   H;~HH                EHcH   H                H; ~!H HH                EHcH   H                H;`~!H`HH                HHHWHYHVH  IPYHЋEHcH   H                H;~!HHH                EHcH                   H;~HH                EHcH   H                H; ~!H HH                HE@HHYHVHHWYHЋELcM   L¾                L; ~!H HL¾                EHcH                   H;X~HXH                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                HH`      YHE YHWH8  \YHVH8  XXIP^f(HЋELcM   L¾                L;P~!HPHL¾                EHcH                   H;~HH                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                HHHWH8  \YHVH8  H  f(^P    XY@XIP^HHHE EHcH   H                H; ~!H HH                EHcH                   H;P~HPH                HNHHHHXEHcH   H                H; ~!H HH                EHcH                   H;P~HPH                HNHHHHYY    YY\f(f_QXf(    Y    Xf(^^]8EHcH   H                H;~!HHH                EHcH                   H;~HH                HHHV    ^HHE  EHcH                   H;~HH                HH8XEHcH                   H;~HH                HH8YY    YY\f(f_QXf(    Y    XEHcH                   H;~HH                f(^^]HHЋEHcH   H                H;~!HHH                EHcH                   H;~HH                HNHHH\EHcH   H                H;@~!H@HH                EHcH                   H;@~H@H                HHx  H   X^\f(HV    YHx  ЋEHcH   H                H;@~!H@HH                EHcH                   H;@~H@H                    YHHx  _HVHx  ЋELcM   L¾                L;8~!H8HL¾                EHcH                   H;8~H8H                EHcH   H                H;@~!H@HH                EHcH   H                H;`~!H`HH                HH  HEH YYhHWHx  ^f(HEPHVH  YXXf(IP    YH  ЋEHcH   H                H;8~!H8HH                EHcH                   H;`~H`H                EHcH   H                H;8~!H8HH                HEX HEPHH  Y_HVH  _HWH  ЋELcM   L¾                L;E~HEHL¾                EHcH                   H;U~HEH                EHcH   H                H;@~!H@HH                EHcH   H                H;8~!H8HH                HH8  HWHx  X    YHVH  ^\f(IP    YH8  ЋEHcH   H                H;u~HEHH                EHcH                   H;U~HEH                H@ HH8  ]    Y_HVH8  ЋELcM   Lھ                L;0~!H0HLھ                EHcH   H                H;(~!H(HH                ELcM   L¾                L;0~!H0HL¾                EHcH   H                H;(~!H(HH                ELcM   LҾ                L;0~!H0HLҾ                ELcM   Lʾ                L;(~!H(HLʾ                EHcH                   H;(~H(H                HHHHH  H  _LHLHHIH   HHHH  YLHL)HI H   HHHHH  YXLHL)HIH   HHHHIH  Y\^    f(]    _EHcH   H                H;`~!H`HH                EHcH                   H; ~H H                EHcH   H                H;~!HHH                HHHHH  HHHHH  XHWYHXЋEHcH   H                H;~!HHH                EHcH                   H; ~H H                HHHHH  HVYHxH      ^f(    ^~    fW    fH~HEHcH                   H;~HH                HHxff/  EHcH                   H;X~HXH                HH`  f/      EHcH                   H;`~H`H                EHcH   Hھ                H;~!HHHھ                HHX~    fW        \f(f(HSHx^f(EEHcH   H                H;~!HHH                EHcH                   H;~HH                EHcH   H                H;X~!HXHH                HH   f(Y    \f(YUHVH`  YHWXH   ЋEHcH   H                H;~!HHH                EHcH                   H;~HH                EHcH   H                H;X~!HXHH                HH   f(Y    \f(HVH`  YHWXH      EHcH   H                H;~!HHH                EHcH                   H;~HH                HNH   HH   ^E	fEEHcH   H                H; ~!H HH                EHcH                   H;~HH                HHHVYEH  ЋEHcH   H                H;~!HHH                EHcH                   H;~HH                HHHVYEH  ЋEHcH                   H;~HH                HYEH  ЋEHcH                   H;~HH                HYEH  ЋEHcH                   H;~HH                    f(YH   HH  ^\_EHcH                   H;~HH                    f(YH   HH  ^\_EHcH                   H;~HH                EHcH   H                H;`~!H`HH                HE(HH  YYhf(^HE0HVH  YX(EHcH                   H;~HH                EHcH   H                H;`~!H`HH                HEHHH  YYhf(^HEPHVH  YX0EHcH                   H;`~H`H                HE8 HE0HH  Y__((EHcH                   H;`~H`H                HEX HEPHH  Y__00EHcH                   H;U~HEH                HH@      ^x    EHcH                   H;~HH                ^(Xxf(H    ^H  ЋEHcH                   H;~HH                ^0Xxf(H    ^H  ЋEHcH                   H;~HH                HH      \xEHcH   H                H; ~!H HH                EHcH                   H; ~H H                HH  HVYxH  ЋEHcH   H                H;~!HHH                EHcH                   H;~HH                HH  HVYxH  ЋEHcH   H                H;~!HHH                EHcH                   H;~HH                HH  HVYxH  ЋEHcH   H                H;~!HHH                EHcH                   H;~HH                HH  HVYxH  D9et                EDeH  D(E   DeD9m_  }u                EHH   H¾                H;~!HHH¾                HPH      _    ]    ^f(    \xHX((x    Y~    fW    Y(HP0(x    Y    Y(@HH8(x    Y    Y(PEHH   H¾                H;~!HHH¾                HPH      \EHcH   Hھ                H; ~!H HHھ                x    Y    (    \f(    Y        X    \f(    Y        XYHS(^f(HH  X^f(EHH   H¾                H;~!HHH¾                UHcH                   H;~HH                H@HJH  ]    Y_HPH  ЋEHH   H¾                H;~!HHH¾                UHcH                   H;~HH                H@HJH  ]    Y_HPH  ЋEHH   H¾                H;~!HHH¾                UHcH                   H;~HH                H@HJH  ]f_HPH  ЋEHH   H¾                H;~!HHH¾                    HPH      Y_    ] EHH   H¾                H;~!HHH¾                HH    H  HHIfH~H`EHH   H¾                H;x~!HxHH¾                HH    H  HH`HH fH~H`EHH   H¾                H;~!HHH¾                    HPH  ^`_pEHH   H¾                H;~!HHH¾                Hh#HhH	                   HPH8@@HЋEHcH                   H;~HH                EHH   H¾                H;~!HHH¾                MHcH   H                H; ~!H HH                MHcH   H                H;~!HHH                HHHHOHYHNH  HYHЋEHH   H¾                H;0~!H0HH¾                UHcH   H                H;~!HHH                UHcH                   H; ~H H                HM`	HHYHJHHPYH(ЋEHcH                   H; ~H H                EHH   H¾                H;~!HHH¾                MHcH   H                H;~!HHH                MHcH   H                H;~!HHH                HHH       YHE YHOH  \YHNH  XXH^f(HЋEHcH                   H;p~HpH                EHH   H¾                H;~!HHH¾                MHcH   H                H;~!HHH                MHcH   H                H;~!HHH                HHHHOH  \YHNH  H  f(^P    XY@XH^HhHE EHcH                   H; ~H H                EHH   H¾                H;p~!HpHH¾                HJHHPHhXEHcH                   H; ~H H                EHH   H¾                H;p~!HpHH¾                HJHHPHhYY    YY\f(f_QXf(    Y    Xf(^^]8EHH   H¾                H;~!HHH¾                UHcH                   H;~HH                HJHHP    ^HHE  EHH   H¾                H;~!HHH¾                HPH8XEHH   H¾                H;~!HHH¾                HPH8YY    YY\f(f_QXf(    Y    XEHH   H¾                H;~!HHH¾                f(^^]HPHЋEHcH                   H;~HH                EHH   H¾                H;0~!H0HH¾                HJHHPH(\EHH   H¾                H;~!HHH¾                UHcH                   H;~HH                HJH  H  X^ \f(HP    YH  ЋEHH   H¾                H;~!HHH¾                UHcH                   H;~HH                    YHJH  _HPH  ЋEHcH                   H;x~HxH                EHH   H¾                H;x~!HxHH¾                MHcH   H                H;~!HHH                MHcH   H                H;~!HHH                HHH  HEh YYpHOH  ^XHEpHNH  YXf(H    YH  ЋEHH   H¾                H;x~!HxHH¾                UHcH   H                H;~!HHH                UHcH                   H;x~HxH                HMxHMpHH  Y_HJH  _HPH  ЋEHcH                   H;~HH                EHH   H¾                H;~!HHH¾                MHcH   H                H;~!HHH                MHcH   H                H;x~!HxHH                HHH  HOH  X    YHNH  ^\f(H    YH  ЋEHH   H¾                H;~!HHH¾                UHcH                   H;~HH                H@HJH  ]    Y_HPH  ЋEHH   H¾                H;~!HHH¾                Hh#HhH                   HPH8@XHЋEHcH                   H;~HH                EHH   H¾                H;~!HHH¾                MHcH   H                H; ~!H HH                MHcH   H                H;~!HHH                HHHHOHYHNH  HYHЋEHH   H¾                H;P~!HPHH¾                UHcH   H                H;~!HHH                UHcH                   H; ~H H                H   	HHYHJHHPYHHЋEHcH                   H;@~H@H                EHH   H¾                H;~!HHH¾                MHcH   H                H;~!HHH                MHcH   H                H;~!HHH                HHH       YHE YHOH  \YHNH  XXH^f(H8ЋEHcH                   H;~HH                EHH   H¾                H;~!HHH¾                MHcH   H                H;~!HHH                MHcH   H                H;~!HHH                HHHHOH  \YHNH  H  f(^P    XY@XH^HHE EHcH                   H;@~H@H                EHH   H¾                H;~!HHH¾                HJH8HPHXEHcH                   H;@~H@H                EHH   H¾                H;~!HHH¾                HJH8HPHYY    YY\f(f_QXf(    Y    Xf(^^]8EHH   H¾                H;~!HHH¾                UHcH                   H;~HH                HJHHP    ^HHE  EHH   H¾                H;~!HHH¾                HPH8XEHH   H¾                H;~!HHH¾                HPH8YY    YY\f(f_QXf(    Y    XEHH   H¾                H;~!HHH¾                f(^^]HPHЋEHcH                   H;~HH                EHH   H¾                H;P~!HPHH¾                HJHHPHH\pEHH   H¾                H;p~!HpHH¾                UHcH                   H;p~HpH                HJH  H  Xp^ \f(HP    YH  ЋEHH   H¾                H;p~!HpHH¾                UHcH                   H;p~HpH                    YHJH  _HPH  ЋEHcH                   H;h~HhH                EHH   H¾                H;h~!HhHH¾                MHcH   H                H;p~!HpHH                MHcH   H                H;~!HHH                HHH   H    YpYpHOH  ^XH   HNH  YXf(H    YH   ЋEHH   H¾                H;h~!HhHH¾                UHcH   H                H;~!HHH                UHcH                   H;h~HhH                H   H   HH  Y_HJH   _HPH   ЋEHcH                   H;~HH                EHH   H¾                H;~!HHH¾                MHcH   H                H;p~!HpHH                MHcH   H                H;h~!HhHH                HHH  HOH  Xp    YHNH   ^\f(H    YH  ЋEHH   H¾                H;~!HHH¾                UHcH                   H;~HH                H@HJH  ]    Y_HPH  ЋEHH   H¾                H;~!HHH¾                Hh
#HhH                   HPH8@PHЋEHH   H¾                H;~!HHH¾                HPH      _    ]    ^f(    \xEHH   H¾                H;~!HHH¾                HPH      \EHcH   Hھ                H; ~!H HHھ                x    Y    (    \f(    Y        X    \f(    Y        XYHS(^f(HЋEHcH                   H;~HH                EHH   H¾                H;~!HHH¾                MHcH   H                H; ~!H HH                MHcH   H                H;~!HHH                HHHHOHYHNH  HYHЋEHH   H¾                H;@~!H@HH¾                UHcH   H                H;~!HHH                UHcH                   H; ~H H                H   	HHYHJHHPYH8ЋEHH   H¾                H;~!HHH¾                HPH    YHEHH   H¾                H;0~!H0HH¾                UHcH                   H;~HH                HJH       YH   HPYH(ЋEHH   H¾                H;~!HHH¾                UHcH                   H;~HH                HJHPHHxH    EHcH                   H;0~H0H                EHH   H¾                H;~!HHH¾                HJH(HPHxXEHcH                   H;0~H0H                EHH   H¾                H;~!HHH¾                HJH(HPHxYY    YY\f(f_QXf(    Y    Xf(^^]8EHH   H¾                H;~!HHH¾                UHcH                   H;~HH                HJH  HPYHHH    EHH   H¾                H;~!HHH¾                HPH8XEHH   H¾                H;~!HHH¾                HPH8YY    YY\f(f_QXf(    Y    XEHH   H¾                H;~!HHH¾                f(^^]HPHЋEHcH                   H;~HH                EHH   H¾                H;@~!H@HH¾                HJHHPH8\xEHH   H¾                H;`~!H`HH¾                UHcH                   H;`~H`H                HJH(  H  Xx^ \f(HP    YH(  ЋEHH   H¾                H;`~!H`HH¾                UHcH                   H;`~H`H                    HJH(  _HPH(  ЋEHcH                   H;X~HXH                EHH   H¾                H;X~!HXHH¾                MHcH   H                H;`~!H`HH                MHcH   H                H;~!HHH                HHH0  H    YxYpHOH(  ^XH   HNH  YXf(H    YH0  ЋEHH   H¾                H;X~!HXHH¾                UHcH   H                H;~!HHH                UHcH                   H;X~HXH                H   H   HH  Y_HJH0  _HPH0  ЋEHcH                   H;~HH                EHH   H¾                H;~!HHH¾                MHcH   H                H;`~!H`HH                MHcH   H                H;X~!HXHH                HHH  HOH(  Xx    YHNH0  ^\f(H    YH  ЋEHH   H¾                H;~!HHH¾                UHcH                   H;~HH                H@HJH  ]f_HPH  ЋEHcH   H                H;P~!HPHH                ELcM   L¾                L;H~!HHHL¾                ELcM   LҾ                L;P~!HPHLҾ                ELcM   Lھ                L;H~!HHHLھ                ELcM   Lʾ                L;P~!HPHLʾ                EHcH   H                H;H~!HHHH                EHcH                   H;H~HHH                H HHHH   H  _LHLHHHH  HH I H   YLHL)HIH  H HHIH   YXLHL)HIH  H HH HHH   Y\^    f(]    _EHH   H¾                H;p~!HpHH¾                UHcH   H                H; ~!H HH                UHcH                   H;~HH                HHHH  HHHH  XHPYHhЋEHH   H¾                H;~!HHH¾                UHcH                   H; ~H H                HHHH  HPYH    EHH   H¾                H;~!HHH¾                HPHff/  EHH   H¾                H;~!HHH¾                HPH   f/      EHH   H¾                H;p~!HpHH¾                UHcH   Hھ                H;~!HHHھ                HPHh~    fW        \f(f(HSH^f(EEHH   H¾                H;@~!H@HH¾                UHcH   H                H;@~!H@HH                UHcH                   H;~HH                HH   f(Y    \f(YUHJH   YHPXH   ЋEHH   H¾                H;8~!H8HH¾                UHcH   H                H;8~!H8HH                UHcH                   H;~HH                HH   f(Y    \f(HJH   YHPXH      EHcH                   H;@~H@H                EHH   H¾                H;8~!H8HH¾                HJH   HPH   ^E	fEEHH   H¾                H;0~!H0HH¾                UHcH                   H;~HH                HJHHPYEH8  ЋEHH   H¾                H;(~!H(HH¾                UHcH                   H;~HH                HJHHPYEH@  ЋEHH   H¾                H; ~!H HH¾                UHcH                   H;~HH                HJHHPYEHH  ЋEHH   H¾                H;~!HHH¾                HPYEHP  ЋEHH   H¾                H;~!HHH¾                HPxYEHX  ЋEHH   H¾                H;~!HHH¾                HPpYEH`  ЋEHH   H¾                H;~!HHH¾                    f(YH  HPHP  ^ \_EHH   H¾                H;~!HHH¾                    f(YH  HPH`  ^ \_EHH   H¾                H;~!HHH¾                    H  HPHX  ^ \_EHcH                   H;~HH                EHH   H¾                H;~!HHH¾                HMh	HJHP  YYpf(^HUpHPH  YX EHcH                   H;~HH                EHH   H¾                H;~!HHH¾                H   	HJH`  YYpf(^H   HPH  YXEHcH                   H;~HH                EHH   H¾                H;~!HHH¾                H   	HJHX  YYpf(^H   HPH  YXEHH   H¾                H;~!HHH¾                HUxHUpHPH  Y__  EHH   H¾                H;~!HHH¾                H   H   HPH  Y__EHH   H¾                H;~!HHH¾                H   H   HPH  Y__EHH   H¾                H;~!HHH¾                HPH      ^x    EHH   H¾                H; ~!H HH¾                ^ Xxf(HP    ^Hh  ЋEHH   H¾                H;~!HHH¾                ^Xxf(HP    ^Hp  ЋEHH   H¾                H;~!HHH¾                ^Xxf(HP    ^Hx  ЋEHH   H¾                H;~!HHH¾                HPH       \xEHH   H¾                H;0~!H0HH¾                UHcH                   H;0~H0H                HJH8  HPYxH8  ЋEHH   H¾                H; ~!H HH¾                UHcH                   H; ~H H                HJHH  HPYxHH  ЋEHH   H¾                H;(~!H(HH¾                UHcH                   H;(~H(H                HJH@  HPYxH@  ЋEHH   H¾                H;~!HHH¾                UHcH                   H;~HH                HJHP  HPYxHP  ЋEHH   H¾                H;~!HHH¾                UHcH                   H;~HH                HJH`  HPYxH`  ЋEHH   H¾                H;~!HHH¾                UHcH                   H;~HH                HJHX  HPYxHX  D9et                EDe9H  H   9u H    H=|  ~#H    H|                  H    H={  #H    H|                  H    H    H|  Hi  HH    H    HHQ    fAH    H    H|  Hi  HHf   H    H=|  ~#H    H|                  H    H={  #H    H|                  H    H    H|  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8H    H    HH@HXHH    HPP    PXH    H    H|  Hi  HHHHY  H        H0HHHrHPHH)HHHH    H=|  ~#H    H|                  H    H={  #H    H|                  H    H    H|  Hi  H0  HH        fP    PH    H    H|  Hi  H0  HHHf   @ E    H  DE   MD9M  }u                EHH   H¾                H;E~HUHH¾                HPH  HH  EH    H=|  ~#H    H|                  H    H={  #H    H|                  H   HcH    H    H|  Hi  HH  H H9}AH    H    H|  Hi  HH  H HH                H    H    H|  Hi  HH  H H9~AH    H    H|  Hi  HH  H HH                H    H    H|  Hi  HH  H H~CH    H    H|  Hi  HH  H H                   H    H    H|  Hi  HH  H HCH    H    H|  Hi  HH  H H                   EHcH=    H    H|  Hi  HH  H H9}>H    H    H|  Hi  HH  H H                H=    H    H|  Hi  HH  H H9~>H    H    H|  Hi  HH  H H                H    H=|  ~#H    H|                  H    H={  #H    H|                  H   LcH=    H    H|  Hi  HH  H I9}AH    H    H|  Hi  HH  H HL¾                H=    H    H|  Hi  HH  H I9~AH    H    H|  Hi  HH  H HL¾                H=    H    H|  Hi  HH  H H~CH    H    H|  Hi  HH  H H                   H=    H    H|  Hi  HH  H HCH    H    H|  Hi  HH  H H                   EHcL    H    H|  Hi  LH  H H9}AH    H    H|  Hi  HH  H HH                L    H    H|  Hi  LH  H H9~AH    H    H|  Hi  HH  H HH                EHH   H¾                H; ~!H HH¾                L    L    I|  Mi  MI`  MH    L    I|  Mi  IIh  ML%    H    H|  Hi  LHø  HLKL    L    I|  Mi  MI  M LL    L    I|  Mi  MI  M IL;L    H=    H|  Hi  LHǀ  H?ILZHxHf(    YXH=    H    H|  Hi  HH`  H L    H=    H|  Hi  LHh  H?L    L    I|  Mi  MI  M IL7H=    H5    H|  Hi  HHƠ  H6IH=    H5    H|  Hi  HHƈ  H6HI<H5    H    H|  Hi  HH  HHHZ (  H    H=|  ~#H    H|                  H    H={  #H    H|                  H   HcH5    H    H|  Hi  HH  H H9}>H    H    H|  Hi  HH  H H                H5    H    H|  Hi  HH  H H9~>H    H    H|  Hi  HH  H H                H5    H    H|  Hi  HH  H H~CH    H    H|  Hi  HH  H H                   H5    H    H|  Hi  HH  H HCH    H    H|  Hi  HH  H H                   EHH=    H5    H|  Hi  HHƐ  H6H9}CH    H    H|  Hi  HH  HHH¾                H=    H5    H|  Hi  HHƘ  H6H9~CH    H    H|  Hi  HH  HHH¾                    H=    H5    H|  Hi  HH`  H6L    H=    H|  Hi  LHh  H?L    L    I|  Mi  MI  M ILH=    H    H|  Hi  HH   HIH=    H    H|  Hi  HH  HHI< H    H    H|  Hi  HH  H HHZ 9Mt                EMkH    H=}  ~#H    H}                  H    H=|  #H    H}                  H    H    H}  Hi  HH    H    HHQ    fAH    H    H}  Hi  HHf   H    H=}  ~#H    H}                  H    H=|  #H    H}                  H    H    H}  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    HP0    P8    fP<    P>H    H    H}  Hi  HHHH?  H        H0HHHrHPHH)HHHH    H=}  ~#H    H}                  H    H=|  #H    H}                  H    H    H}  Hi  H0  HH        fP    PH    H    H}  Hi  H0  HHHf   @ E    H  DE   MD9M  }u                EHH   H¾                H;E~HUHH¾                HPH  HH  EH    H=}  ~#H    H}                  H    H=|  #H    H}                  H   HcH    H    H}  Hi  HH  H H9}AH    H    H}  Hi  HH  H HH                H    H    H}  Hi  HH  H H9~AH    H    H}  Hi  HH  H HH                H    H    H}  Hi  HH  H H~CH    H    H}  Hi  HH  H H                   H    H    H}  Hi  HH  H HCH    H    H}  Hi  HH  H H                   EHcH=    H    H}  Hi  HH  H H9}>H    H    H}  Hi  HH  H H                H=    H    H}  Hi  HH  H H9~>H    H    H}  Hi  HH  H H                H    H=}  ~#H    H}                  H    H=|  #H    H}                  H   LcH=    H    H}  Hi  HH  H I9}AH    H    H}  Hi  HH  H HL¾                H=    H    H}  Hi  HH  H I9~AH    H    H}  Hi  HH  H HL¾                H=    H    H}  Hi  HH  H H~CH    H    H}  Hi  HH  H H                   H=    H    H}  Hi  HH  H HCH    H    H}  Hi  HH  H H                   EHcL    H    H}  Hi  LH  H H9}AH    H    H}  Hi  HH  H HH                L    H    H}  Hi  LH  H H9~AH    H    H}  Hi  HH  H HH                EHH   H¾                H;~!HHH¾                L    L    I}  Mi  MI`  MH    L    I}  Mi  IIh  ML%    H    H}  Hi  LHø  HLKL    L    I}  Mi  MI  M LL    L    I}  Mi  MI  M IL;L    H=    H}  Hi  LHǀ  H?ILZHxHf(    YXH=    H    H}  Hi  HH`  H L    H=    H}  Hi  LHh  H?L    L    I}  Mi  MI  M IL7H=    H5    H}  Hi  HHƠ  H6IH=    H5    H}  Hi  HHƈ  H6HI<H5    H    H}  Hi  HH  HHHZ (  H    H=}  ~#H    H}                  H    H=|  #H    H}                  H   HcH5    H    H}  Hi  HH  H H9}>H    H    H}  Hi  HH  H H                H5    H    H}  Hi  HH  H H9~>H    H    H}  Hi  HH  H H                H5    H    H}  Hi  HH  H H~CH    H    H}  Hi  HH  H H                   H5    H    H}  Hi  HH  H HCH    H    H}  Hi  HH  H H                   EHH=    H5    H}  Hi  HHƐ  H6H9}CH    H    H}  Hi  HH  HHH¾                H=    H5    H}  Hi  HHƘ  H6H9~CH    H    H}  Hi  HH  HHH¾                    H=    H5    H}  Hi  HH`  H6L    H=    H}  Hi  LHh  H?L    L    I}  Mi  MI  M ILH=    H    H}  Hi  HH   HIH=    H    H}  Hi  HH  HHI< H    H    H}  Hi  HH  H HHZ 9Mt                EMkH    H=~  ~#H    H~                  H    H=}  #H    H~                  H    H    H~  Hi  HH    H    HHQ    fAH    H    H~  Hi  HHf   H    H=~  ~#H    H~                  H    H=}  #H    H~                  H    H    H~  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    HP0    P8H    H    H~  Hi  HHHH9  H        H0HHHrHPHH)HHHH    H=~  ~#H    H~                  H    H=}  #H    H~                  H    H    H~  Hi  H0  HH        fP    PH    H    H~  Hi  H0  HHHf   @ E    H  DE   MD9M  }u                EHH   H¾                H;E~HUHH¾                HPH  HH  EH    H=~  ~#H    H~                  H    H=}  #H    H~                  H   HcH    H    H~  Hi  HH  H H9}AH    H    H~  Hi  HH  H HH                H    H    H~  Hi  HH  H H9~AH    H    H~  Hi  HH  H HH                H    H    H~  Hi  HH  H H~CH    H    H~  Hi  HH  H H                   H    H    H~  Hi  HH  H HCH    H    H~  Hi  HH  H H                   EHcH=    H    H~  Hi  HH  H H9}>H    H    H~  Hi  HH  H H                H=    H    H~  Hi  HH  H H9~>H    H    H~  Hi  HH  H H                H    H=~  ~#H    H~                  H    H=}  #H    H~                  H   LcH=    H    H~  Hi  HH  H I9}AH    H    H~  Hi  HH  H HL¾                H=    H    H~  Hi  HH  H I9~AH    H    H~  Hi  HH  H HL¾                H=    H    H~  Hi  HH  H H~CH    H    H~  Hi  HH  H H                   H=    H    H~  Hi  HH  H HCH    H    H~  Hi  HH  H H                   EHcL    H    H~  Hi  LH  H H9}AH    H    H~  Hi  HH  H HH                L    H    H~  Hi  LH  H H9~AH    H    H~  Hi  HH  H HH                EHH   H¾                H;0~!H0HH¾                L    L    I~  Mi  MI`  MH    L    I~  Mi  IIh  ML%    H    H~  Hi  LHø  HLKL    L    I~  Mi  MI  M LL    L    I~  Mi  MI  M IL;L    H=    H~  Hi  LHǀ  H?ILZHxH(f(    YXH=    H    H~  Hi  HH`  H L    H=    H~  Hi  LHh  H?L    L    I~  Mi  MI  M IL7H=    H5    H~  Hi  HHƠ  H6IH=    H5    H~  Hi  HHƈ  H6HI<H5    H    H~  Hi  HH  HHHZ (  H    H=~  ~#H    H~                  H    H=}  #H    H~                  H   HcH5    H    H~  Hi  HH  H H9}>H    H    H~  Hi  HH  H H                H5    H    H~  Hi  HH  H H9~>H    H    H~  Hi  HH  H H                H5    H    H~  Hi  HH  H H~CH    H    H~  Hi  HH  H H                   H5    H    H~  Hi  HH  H HCH    H    H~  Hi  HH  H H                   EHH=    H5    H~  Hi  HHƐ  H6H9}CH    H    H~  Hi  HH  HHH¾                H=    H5    H~  Hi  HHƘ  H6H9~CH    H    H~  Hi  HH  HHH¾                    H=    H5    H~  Hi  HH`  H6L    H=    H~  Hi  LHh  H?L    L    I~  Mi  MI  M ILH=    H    H~  Hi  HH   HIH=    H    H~  Hi  HH  HHI< H    H    H~  Hi  HH  H HHZ 9Mt                EMkH    H=  ~#H    H                  H    H=~  #H    H                  H    H    H  Hi  HH    H    HHQ    fAH    H    H  Hi  HHf   H    H=  ~#H    H                  H    H=~  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    HP0    P8H    H    H  Hi  HHHH9  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=~  #H    H                  H    H    H  Hi  H0  HH        fP    PH    H    H  Hi  H0  HHHf   @ E    H  DE   MD9M  }u                EHH   H¾                H;E~HUHH¾                HPH  HH  EH    H=  ~#H    H                  H    H=~  #H    H                  H   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH=    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H=    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H=  ~#H    H                  H    H=~  #H    H                  H   LcH=    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H=    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcL    H    H  Hi  LH  H H9}AH    H    H  Hi  HH  H HH                L    H    H  Hi  LH  H H9~AH    H    H  Hi  HH  H HH                EHH   H¾                H;P~!HPHH¾                L    L    I  Mi  MI`  MH    L    I  Mi  IIh  ML%    H    H  Hi  LHø  HLKL    L    I  Mi  MI  M LL    L    I  Mi  MI  M IL;L    H=    H  Hi  LHǀ  H?ILZHxHHf(    YXH=    H    H  Hi  HH`  H L    H=    H  Hi  LHh  H?L    L    I  Mi  MI  M IL7H=    H5    H  Hi  HHƠ  H6IH=    H5    H  Hi  HHƈ  H6HI<H5    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=~  #H    H                  H   HcH5    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H5    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH=    H5    H  Hi  HHƐ  H6H9}CH    H    H  Hi  HH  HHH¾                H=    H5    H  Hi  HHƘ  H6H9~CH    H    H  Hi  HH  HHH¾                    H=    H5    H  Hi  HH`  H6L    H=    H  Hi  LHh  H?L    L    I  Mi  MI  M ILH=    H    H  Hi  HH   HIH=    H    H  Hi  HH  HHI< H    H    H  Hi  HH  H HHZ 9Mt                EMkH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HH    H    HHQ    fAH    H    H  Hi  HHf   H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    HP0    P8H    H    H  Hi  HHHH<  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HH        fP    PH    H    H  Hi  H0  HHHf   @ E    H  DE   MD9M  }u                EHH   H¾                H;E~HUHH¾                HPH  HH  EH    H=  ~#H    H                  H    H=  #H    H                  H   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH=    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H=    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H=  ~#H    H                  H    H=  #H    H                  H   LcH=    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H=    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcL    H    H  Hi  LH  H H9}AH    H    H  Hi  HH  H HH                L    H    H  Hi  LH  H H9~AH    H    H  Hi  HH  H HH                EHH   H¾                H;@~!H@HH¾                L    L    I  Mi  MI`  MH    L    IÀ  Mi  IIh  ML%    H    HÀ  Hi  LHø  HLKL    L    I  Mi  MI  M LL    L    I  Mi  MI  M IL;L    H=    Hǀ  Hi  LHǀ  H?ILZHxH8f(    YXH=    H    H  Hi  HH`  H L    H=    Hǀ  Hi  LHh  H?L    L    I  Mi  MI  M IL7H=    H5    Hƀ  Hi  HHƠ  H6IH=    H5    Hƀ  Hi  HHƈ  H6HI<H5    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H   HcH5    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H5    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH=    H5    Hƀ  Hi  HHƐ  H6H9}CH    H    H  Hi  HH  HHH¾                H=    H5    Hƀ  Hi  HHƘ  H6H9~CH    H    H  Hi  HH  HHH¾                    H=    H5    Hƀ  Hi  HH`  H6L    H=    Hǀ  Hi  LHh  H?L    L    I  Mi  MI  M ILH=    H    H  Hi  HH   HIH=    H    H  Hi  HH  HHI< H    H    H  Hi  HH  H HHZ 9Mt                EMkH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HH    H    HHQ    fAH    H    H  Hi  HHf   H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8H    HP@H    H    H  Hi  HHHHH  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HHP    H    H    H  Hi  H0  HHH     f@  E    H  DE   MD9M  }u                EHH   H¾                H;E~HUHH¾                HPH  HH  EH    H=  ~#H    H                  H    H=  #H    H                  H   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH=    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H=    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H=  ~#H    H                  H    H=  #H    H                  H   LcH=    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H=    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcL    H    H  Hi  LH  H H9}AH    H    H  Hi  HH  H HH                L    H    H  Hi  LH  H H9~AH    H    H  Hi  HH  H HH                EHH   H¾                H;~!HHH¾                L    L    I  Mi  MI`  MH    L    IÁ  Mi  IIh  ML%    H    HÁ  Hi  LHø  HLKL    L    I  Mi  MI  M LL    L    I  Mi  MI  M IL;L    H=    Hǁ  Hi  LHǀ  H?ILZHxHf(    YXH=    H    H  Hi  HH`  H L    H=    Hǁ  Hi  LHh  H?L    L    I  Mi  MI  M IL7H=    H5    HƁ  Hi  HHƠ  H6IH=    H5    HƁ  Hi  HHƈ  H6HI<H5    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H   HcH5    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H5    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH=    H5    HƁ  Hi  HHƐ  H6H9}CH    H    H  Hi  HH  HHH¾                H=    H5    HƁ  Hi  HHƘ  H6H9~CH    H    H  Hi  HH  HHH¾                    H=    H5    HƁ  Hi  HH`  H6L    H=    Hǁ  Hi  LHh  H?L    L    I  Mi  MI  M ILH=    H    H  Hi  HH   HIH=    H    H  Hi  HH  HHI< H    H    H  Hi  HH  H HHZ 9Mt                EMkH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HH    H    HHQ    fAH    H    H  Hi  HHf   H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHXH    HP     P(    P,H    H    H  Hi  HHHH-  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HHP    H    H    H  Hi  H0  HHH     f@  E    H  DE   MD9M  }u                EHH   H¾                H;E~HUHH¾                HPH  HH  EH    H=  ~#H    H                  H    H=  #H    H                  H   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH=    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H=    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H=  ~#H    H                  H    H=  #H    H                  H   LcH=    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H=    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcL    H    H  Hi  LH  H H9}AH    H    H  Hi  HH  H HH                L    H    H  Hi  LH  H H9~AH    H    H  Hi  HH  H HH                EHH   H¾                H;~!HHH¾                L    L    I  Mi  MI`  MH    L    IÂ  Mi  IIh  ML%    H    HÂ  Hi  LHø  HLKL    L    I  Mi  MI  M LL    L    I  Mi  MI  M IL;L    H=    Hǂ  Hi  LHǀ  H?ILZHxHf(    YXH=    H    H  Hi  HH`  H L    H=    Hǂ  Hi  LHh  H?L    L    I  Mi  MI  M IL7H=    H5    HƂ  Hi  HHƠ  H6IH=    H5    HƂ  Hi  HHƈ  H6HI<H5    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H   HcH5    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H5    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH=    H5    HƂ  Hi  HHƐ  H6H9}CH    H    H  Hi  HH  HHH¾                H=    H5    HƂ  Hi  HHƘ  H6H9~CH    H    H  Hi  HH  HHH¾                    H=    H5    HƂ  Hi  HH`  H6L    H=    Hǂ  Hi  LHh  H?L    L    I  Mi  MI  M ILH=    H    H  Hi  HH   HIH=    H    H  Hi  HH  HHI< H    H    H  Hi  HH  H HHZ 9Mt                EMkH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HH    H    HHQ    fAH    H    H  Hi  HHf   H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHX    P     fP$H    H    H  Hi  HHHH&  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HHP    H    H    H  Hi  H0  HHH     f@  E    H  DE   MD9M  }u                EHH   H¾                H;E~HUHH¾                HPH  HH  EH    H=  ~#H    H                  H    H=  #H    H                  H   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH=    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H=    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H=  ~#H    H                  H    H=  #H    H                  H   LcH=    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H=    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcL    H    H  Hi  LH  H H9}AH    H    H  Hi  HH  H HH                L    H    H  Hi  LH  H H9~AH    H    H  Hi  HH  H HH                EHH   H¾                H;~!HHH¾                L    L    I  Mi  MI`  MH    L    IÃ  Mi  IIh  ML%    H    HÃ  Hi  LHø  HLKL    L    I  Mi  MI  M LL    L    I  Mi  MI  M IL;L    H=    Hǃ  Hi  LHǀ  H?ILZHxHf(    YXH=    H    H  Hi  HH`  H L    H=    Hǃ  Hi  LHh  H?L    L    I  Mi  MI  M IL7H=    H5    Hƃ  Hi  HHƠ  H6IH=    H5    Hƃ  Hi  HHƈ  H6HI<H5    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H   HcH5    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H5    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH=    H5    Hƃ  Hi  HHƐ  H6H9}CH    H    H  Hi  HH  HHH¾                H=    H5    Hƃ  Hi  HHƘ  H6H9~CH    H    H  Hi  HH  HHH¾                    H=    H5    Hƃ  Hi  HH`  H6L    H=    Hǃ  Hi  LHh  H?L    L    I  Mi  MI  M ILH=    H    H  Hi  HH   HIH=    H    H  Hi  HH  HHI< H    H    H  Hi  HH  H HHZ 9Mt                EMkH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HH    H    HHQ    fAH    H    H  Hi  HHf   H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHX    P     fP$H    H    H  Hi  HHHH&  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HHP    H    H    H  Hi  H0  HHH     f@  E    H  DE   MD9M  }u                EHH   H¾                H;E~HUHH¾                HPH  HH  EH    H=  ~#H    H                  H    H=  #H    H                  H   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH=    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H=    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H=  ~#H    H                  H    H=  #H    H                  H   LcH=    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H=    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcL    H    H  Hi  LH  H H9}AH    H    H  Hi  HH  H HH                L    H    H  Hi  LH  H H9~AH    H    H  Hi  HH  H HH                EHH   H¾                H;~!HHH¾                L    L    I  Mi  MI`  MH    L    IÄ  Mi  IIh  ML%    H    HÄ  Hi  LHø  HLKL    L    I  Mi  MI  M LL    L    I  Mi  MI  M IL;L    H=    HǄ  Hi  LHǀ  H?ILZHxHf(    YXH=    H    H  Hi  HH`  H L    H=    HǄ  Hi  LHh  H?L    L    I  Mi  MI  M IL7H=    H5    HƄ  Hi  HHƠ  H6IH=    H5    HƄ  Hi  HHƈ  H6HI<H5    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H   HcH5    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H5    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH=    H5    HƄ  Hi  HHƐ  H6H9}CH    H    H  Hi  HH  HHH¾                H=    H5    HƄ  Hi  HHƘ  H6H9~CH    H    H  Hi  HH  HHH¾                    H=    H5    HƄ  Hi  HH`  H6L    H=    HǄ  Hi  LHh  H?L    L    I  Mi  MI  M ILH=    H    H  Hi  HH   HIH=    H    H  Hi  HH  HHI< H    H    H  Hi  HH  H HHZ 9Mt                EMkH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HH    H    HHQ    fAH    H    H  Hi  HHf   H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHX    P     fP$H    H    H  Hi  HHHH&  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HHP    H    H    H  Hi  H0  HHH     f@  E    H  DE   MD9M  }u                EHH   H¾                H;E~HUHH¾                HPH  HH  EH    H=  ~#H    H                  H    H=  #H    H                  H   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH=    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H=    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H=  ~#H    H                  H    H=  #H    H                  H   LcH=    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H=    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcL    H    H  Hi  LH  H H9}AH    H    H  Hi  HH  H HH                L    H    H  Hi  LH  H H9~AH    H    H  Hi  HH  H HH                EHH   H¾                H;~!HHH¾                L    L    I  Mi  MI`  MH    L    IÅ  Mi  IIh  ML%    H    HÅ  Hi  LHø  HLKL    L    I  Mi  MI  M LL    L    I  Mi  MI  M IL;L    H=    Hǅ  Hi  LHǀ  H?ILZHxHf(    YXH=    H    H  Hi  HH`  H L    H=    Hǅ  Hi  LHh  H?L    L    I  Mi  MI  M IL7H=    H5    Hƅ  Hi  HHƠ  H6IH=    H5    Hƅ  Hi  HHƈ  H6HI<H5    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H   HcH5    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H5    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH=    H5    Hƅ  Hi  HHƐ  H6H9}CH    H    H  Hi  HH  HHH¾                H=    H5    Hƅ  Hi  HHƘ  H6H9~CH    H    H  Hi  HH  HHH¾                    H=    H5    Hƅ  Hi  HH`  H6L    H=    Hǅ  Hi  LHh  H?L    L    I  Mi  MI  M ILH=    H    H  Hi  HH   HIH=    H    H  Hi  HH  HHI< H    H    H  Hi  HH  H HHZ 9Mt                EMkH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HH    H    HHQ    AH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHXH    HP H    H    H  Hi  HHHH(  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HH        PH    H    H  Hi  H0  HHH     @ E    H  DE   MD9M  }u                EHH   H¾                H;E~HUHH¾                HPH  HH  EH    H=  ~#H    H                  H    H=  #H    H                  H   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH=    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H=    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H=  ~#H    H                  H    H=  #H    H                  H   LcH=    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H=    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcL    H    H  Hi  LH  H H9}AH    H    H  Hi  HH  H HH                L    H    H  Hi  LH  H H9~AH    H    H  Hi  HH  H HH                EHH   H¾                H;`~!H`HH¾                L    L    I  Mi  MI`  MH    L    IÆ  Mi  IIh  ML%    H    HÆ  Hi  LHø  HLKL    L    I  Mi  MI  M LL    L    I  Mi  MI  M IL;L    H=    Hǆ  Hi  LHǀ  H?ILZHxHXf(    YXH=    H    H  Hi  HH`  H L    H=    Hǆ  Hi  LHh  H?L    L    I  Mi  MI  M IL7H=    H5    HƆ  Hi  HHƠ  H6IH=    H5    HƆ  Hi  HHƈ  H6HI<H5    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H   HcH5    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H5    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH=    H5    HƆ  Hi  HHƐ  H6H9}CH    H    H  Hi  HH  HHH¾                H=    H5    HƆ  Hi  HHƘ  H6H9~CH    H    H  Hi  HH  HHH¾                    H=    H5    HƆ  Hi  HH`  H6L    H=    Hǆ  Hi  LHh  H?L    L    I  Mi  MI  M ILH=    H    H  Hi  HH   HIH=    H    H  Hi  HH  HHI< H    H    H  Hi  HH  H HHZ 9Mt                EMkH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HH    H    HHQ    AH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHX    P     fP$    P&H    H    H  Hi  HHHH'  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HH        PH    H    H  Hi  H0  HHH     @ E    H  DE   MD9M  }u                EHH   H¾                H;E~HUHH¾                HPH  HH  EH    H=  ~#H    H                  H    H=  #H    H                  H   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH=    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H=    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H=  ~#H    H                  H    H=  #H    H                  H   LcH=    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H=    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcL    H    H  Hi  LH  H H9}AH    H    H  Hi  HH  H HH                L    H    H  Hi  LH  H H9~AH    H    H  Hi  HH  H HH                EHH   H¾                H;~!HHH¾                L    L    I  Mi  MI`  MH    L    IÇ  Mi  IIh  ML%    H    HÇ  Hi  LHø  HLKL    L    I  Mi  MI  M LL    L    I  Mi  MI  M IL;L    H=    HǇ  Hi  LHǀ  H?ILZHxHxf(    YXH=    H    H  Hi  HH`  H L    H=    HǇ  Hi  LHh  H?L    L    I  Mi  MI  M IL7H=    H5    HƇ  Hi  HHƠ  H6IH=    H5    HƇ  Hi  HHƈ  H6HI<H5    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H   HcH5    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H5    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH=    H5    HƇ  Hi  HHƐ  H6H9}CH    H    H  Hi  HH  HHH¾                H=    H5    HƇ  Hi  HHƘ  H6H9~CH    H    H  Hi  HH  HHH¾                    H=    H5    HƇ  Hi  HH`  H6L    H=    HǇ  Hi  LHh  H?L    L    I  Mi  MI  M ILH=    H    H  Hi  HH   HIH=    H    H  Hi  HH  HHI< H    H    H  Hi  HH  H HHZ 9Mt                EMkH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HH    H    HHQ    AH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHX    P     fP$    P&H    H    H  Hi  HHHH'  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HH        PH    H    H  Hi  H0  HHH     @ E    H  DE   MD9M  }u                EHH   H¾                H;E~HUHH¾                HPH  HH  EH    H=  ~#H    H                  H    H=  #H    H                  H   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH=    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H=    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H=  ~#H    H                  H    H=  #H    H                  H   LcH=    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H=    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcL    H    H  Hi  LH  H H9}AH    H    H  Hi  HH  H HH                L    H    H  Hi  LH  H H9~AH    H    H  Hi  HH  H HH                EHH   H¾                H;p~!HpHH¾                L    L    I  Mi  MI`  MH    L    IÈ  Mi  IIh  ML%    H    HÈ  Hi  LHø  HLKL    L    I  Mi  MI  M LL    L    I  Mi  MI  M IL;L    H=    Hǈ  Hi  LHǀ  H?ILZHxHhf(    YXH=    H    H  Hi  HH`  H L    H=    Hǈ  Hi  LHh  H?L    L    I  Mi  MI  M IL7H=    H5    Hƈ  Hi  HHƠ  H6IH=    H5    Hƈ  Hi  HHƈ  H6HI<H5    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H   HcH5    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H5    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH=    H5    Hƈ  Hi  HHƐ  H6H9}CH    H    H  Hi  HH  HHH¾                H=    H5    Hƈ  Hi  HHƘ  H6H9~CH    H    H  Hi  HH  HHH¾                    H=    H5    Hƈ  Hi  HH`  H6L    H=    Hǈ  Hi  LHh  H?L    L    I  Mi  MI  M ILH=    H    H  Hi  HH   HIH=    H    H  Hi  HH  HHI< H    H    H  Hi  HH  H HHZ 9Mt                EMkH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HH    H    HHQ    AH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHX    P     fP$    P&H    H    H  Hi  HHHH'  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HH        PH    H    H  Hi  H0  HHH     @ E    H  DE   MD9M  }u                EHH   H¾                H;E~HUHH¾                HPH  HH  EH    H=  ~#H    H                  H    H=  #H    H                  H   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH=    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H=    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H=  ~#H    H                  H    H=  #H    H                  H   LcH=    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H=    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcL    H    H  Hi  LH  H H9}AH    H    H  Hi  HH  H HH                L    H    H  Hi  LH  H H9~AH    H    H  Hi  HH  H HH                EHH   H¾                H;~!HHH¾                L    L    I  Mi  MI`  MH    L    IÉ  Mi  IIh  ML%    H    HÉ  Hi  LHø  HLKL    L    I  Mi  MI  M LL    L    I  Mi  MI  M IL;L    H=    Hǉ  Hi  LHǀ  H?ILZHxHf(    YXH=    H    H  Hi  HH`  H L    H=    Hǉ  Hi  LHh  H?L    L    I  Mi  MI  M IL7H=    H5    HƉ  Hi  HHƠ  H6IH=    H5    HƉ  Hi  HHƈ  H6HI<H5    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H   HcH5    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H5    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH=    H5    HƉ  Hi  HHƐ  H6H9}CH    H    H  Hi  HH  HHH¾                H=    H5    HƉ  Hi  HHƘ  H6H9~CH    H    H  Hi  HH  HHH¾                    H=    H5    HƉ  Hi  HH`  H6L    H=    Hǉ  Hi  LHh  H?L    L    I  Mi  MI  M ILH=    H    H  Hi  HH   HIH=    H    H  Hi  HH  HHI< H    H    H  Hi  HH  H HHZ 9Mt                EMkH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HH    H    HHQ    AH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHXH    HP     P(    fP,H    H    H  Hi  HHHH.  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HHP    H    H    H  Hi  H0  HHH     f@  E    H  DE   MD9M  }u                EHH   H¾                H;E~HUHH¾                HPH  HH  EH    H=  ~#H    H                  H    H=  #H    H                  H   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH=    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H=    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H=  ~#H    H                  H    H=  #H    H                  H   LcH=    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H=    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcL    H    H  Hi  LH  H H9}AH    H    H  Hi  HH  H HH                L    H    H  Hi  LH  H H9~AH    H    H  Hi  HH  H HH                EHH   H¾                H;~!HHH¾                L    L    I  Mi  MI`  MH    L    IÊ  Mi  IIh  ML%    H    HÊ  Hi  LHø  HLKL    L    I  Mi  MI  M LL    L    I  Mi  MI  M IL;L    H=    HǊ  Hi  LHǀ  H?ILZHxHf(    YXH=    H    H  Hi  HH`  H L    H=    HǊ  Hi  LHh  H?L    L    I  Mi  MI  M IL7H=    H5    HƊ  Hi  HHƠ  H6IH=    H5    HƊ  Hi  HHƈ  H6HI<H5    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H   HcH5    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H5    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH=    H5    HƊ  Hi  HHƐ  H6H9}CH    H    H  Hi  HH  HHH¾                H=    H5    HƊ  Hi  HHƘ  H6H9~CH    H    H  Hi  HH  HHH¾                    H=    H5    HƊ  Hi  HH`  H6L    H=    HǊ  Hi  LHh  H?L    L    I  Mi  MI  M ILH=    H    H  Hi  HH   HIH=    H    H  Hi  HH  HHI< H    H    H  Hi  HH  H HHZ 9Mt                EMkH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HH    H    HHQ    AH    H    H  Hi  HHf   @ H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8H    H    HH@HXH    PP    fPTH    H    H  Hi  HHHHV  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HH        PH    H    H  Hi  H0  HHH     @ E    H  DE   MD9M  }u                EHH   H¾                H;E~HUHH¾                HPH  HH  EH    H=  ~#H    H                  H    H=  #H    H                  H   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH=    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H=    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H=  ~#H    H                  H    H=  #H    H                  H   LcH=    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H=    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcL    H    H  Hi  LH  H H9}AH    H    H  Hi  HH  H HH                L    H    H  Hi  LH  H H9~AH    H    H  Hi  HH  H HH                EHH   H¾                H;~!HHH¾                L    L    I  Mi  MI`  MH    L    IË  Mi  IIh  ML%    H    HË  Hi  LHø  HLKL    L    I  Mi  MI  M LL    L    I  Mi  MI  M IL;L    H=    Hǋ  Hi  LHǀ  H?ILZHxHf(    YXH=    H    H  Hi  HH`  H L    H=    Hǋ  Hi  LHh  H?L    L    I  Mi  MI  M IL7H=    H5    HƋ  Hi  HHƠ  H6IH=    H5    HƋ  Hi  HHƈ  H6HI<H5    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H   HcH5    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H5    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH=    H5    HƋ  Hi  HHƐ  H6H9}CH    H    H  Hi  HH  HHH¾                H=    H5    HƋ  Hi  HHƘ  H6H9~CH    H    H  Hi  HH  HHH¾                    H=    H5    HƋ  Hi  HH`  H6L    H=    Hǋ  Hi  LHh  H?L    L    I  Mi  MI  M ILH=    H    H  Hi  HH   HIH=    H    H  Hi  HH  HHI< H    H    H  Hi  HH  H HHZ 9Mt                EMkH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HH    H    HHQ    AH    H    H  Hi  HHf   @ H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    HP0    P8    P<H    H    H  Hi  HHHH=  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HH        PH    H    H  Hi  H0  HHH     @ E    H  DE   MD9M  }u                EHH   H¾                H;E~HUHH¾                HPH  HH  EH    H=  ~#H    H                  H    H=  #H    H                  H   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH=    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H=    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H=  ~#H    H                  H    H=  #H    H                  H   LcH=    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H=    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcL    H    H  Hi  LH  H H9}AH    H    H  Hi  HH  H HH                L    H    H  Hi  LH  H H9~AH    H    H  Hi  HH  H HH                EHH   H¾                H; ~!H HH¾                L    L    I  Mi  MI`  MH    L    IÌ  Mi  IIh  ML%    H    HÌ  Hi  LHø  HLKL    L    I  Mi  MI  M LL    L    I  Mi  MI  M IL;L    H=    Hǌ  Hi  LHǀ  H?ILZHxHf(    YXH=    H    H  Hi  HH`  H L    H=    Hǌ  Hi  LHh  H?L    L    I  Mi  MI  M IL7H=    H5    Hƌ  Hi  HHƠ  H6IH=    H5    Hƌ  Hi  HHƈ  H6HI<H5    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H   HcH5    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H5    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH=    H5    Hƌ  Hi  HHƐ  H6H9}CH    H    H  Hi  HH  HHH¾                H=    H5    Hƌ  Hi  HHƘ  H6H9~CH    H    H  Hi  HH  HHH¾                    H=    H5    Hƌ  Hi  HH`  H6L    H=    Hǌ  Hi  LHh  H?L    L    I  Mi  MI  M ILH=    H    H  Hi  HH   HIH=    H    H  Hi  HH  HHI< H    H    H  Hi  HH  H HHZ 9Mt                EMkH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HH    H    HHQ    AH    H    H  Hi  HHf   @ H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    HP0    P8H    H    H  Hi  HHHH9  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HH        PH    H    H  Hi  H0  HHH     @ E    H  DE   MD9M  }u                EHH   H¾                H;E~HUHH¾                HPH  HH  EH    H=  ~#H    H                  H    H=  #H    H                  H   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH=    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H=    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H=  ~#H    H                  H    H=  #H    H                  H   LcH=    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H=    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcL    H    H  Hi  LH  H H9}AH    H    H  Hi  HH  H HH                L    H    H  Hi  LH  H H9~AH    H    H  Hi  HH  H HH                EHH   H¾                H; ~!H HH¾                L    L    I  Mi  MI`  MH    L    IÍ  Mi  IIh  ML%    H    HÍ  Hi  LHø  HLKL    L    I  Mi  MI  M LL    L    I  Mi  MI  M IL;L    H=    HǍ  Hi  LHǀ  H?ILZHxHf(    YXH=    H    H  Hi  HH`  H L    H=    HǍ  Hi  LHh  H?L    L    I  Mi  MI  M IL7H=    H5    Hƍ  Hi  HHƠ  H6IH=    H5    Hƍ  Hi  HHƈ  H6HI<H5    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H   HcH5    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H5    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH=    H5    Hƍ  Hi  HHƐ  H6H9}CH    H    H  Hi  HH  HHH¾                H=    H5    Hƍ  Hi  HHƘ  H6H9~CH    H    H  Hi  HH  HHH¾                    H=    H5    Hƍ  Hi  HH`  H6L    H=    HǍ  Hi  LHh  H?L    L    I  Mi  MI  M ILH=    H    H  Hi  HH   HIH=    H    H  Hi  HH  HHI< H    H    H  Hi  HH  H HHZ 9Mt                EMkH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HH    H    HHQ    AH    H    H  Hi  HHf   @ H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    HP0    P8H    H    H  Hi  HHHH<  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HH        PH    H    H  Hi  H0  HHH     @ E    H  DE   MD9M  }u                EHH   H¾                H;E~HUHH¾                HPH  HH  EH    H=  ~#H    H                  H    H=  #H    H                  H   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH=    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H=    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H=  ~#H    H                  H    H=  #H    H                  H   LcH=    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H=    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcL    H    H  Hi  LH  H H9}AH    H    H  Hi  HH  H HH                L    H    H  Hi  LH  H H9~AH    H    H  Hi  HH  H HH                EHH   H¾                H;@~!H@HH¾                L    L    I  Mi  MI`  MH    L    IÎ  Mi  IIh  ML%    H    HÎ  Hi  LHø  HLKL    L    I  Mi  MI  M LL    L    I  Mi  MI  M IL;L    H=    Hǎ  Hi  LHǀ  H?ILZHxH8f(    YXH=    H    H  Hi  HH`  H L    H=    Hǎ  Hi  LHh  H?L    L    I  Mi  MI  M IL7H=    H5    HƎ  Hi  HHƠ  H6IH=    H5    HƎ  Hi  HHƈ  H6HI<H5    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H   HcH5    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H5    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH=    H5    HƎ  Hi  HHƐ  H6H9}CH    H    H  Hi  HH  HHH¾                H=    H5    HƎ  Hi  HHƘ  H6H9~CH    H    H  Hi  HH  HHH¾                    H=    H5    HƎ  Hi  HH`  H6L    H=    Hǎ  Hi  LHh  H?L    L    I  Mi  MI  M ILH=    H    H  Hi  HH   HIH=    H    H  Hi  HH  HHI< H    H    H  Hi  HH  H HHZ 9Mt                EMkH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HH    H    HHQ    AH    H    H  Hi  HHf   @ H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHX    P     P$H    H    H  Hi  HHHH%  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HH        PH    H    H  Hi  H0  HHH     @ E    H  DE   MD9M  }u                EHH   H¾                H;E~HUHH¾                HPH  HH  EH    H=  ~#H    H                  H    H=  #H    H                  H   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH=    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H=    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H=  ~#H    H                  H    H=  #H    H                  H   LcH=    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H=    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcL    H    H  Hi  LH  H H9}AH    H    H  Hi  HH  H HH                L    H    H  Hi  LH  H H9~AH    H    H  Hi  HH  H HH                EHH   H¾                H;0~!H0HH¾                L    L    I  Mi  MI`  MH    L    IÏ  Mi  IIh  ML%    H    HÏ  Hi  LHø  HLKL    L    I  Mi  MI  M LL    L    I  Mi  MI  M IL;L    H=    HǏ  Hi  LHǀ  H?ILZHxH(f(    YXH=    H    H  Hi  HH`  H L    H=    HǏ  Hi  LHh  H?L    L    I  Mi  MI  M IL7H=    H5    HƏ  Hi  HHƠ  H6IH=    H5    HƏ  Hi  HHƈ  H6HI<H5    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H   HcH5    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H5    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH=    H5    HƏ  Hi  HHƐ  H6H9}CH    H    H  Hi  HH  HHH¾                H=    H5    HƏ  Hi  HHƘ  H6H9~CH    H    H  Hi  HH  HHH¾                    H=    H5    HƏ  Hi  HH`  H6L    H=    HǏ  Hi  LHh  H?L    L    I  Mi  MI  M ILH=    H    H  Hi  HH   HIH=    H    H  Hi  HH  HHI< H    H    H  Hi  HH  H HHZ 9Mt                EMkH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HH    H    HHQ    AH    H    H  Hi  HHf   @ H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8H    H    HH@HXHH    HPP    fPXH    H    H  Hi  HHHHZ  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HH        PH    H    H  Hi  H0  HHH     @ E    H  DE   MD9M  }u                EHH   H¾                H;E~HUHH¾                HPH  HH  EH    H=  ~#H    H                  H    H=  #H    H                  H   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH=    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H=    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H=  ~#H    H                  H    H=  #H    H                  H   LcH=    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H=    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcL    H    H  Hi  LH  H H9}AH    H    H  Hi  HH  H HH                L    H    H  Hi  LH  H H9~AH    H    H  Hi  HH  H HH                EHH   H¾                H;`~!H`HH¾                L    L    I  Mi  MI`  MH    L    IÐ  Mi  IIh  ML%    H    HÐ  Hi  LHø  HLKL    L    I  Mi  MI  M LL    L    I  Mi  MI  M IL;L    H=    Hǐ  Hi  LHǀ  H?ILZHxHXf(    YXH=    H    H  Hi  HH`  H L    H=    Hǐ  Hi  LHh  H?L    L    I  Mi  MI  M IL7H=    H5    HƐ  Hi  HHƠ  H6IH=    H5    HƐ  Hi  HHƈ  H6HI<H5    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H   HcH5    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H5    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH=    H5    HƐ  Hi  HHƐ  H6H9}CH    H    H  Hi  HH  HHH¾                H=    H5    HƐ  Hi  HHƘ  H6H9~CH    H    H  Hi  HH  HHH¾                    H=    H5    HƐ  Hi  HH`  H6L    H=    Hǐ  Hi  LHh  H?L    L    I  Mi  MI  M ILH=    H    H  Hi  HH   HIH=    H    H  Hi  HH  HHI< H    H    H  Hi  HH  H HHZ 9Mt                EMkH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HH    H    HHQ    AH    H    H  Hi  HHf   @ H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8H    H    H  Hi  HHHH@  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HH        PH    H    H  Hi  H0  HHH     @ E    H  DE   MD9M  }u                EHH   H¾                H;E~HUHH¾                HPH  HH  EH    H=  ~#H    H                  H    H=  #H    H                  H   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH=    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H=    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H=  ~#H    H                  H    H=  #H    H                  H   LcH=    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H=    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcL    H    H  Hi  LH  H H9}AH    H    H  Hi  HH  H HH                L    H    H  Hi  LH  H H9~AH    H    H  Hi  HH  H HH                EHH   H¾                H;P~!HPHH¾                L    L    I  Mi  MI`  MH    L    IÑ  Mi  IIh  ML%    H    HÑ  Hi  LHø  HLKL    L    I  Mi  MI  M LL    L    I  Mi  MI  M IL;L    H=    HǑ  Hi  LHǀ  H?ILZHxHHf(    YXH=    H    H  Hi  HH`  H L    H=    HǑ  Hi  LHh  H?L    L    I  Mi  MI  M IL7H=    H5    HƑ  Hi  HHƠ  H6IH=    H5    HƑ  Hi  HHƈ  H6HI<H5    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H   HcH5    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H5    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH=    H5    HƑ  Hi  HHƐ  H6H9}CH    H    H  Hi  HH  HHH¾                H=    H5    HƑ  Hi  HHƘ  H6H9~CH    H    H  Hi  HH  HHH¾                    H=    H5    HƑ  Hi  HH`  H6L    H=    HǑ  Hi  LHh  H?L    L    I  Mi  MI  M ILH=    H    H  Hi  HH   HIH=    H    H  Hi  HH  HHI< H    H    H  Hi  HH  H HHZ 9Mt                EMkH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HH    H    HHQ    AH    H    H  Hi  HHf   @ H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    HP0    fP8H    H    H  Hi  HHHH:  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HH        PH    H    H  Hi  H0  HHH     @ E    H  DE   MD9M  }u                EHH   H¾                H;E~HUHH¾                HPH  HH  EH    H=  ~#H    H                  H    H=  #H    H                  H   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH=    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H=    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H=  ~#H    H                  H    H=  #H    H                  H   LcH=    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H=    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcL    H    H  Hi  LH  H H9}AH    H    H  Hi  HH  H HH                L    H    H  Hi  LH  H H9~AH    H    H  Hi  HH  H HH                EHH   H¾                H;p~!HpHH¾                L    L    I  Mi  MI`  MH    L    IÒ  Mi  IIh  ML%    H    HÒ  Hi  LHø  HLKL    L    I  Mi  MI  M LL    L    I  Mi  MI  M IL;L    H=    Hǒ  Hi  LHǀ  H?ILZHxHhf(    YXH=    H    H  Hi  HH`  H L    H=    Hǒ  Hi  LHh  H?L    L    I  Mi  MI  M IL7H=    H5    Hƒ  Hi  HHƠ  H6IH=    H5    Hƒ  Hi  HHƈ  H6HI<H5    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H   HcH5    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H5    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH=    H5    Hƒ  Hi  HHƐ  H6H9}CH    H    H  Hi  HH  HHH¾                H=    H5    Hƒ  Hi  HHƘ  H6H9~CH    H    H  Hi  HH  HHH¾                    H=    H5    Hƒ  Hi  HH`  H6L    H=    Hǒ  Hi  LHh  H?L    L    I  Mi  MI  M ILH=    H    H  Hi  HH   HIH=    H    H  Hi  HH  HHI< H    H    H  Hi  HH  H HHZ 9Mt                EMkH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HH    H    HHQ    AH    H    H  Hi  HHf   @ H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    HP0    P8    P<H    H    H  Hi  HHHH=  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HH        PH    H    H  Hi  H0  HHH     @ E    H  DE   MD9M  }u                EHH   H¾                H;E~HUHH¾                HPH  HH  EH    H=  ~#H    H                  H    H=  #H    H                  H   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH=    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H=    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H=  ~#H    H                  H    H=  #H    H                  H   LcH=    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H=    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcL    H    H  Hi  LH  H H9}AH    H    H  Hi  HH  H HH                L    H    H  Hi  LH  H H9~AH    H    H  Hi  HH  H HH                EHH   H¾                H;~!HHH¾                L    L    I  Mi  MI`  MH    L    IÓ  Mi  IIh  ML%    H    HÓ  Hi  LHø  HLKL    L    I  Mi  MI  M LL    L    I  Mi  MI  M IL;L    H=    HǓ  Hi  LHǀ  H?ILZHxHf(    YXH=    H    H  Hi  HH`  H L    H=    HǓ  Hi  LHh  H?L    L    I  Mi  MI  M IL7H=    H5    HƓ  Hi  HHƠ  H6IH=    H5    HƓ  Hi  HHƈ  H6HI<H5    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H   HcH5    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H5    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH=    H5    HƓ  Hi  HHƐ  H6H9}CH    H    H  Hi  HH  HHH¾                H=    H5    HƓ  Hi  HHƘ  H6H9~CH    H    H  Hi  HH  HHH¾                    H=    H5    HƓ  Hi  HH`  H6L    H=    HǓ  Hi  LHh  H?L    L    I  Mi  MI  M ILH=    H    H  Hi  HH   HIH=    H    H  Hi  HH  HHI< H    H    H  Hi  HH  H HHZ 9Mt                EMkH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HH    H    HHQ    AH    H    H  Hi  HHf   @ H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    HP0    P8H    H    H  Hi  HHHH<  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HH        PH    H    H  Hi  H0  HHH     @ E    H  DE   MD9M  }u                EHH   H¾                H;E~HUHH¾                HPH  HH  EH    H=  ~#H    H                  H    H=  #H    H                  H   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH=    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H=    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H=  ~#H    H                  H    H=  #H    H                  H   LcH=    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H=    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcL    H    H  Hi  LH  H H9}AH    H    H  Hi  HH  H HH                L    H    H  Hi  LH  H H9~AH    H    H  Hi  HH  H HH                EHH   H¾                H;~!HHH¾                L    L    I  Mi  MI`  MH    L    IÔ  Mi  IIh  ML%    H    HÔ  Hi  LHø  HLKL    L    I  Mi  MI  M LL    L    I  Mi  MI  M IL;L    H=    Hǔ  Hi  LHǀ  H?ILZHxHxf(    YXH=    H    H  Hi  HH`  H L    H=    Hǔ  Hi  LHh  H?L    L    I  Mi  MI  M IL7H=    H5    HƔ  Hi  HHƠ  H6IH=    H5    HƔ  Hi  HHƈ  H6HI<H5    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H   HcH5    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H5    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH=    H5    HƔ  Hi  HHƐ  H6H9}CH    H    H  Hi  HH  HHH¾                H=    H5    HƔ  Hi  HHƘ  H6H9~CH    H    H  Hi  HH  HHH¾                    H=    H5    HƔ  Hi  HH`  H6L    H=    Hǔ  Hi  LHh  H?L    L    I  Mi  MI  M ILH=    H    H  Hi  HH   HIH=    H    H  Hi  HH  HHI< H    H    H  Hi  HH  H HHZ 9Mt                EMkH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HH    H    HHQ    AH    H    H  Hi  HHf   @ H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8H    H    HH@HXH    PPH    H    H  Hi  HHHHQ  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HH        PH    H    H  Hi  H0  HHH     @ E    H  DE   MD9M  }u                EHH   H¾                H;E~HUHH¾                HPH  HH  EH    H=  ~#H    H                  H    H=  #H    H                  H   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH=    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H=    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H=  ~#H    H                  H    H=  #H    H                  H   LcH=    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H=    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcL    H    H  Hi  LH  H H9}AH    H    H  Hi  HH  H HH                L    H    H  Hi  LH  H H9~AH    H    H  Hi  HH  H HH                EHH   H¾                H;~!HHH¾                L    L    I  Mi  MI`  MH    L    IÕ  Mi  IIh  ML%    H    HÕ  Hi  LHø  HLKL    L    I  Mi  MI  M LL    L    I  Mi  MI  M IL;L    H=    HǕ  Hi  LHǀ  H?ILZHxHf(    YXH=    H    H  Hi  HH`  H L    H=    HǕ  Hi  LHh  H?L    L    I  Mi  MI  M IL7H=    H5    Hƕ  Hi  HHƠ  H6IH=    H5    Hƕ  Hi  HHƈ  H6HI<H5    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H   HcH5    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H5    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH=    H5    Hƕ  Hi  HHƐ  H6H9}CH    H    H  Hi  HH  HHH¾                H=    H5    Hƕ  Hi  HHƘ  H6H9~CH    H    H  Hi  HH  HHH¾                    H=    H5    Hƕ  Hi  HH`  H6L    H=    HǕ  Hi  LHh  H?L    L    I  Mi  MI  M ILH=    H    H  Hi  HH   HIH=    H    H  Hi  HH  HHI< H    H    H  Hi  HH  H HHZ 9Mt                EMkH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HH    H    HHQ    AH    H    H  Hi  HHf   @ H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    HP0H    H    H  Hi  HHHH8  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HH        PH    H    H  Hi  H0  HHH     @ E    H  DE   MD9M  }u                EHH   H¾                H;E~HUHH¾                HPH  HH  EH    H=  ~#H    H                  H    H=  #H    H                  H   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH=    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H=    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H=  ~#H    H                  H    H=  #H    H                  H   LcH=    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H=    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcL    H    H  Hi  LH  H H9}AH    H    H  Hi  HH  H HH                L    H    H  Hi  LH  H H9~AH    H    H  Hi  HH  H HH                EHH   H¾                H;~!HHH¾                L    L    I  Mi  MI`  MH    L    IÖ  Mi  IIh  ML%    H    HÖ  Hi  LHø  HLKL    L    I  Mi  MI  M LL    L    I  Mi  MI  M IL;L    H=    Hǖ  Hi  LHǀ  H?ILZHxHf(    YXH=    H    H  Hi  HH`  H L    H=    Hǖ  Hi  LHh  H?L    L    I  Mi  MI  M IL7H=    H5    HƖ  Hi  HHƠ  H6IH=    H5    HƖ  Hi  HHƈ  H6HI<H5    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H   HcH5    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H5    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH=    H5    HƖ  Hi  HHƐ  H6H9}CH    H    H  Hi  HH  HHH¾                H=    H5    HƖ  Hi  HHƘ  H6H9~CH    H    H  Hi  HH  HHH¾                    H=    H5    HƖ  Hi  HH`  H6L    H=    Hǖ  Hi  LHh  H?L    L    I  Mi  MI  M ILH=    H    H  Hi  HH   HIH=    H    H  Hi  HH  HHI< H    H    H  Hi  HH  H HHZ 9Mt                EMkH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HH    H    HHQ    AH    H    H  Hi  HHf   @ H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    H  Hi  HHHH0  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HH        PH    H    H  Hi  H0  HHH     @ E    H  DE   MD9M  }u                EHH   H¾                H;E~HUHH¾                HPH  HH  EH    H=  ~#H    H                  H    H=  #H    H                  H   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH=    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H=    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H=  ~#H    H                  H    H=  #H    H                  H   LcH=    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H=    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcL    H    H  Hi  LH  H H9}AH    H    H  Hi  HH  H HH                L    H    H  Hi  LH  H H9~AH    H    H  Hi  HH  H HH                EHH   H¾                H;~!HHH¾                L    L    I  Mi  MI`  MH    L    I×  Mi  IIh  ML%    H    H×  Hi  LHø  HLKL    L    I  Mi  MI  M LL    L    I  Mi  MI  M IL;L    H=    HǗ  Hi  LHǀ  H?ILZHxHf(    YXH=    H    H  Hi  HH`  H L    H=    HǗ  Hi  LHh  H?L    L    I  Mi  MI  M IL7H=    H5    HƗ  Hi  HHƠ  H6IH=    H5    HƗ  Hi  HHƈ  H6HI<H5    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H   HcH5    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H5    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH=    H5    HƗ  Hi  HHƐ  H6H9}CH    H    H  Hi  HH  HHH¾                H=    H5    HƗ  Hi  HHƘ  H6H9~CH    H    H  Hi  HH  HHH¾                    H=    H5    HƗ  Hi  HH`  H6L    H=    HǗ  Hi  LHh  H?L    L    I  Mi  MI  M ILH=    H    H  Hi  HH   HIH=    H    H  Hi  HH  HHI< H    H    H  Hi  HH  H HHZ 9Mt                EMkH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HH    H    HHQ    AH    H    H  Hi  HHf   @ H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(    fP0    P2H    H    H  Hi  HHHH3  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HH        PH    H    H  Hi  H0  HHH     @ E    H  DE   MD9M  }u                EHH   H¾                H;E~HUHH¾                HPH  HH  EH    H=  ~#H    H                  H    H=  #H    H                  H   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH=    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H=    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H=  ~#H    H                  H    H=  #H    H                  H   LcH=    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H=    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcL    H    H  Hi  LH  H H9}AH    H    H  Hi  HH  H HH                L    H    H  Hi  LH  H H9~AH    H    H  Hi  HH  H HH                EHH   H¾                H;~!HHH¾                L    L    I  Mi  MI`  MH    L    IØ  Mi  IIh  ML%    H    HØ  Hi  LHø  HLKL    L    I  Mi  MI  M LL    L    I  Mi  MI  M IL;L    H=    Hǘ  Hi  LHǀ  H?ILZHxHf(    YXH=    H    H  Hi  HH`  H L    H=    Hǘ  Hi  LHh  H?L    L    I  Mi  MI  M IL7H=    H5    HƘ  Hi  HHƠ  H6IH=    H5    HƘ  Hi  HHƈ  H6HI<H5    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H   HcH5    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H5    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH=    H5    HƘ  Hi  HHƐ  H6H9}CH    H    H  Hi  HH  HHH¾                H=    H5    HƘ  Hi  HHƘ  H6H9~CH    H    H  Hi  HH  HHH¾                    H=    H5    HƘ  Hi  HH`  H6L    H=    Hǘ  Hi  LHh  H?L    L    I  Mi  MI  M ILH=    H    H  Hi  HH   HIH=    H    H  Hi  HH  HHI< H    H    H  Hi  HH  H HHZ 9Mt                EMkH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HH    H    HHQ    AH    H    H  Hi  HHf   @ H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(    P0H    H    H  Hi  HHHH4  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HH        PH    H    H  Hi  H0  HHH     @ E    H  DE   MD9M  }u                EHH   H¾                H;E~HUHH¾                HPH  HH  EH    H=  ~#H    H                  H    H=  #H    H                  H   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH=    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H=    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H=  ~#H    H                  H    H=  #H    H                  H   LcH=    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H=    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcL    H    H  Hi  LH  H H9}AH    H    H  Hi  HH  H HH                L    H    H  Hi  LH  H H9~AH    H    H  Hi  HH  H HH                EHH   H¾                H;~!HHH¾                L    L    I  Mi  MI`  MH    L    IÙ  Mi  IIh  ML%    H    HÙ  Hi  LHø  HLKL    L    I  Mi  MI  M LL    L    I  Mi  MI  M IL;L    H=    HǙ  Hi  LHǀ  H?ILZHxHf(    YXH=    H    H  Hi  HH`  H L    H=    HǙ  Hi  LHh  H?L    L    I  Mi  MI  M IL7H=    H5    Hƙ  Hi  HHƠ  H6IH=    H5    Hƙ  Hi  HHƈ  H6HI<H5    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H   HcH5    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H5    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH=    H5    Hƙ  Hi  HHƐ  H6H9}CH    H    H  Hi  HH  HHH¾                H=    H5    Hƙ  Hi  HHƘ  H6H9~CH    H    H  Hi  HH  HHH¾                    H=    H5    Hƙ  Hi  HH`  H6L    H=    HǙ  Hi  LHh  H?L    L    I  Mi  MI  M ILH=    H    H  Hi  HH   HIH=    H    H  Hi  HH  HHI< H    H    H  Hi  HH  H HHZ 9Mt                EMkH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HH    H    HHQ    AH    H    H  Hi  HHf   @ H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    HP0    P8H    H    H  Hi  HHHH9  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HH        PH    H    H  Hi  H0  HHH     @ E    H  DE   MD9M  }u                EHH   H¾                H;E~HUHH¾                HPH  HH  EH    H=  ~#H    H                  H    H=  #H    H                  H   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH=    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H=    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H=  ~#H    H                  H    H=  #H    H                  H   LcH=    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HL¾                H=    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H=    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcL    H    H  Hi  LH  H H9}AH    H    H  Hi  HH  H HH                L    H    H  Hi  LH  H H9~AH    H    H  Hi  HH  H HH                EHH   H¾                H;~!HHH¾                L    L    I  Mi  MI`  MH    L    IÚ  Mi  IIh  ML%    H    HÚ  Hi  LHø  HLKL    L    I  Mi  MI  M LL    L    I  Mi  MI  M IL;L    H=    Hǚ  Hi  LHǀ  H?ILZHxHf(    YXH=    H    H  Hi  HH`  H L    H=    Hǚ  Hi  LHh  H?L    L    I  Mi  MI  M IL7H=    H5    Hƚ  Hi  HHƠ  H6IH=    H5    Hƚ  Hi  HHƈ  H6HI<H5    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H   HcH5    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H5    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H5    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH=    H5    Hƚ  Hi  HHƐ  H6H9}CH    H    H  Hi  HH  HHH¾                H=    H5    Hƚ  Hi  HHƘ  H6H9~CH    H    H  Hi  HH  HHH¾                    H=    H5    Hƚ  Hi  HH`  H6L    H=    Hǚ  Hi  LHh  H?L    L    I  Mi  MI  M ILH=    H    H  Hi  HH   HIH=    H    H  Hi  HH  HHI< H    H    H  Hi  HH  H HHZ 9Mt                EMkHH    HH    HH    HH    HH    HH    HH    HH    HH    H(H    H8H    HHH    HXH    HhH    HxH    HH    HH    HH    HH    HH    HH    HH    HH    HH    HH    H(H    H8H    HHH    HXH    HhH    HxH    HH    HH    HH    HH    HH    HH            Hx  [A\A]A^A_]UHAWAVAUATSH   HhH`HXHPLHL@    t                       HE0 HHEHE    HHHIA    HE0 HHEHE    HHHIA    HE0 HHEHE    HHHH0Hǅ8    HE0 HHEHE    HHHH Hǅ(    HE0 HHEHE    HHHHHǅ    HE0 HHEHE    HHHH Hǅ    HE0 HHEHE    HHHHHǅ    HE0 HHEHE    HHHHHǅ    HE0 HHEHE    HHHIA        xE    HE0  E   D}̋ 9E	  }u                EHH   H¾                H;E~HUHH¾                H`HPHPf/  EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                EHH   H¾                H;E~HUHH¾                MLcM   L                L;u~HEHL                MLcM   L                L;m~HEHL                MLcM   L                L;e~HEHL                MHcH   Hھ                H;]~HEHHھ                H`HHM\f(HJHPHPHE\^f(    0IVHXIUHE\f(IT$HPHSHE\^f(    0^f(xEHH   H¾                H;E~HUHH¾                UHcH   H                H;u~HEHH                UHcH                   H;U~HEH                HHMf(Yx    \xf(HJHU YHPXHh  EHH   H¾                H;E~HUHH¾                H`HPHHf/   EHH   H¾                H;E~HUHH¾                UHcH                   H;U~HEH                HJHPHE Hh  EHH   H¾                H;E~HUHH¾                H`HPH@f/  EHH   H¾                H;E~HUHH¾                ULcM   LҾ                L;U~HEHLҾ                ULcM   Lʾ                L;M~HEHLʾ                ULcM   L¾                L;E~HEHL¾                UHcH   H                H;}~HEHH                UHcH   H                H;u~HEHH                UHcH                   H;U~HEH                H`IH@B\f(IHM BYIHHBH`\f(HHM(YXf(HHHHJH@\HP^f(Hh   EHH   H¾                H;E~HUHH¾                UHcH                   H;U~HEH                HJHPHE(HhD9}t                ED}H        H   [A\A]A^A_]UHAWAVAUATSHx  HHHHLL    t                       H   HHEHE    HHHIA    H   HHEHE    HHHIA    H   HHEHE    HHHIA    H   HHEHE    HHHHHǅ    H   HHEHE    HHHHpHǅx    H   HHEHE    HHHH`Hǅh    H   HHEHE    HHHHPHǅX    H   HHEHE    HHHH@HǅH    H   HHEHE    HHHH0Hǅ8    H   HHxHx    HHHH Hǅ(    H   HHpHp    HHHHHǅ    H   HHhHh    HHHH Hǅ    H   HH`H`    HHHHHǅ    H   HHXHX    HHHHHǅ    H   HHPHP    HHHHHǅ    H   HHHHH    HHHHHǅ    H   HH@H@    HHHHHǅ    H   HH8H8    HHHHHǅ    H   HH0H0    HHHHHǅ    H   HH(H(    HHHHHǅ    H   HH H     HHHHpHǅx    H   HHH    HHHH`Hǅh    H   HHH    HHHHPHǅX    H   HHH    HHHH@HǅH    H   HH H     HHHH0Hǅ8    H   HHH    HHHH 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        HPH   HHHHH    HHIHHHǅ    H       HHDH    Hu
        H@H   HH8H8    HHIHHHǅ    H       HHDH    Hu
        H0H   HH(H(    HHIHHHǅ    H       HHDH    Hu
        H H   HHH    HHIHHHǅ    H       HHDH    Hu
        HH   HHH    HHIHHpHǅx    H       HHDH    Hu
        H H   HHH    HHHIH        HHIHH`Hǅh    H       HHDH    Hu
        HIIHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HHM   H9JH    HHHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH     HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HH(HH( !Ѓt(H(I                      HH!Ѓt'H(A   HH                HH;(!Ѓt'H(A   HH                H   H9HQH     HH8HH8 !Ѓt(H8I                      HH!Ѓt'H8A   HH                HH;8!Ѓt'H8A   HH                H   H9HQH0    HHHHHH !Ѓt(HHI                      HH!Ѓt'HHA   HH                HH;H!Ѓt'HHA   HH                H   H9HQH@    HHXHHX !Ѓt(HXI                      HH!Ѓt'HXA   HH                HH;X!Ѓt'HXA   HH                H   H9HQHP    HHhHHh !Ѓt(HhI                      HH!Ѓt'HhA   HH                HH;h!Ѓt'HhA   HH                H   H9HQH`    HHxHHx !Ѓt(HxI                      HH!Ѓt'HxA   HH                HH;x!Ѓt'HxA   HH                H   H9HQHp    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H@HIHL   H9JH    HHHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH     HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HH(HH( !Ѓt(H(I                      HH!Ѓt'H(A   HH                HH;(!Ѓt'H(A   HH                H   H@HIHL   H9JH     HHH8HH8 !Ѓt(H8I                      HH!Ѓt'H8A   HH                HH;8!Ѓt'H8A   HH                H   H@HIHpL   H9JH0    HHE    ǅ    HHHHH !Ѓt(HHI                      HH!Ѓt'HHA   HH                HH;H!Ѓt'HHA   HH                H   H@HIHL   H9JH@    HHHXHHX !Ѓt(HXI                      HH!Ѓt'HXA   HH                HH;X!Ѓt'HXA   HH                H   HDHHHL   H9JHP    HHHhHHh !ȃt(HhI                      HH!ȃt$HhA   H                HH;h!ȃt$HhA   H                Hҿ   HDH HHL   H9JH`    HHǅ    E            HxHHx !ʃt(HxI                      HH!ʃt'HxA   HH¾                HH;x!ʃt'HxA   HH¾                H   H9HrHp    HHHH !ʃt(HI                      HH!ʃt'HA   HH¾                HH;!ʃt'HA   HH¾                H   H9HrH    HHHH !ʃt(HI                      HH!ʃt'HA   HH¾                HH;!ʃt'HA   HH¾                H   H9HrH    HHHH !ʃt(HI                      HH!ʃt'HA   HH¾                HH;!ʃt'HA   HH¾                H   H9HrH    HHHH !ʃt(HI                      HH!ʃt'HA   HH¾                HH;!ʃt'HA   HH¾                H   H9HrH    HHHH !ʃt(HI                      HH!ʃt'HA   HH¾                HH;!ʃt'HA   HH¾                H   H9HrH    H        HHH !ȃt(HI                      HH!ȃt$HA   H                HH;!ȃt$HA   H                Hҹ   HDH0HHL   H9J< H    HHHHH !ʃt(HI                      HH!ʃt'HA   HH¾                HH;!ʃt'HA   HH¾                H   HDH`HH L   H9J<H    HHǅ
   0ǅ   `90t =u                H  D E   ]D9eU  }u                EHH   H¾                H;(~!H(HH¾                UHcH                   H;U~HEH                HJHJ7HH0  H ЋEHH   H¾                H;(~!H(HH¾                UHcH                   H;U~HEH                HJK6HHH  H ЋEHH   H¾                H;(~!H(HH¾                UHcH                   H;U~HEH                HJLHLHHH  H ЋEHH   H¾                H;(~!H(HH¾                UHcH   H                H;u~HEHH                UHcH                   H;U~HEH                HH      YHJH      YJ    HHXH ЋEHH   H¾                H;(~!H(HH¾                UHcH   H                H;u~HEHH                UHcH                   H;U~HEH                HH      YHJH      YLHLHHXH ЋEHcH                   H;(~H(H                EHH   H¾                H;E~HUHH¾                HHLHLHHHH  H ЋEHH   H¾                H;(~!H(HH¾                UHcH                   H;U~HEH                HJLHL)HHH@  H ЋEHH   H¾                H;(~!H(HH¾                UHcH                   H;U~HEH                HJJ    HHH  H ЋEHH   H¾                H;E~HUHH¾                HH    H0  HHfH~HEHH   H¾                H;8~!H8HH¾                UHcH                   H;U~HEH                HH    H  HHpJ?L,HHH[fH~H0JEHH   H¾                H;E~HUHH¾                HH    H  HHfH~HEHH   H¾                H;8~!H8HH¾                UHcH                   H;U~HEH                HH    H  HK?HpL,HHHfH~H0JEHH   H¾                H;8~!H8HH¾                UHcH                   H;U~HEH                HJLHLHpHH  H0ЋEHH   H¾                H;(~!H(HH¾                J    HHH    H HH
fH~HEHH   H¾                H;8~!H8HH¾                UHcH                   H;U~HEH                HH    H  HJ    HpL,HHHfH~H0JEHH   H¾                H;(~!H(HH¾                LHLHHH    H HH	fH~HEHH   H¾                H;8~!H8HH¾                UHcH                   H;U~HEH                HH    H  HLHLHpL,HHHsfH~H0JEHcH                   H;8~H8H                EHH   H¾                H;E~HUHH¾                HHLHLHHpHH  H0ЋEHH   H¾                H;E~HUHH¾                HPH@  EHH   H¾                H;8~!H8HH¾                UHcH                   H;U~HEH                HH    H  HLHL)HpL,HHHhfH~H0JEHH   H¾                H;8~!H8HH¾                UHcH                   H;x~HxH                HJJ    HpHH  H09]t                E]HHHHx  p  h  `  X  P                                                                   uxupuhu`uXuPuHu@u8u0u(u uuIIHH¾        YHĠ  9q  H    H=\  ~#H    H\                  H    H=[  #H    H\                  H    H    H\  Hi  HЋ        PH    H    H\  Hi  HHH        H@    f@  @ H    H=\  ~#H    H\                  H    H=[  #H    H\                  H    H    H\  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    H\  Hi  HHHH0  H        H0HHHrHPHH)HHHH    H=\  ~#H    H\                  H    H=[  #H    H\                  H    H    H\  Hi  H0  HH        PH    H    H\  Hi  H0  HHH     @ E    H  D E   ]D9ef  }u                EHH   H¾                H;0~!H0HH¾                HPH  HH  EH    H=\  ~#H    H\                  H    H=[  #H    H\                  H   LcH    H    H\  Hi  HH  H I9}AH    H    H\  Hi  HH  H HLʾ                H    H    H\  Hi  HH  H I9~AH    H    H\  Hi  HH  H HLʾ                H    H    H\  Hi  HH  H H~CH    H    H\  Hi  HH  H H                   H    H    H\  Hi  HH  H HCH    H    H\  Hi  HH  H H                   ELcH    H    H\  Hi  HH  H I9}AH    H    H\  Hi  HH  H HLҾ                H    H    H\  Hi  HH  H I9~AH    H    H\  Hi  HH  H HLҾ                H    H=\  ~#H    H\                  H    H=[  #H    H\                  H   HcH    H    H\  Hi  HH  H H9}AH    H    H\  Hi  HH  H HH                H    H    H\  Hi  HH  H H9~AH    H    H\  Hi  HH  H HH                H    H    H\  Hi  HH  H H~CH    H    H\  Hi  HH  H H                   H    H    H\  Hi  HH  H HCH    H    H\  Hi  HH  H H                   ELcH    H    H\  Hi  HH  H I9}AH    H    H\  Hi  HH  H HL¾                H    H    H\  Hi  HH  H I9~AH    H    H\  Hi  HH  H HL¾                EHcH   H                H;~!HHH                H    H    H\  Hi  HH`  LH    H    H\  Hi  HHh  HH    H    H\  Hi  HH  H HHH    H    H\  Hi  HH  H HH    H    H\  Hi  HH  H IHH    H    H\  Hi  HH  H HL ZHVHExf(    YXH    H    H\  Hi  HH`  H0H    H    H\  Hi  HHh  HH    H    H\  Hi  HH  H IHH    H    H\  Hi  HH  H HH    H    H\  Hi  HH  H IHH    H    H\  Hi  HH  H HHZ   H    H=\  ~#H    H\                  H    H=[  #H    H\                  H   HcH    H    H\  Hi  HH  H H9}AH    H    H\  Hi  HH  H HH                H    H    H\  Hi  HH  H H9~AH    H    H\  Hi  HH  H HH                H    H    H\  Hi  HH  H H~CH    H    H\  Hi  HH  H H                   H    H    H\  Hi  HH  H HCH    H    H\  Hi  HH  H H                   EHcH    H    H\  Hi  HH  H H9}AH    H    H\  Hi  HH  H HH                H    H    H\  Hi  HH  H H9~AH    H    H\  Hi  HH  H HH                    H    H    H\  Hi  HH`  L H    H    H\  Hi  HHh  HH    H    H\  Hi  HH  H HHH    H    H\  Hi  HH  H HH    H    H\  Hi  HH  H HHH    H    H\  Hi  HH  H HLZ 9]t                E]H    H=_  ~#H    H_                  H    H=^  #H    H_                  H    H    H_  Hi  HЋ        PH    H    H_  Hi  HHH        H@    f@  @ H    H=_  ~#H    H_                  H    H=^  #H    H_                  H    H    H_  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    H_  Hi  HHHH0  H        H0HHHrHPHH)HHHH    H=_  ~#H    H_                  H    H=^  #H    H_                  H    H    H_  Hi  H0  HHP    fH    H    H_  Hi  H0  HHHH        HE    H  D E   ]D9ei  }u                EHH   H¾                H;0~!H0HH¾                HPH  HH  EH    H=_  ~#H    H_                  H    H=^  #H    H_                  H   LcH    H    H_  Hi  HH  H I9}AH    H    H_  Hi  HH  H HLʾ                H    H    H_  Hi  HH  H I9~AH    H    H_  Hi  HH  H HLʾ                H    H    H_  Hi  HH  H H~CH    H    H_  Hi  HH  H H                   H    H    H_  Hi  HH  H HCH    H    H_  Hi  HH  H H                   ELcH    H    H_  Hi  HH  H I9}AH    H    H_  Hi  HH  H HLҾ                H    H    H_  Hi  HH  H I9~AH    H    H_  Hi  HH  H HLҾ                H    H=_  ~#H    H_                  H    H=^  #H    H_                  H   HcH    H    H_  Hi  HH  H H9}AH    H    H_  Hi  HH  H HH                H    H    H_  Hi  HH  H H9~AH    H    H_  Hi  HH  H HH                H    H    H_  Hi  HH  H H~CH    H    H_  Hi  HH  H H                   H    H    H_  Hi  HH  H HCH    H    H_  Hi  HH  H H                   ELcH    H    H_  Hi  HH  H I9}AH    H    H_  Hi  HH  H HL¾                H    H    H_  Hi  HH  H I9~AH    H    H_  Hi  HH  H HL¾                EHcH   H                H;X~!HXHH                H    H    H_  Hi  HH`  LH    H    H_  Hi  HHh  HH    H    H_  Hi  HH  H HHH    H    H_  Hi  HH  H HH    H    H_  Hi  HH  H IHH    H    H_  Hi  HH  H HL ZHVHf(    YXH    H    H_  Hi  HH`  H0H    H    H_  Hi  HHh  HH    H    H_  Hi  HH  H IHH    H    H_  Hi  HH  H HH    H    H_  Hi  HH  H IHH    H    H_  Hi  HH  H HHZ   H    H=_  ~#H    H_                  H    H=^  #H    H_                  H   HcH    H    H_  Hi  HH  H H9}AH    H    H_  Hi  HH  H HH                H    H    H_  Hi  HH  H H9~AH    H    H_  Hi  HH  H HH                H    H    H_  Hi  HH  H H~CH    H    H_  Hi  HH  H H                   H    H    H_  Hi  HH  H HCH    H    H_  Hi  HH  H H                   EHcH    H    H_  Hi  HH  H H9}AH    H    H_  Hi  HH  H HH                H    H    H_  Hi  HH  H H9~AH    H    H_  Hi  HH  H HH                    H    H    H_  Hi  HH`  L H    H    H_  Hi  HHh  HH    H    H_  Hi  HH  H HHH    H    H_  Hi  HH  H HH    H    H_  Hi  HH  H HHH    H    H_  Hi  HH  H HLZ 9]t                E]H    H=`  ~#H    H`                  H    H=_  #H    H`                  H    H    H`  Hi  HЋ        PH    H    H`  Hi  HHH        H@    f@  @ H    H=`  ~#H    H`                  H    H=_  #H    H`                  H    H    H`  Hi  HHHH    H    HHXH    H    HHHXH    HP     P(    fP,H    H    H`  Hi  HHHH.  H        H0HHHrHPHH)HHHH    H=`  ~#H    H`                  H    H=_  #H    H`                  H    H    H`  Hi  H0  HHP    fH    H    H`  Hi  H0  HHHH        HE    H  D E   ]D9ef  }u                EHH   H¾                H;0~!H0HH¾                HPH  HH  EH    H=`  ~#H    H`                  H    H=_  #H    H`                  H   LcH    H    H`  Hi  HH  H I9}AH    H    H`  Hi  HH  H HLʾ                H    H    H`  Hi  HH  H I9~AH    H    H`  Hi  HH  H HLʾ                H    H    H`  Hi  HH  H H~CH    H    H`  Hi  HH  H H                   H    H    H`  Hi  HH  H HCH    H    H`  Hi  HH  H H                   ELcH    H    H`  Hi  HH  H I9}AH    H    H`  Hi  HH  H HLҾ                H    H    H`  Hi  HH  H I9~AH    H    H`  Hi  HH  H HLҾ                H    H=`  ~#H    H`                  H    H=_  #H    H`                  H   HcH    H    H`  Hi  HH  H H9}AH    H    H`  Hi  HH  H HH                H    H    H`  Hi  HH  H H9~AH    H    H`  Hi  HH  H HH                H    H    H`  Hi  HH  H H~CH    H    H`  Hi  HH  H H                   H    H    H`  Hi  HH  H HCH    H    H`  Hi  HH  H H                   ELcH    H    H`  Hi  HH  H I9}AH    H    H`  Hi  HH  H HL¾                H    H    H`  Hi  HH  H I9~AH    H    H`  Hi  HH  H HL¾                EHcH   H                H; ~!H HH                H    H    H`  Hi  HH`  LH    H    H`  Hi  HHh  HH    H    H`  Hi  HH  H HHH    H    H`  Hi  HH  H HH    H    H`  Hi  HH  H IHH    H    H`  Hi  HH  H HL ZHVHEPf(    YXH    H    H`  Hi  HH`  H0H    H    H`  Hi  HHh  HH    H    H`  Hi  HH  H IHH    H    H`  Hi  HH  H HH    H    H`  Hi  HH  H IHH    H    H`  Hi  HH  H HHZ   H    H=`  ~#H    H`                  H    H=_  #H    H`                  H   HcH    H    H`  Hi  HH  H H9}AH    H    H`  Hi  HH  H HH                H    H    H`  Hi  HH  H H9~AH    H    H`  Hi  HH  H HH                H    H    H`  Hi  HH  H H~CH    H    H`  Hi  HH  H H                   H    H    H`  Hi  HH  H HCH    H    H`  Hi  HH  H H                   EHcH    H    H`  Hi  HH  H H9}AH    H    H`  Hi  HH  H HH                H    H    H`  Hi  HH  H H9~AH    H    H`  Hi  HH  H HH                    H    H    H`  Hi  HH`  L H    H    H`  Hi  HHh  HH    H    H`  Hi  HH  H HHH    H    H`  Hi  HH  H HH    H    H`  Hi  HH  H HHH    H    H`  Hi  HH  H HLZ 9]t                E]H    H=a  ~#H    Ha                  H    H=`  #H    Ha                  H    H    Ha  Hi  HЋ        PH    H    Ha  Hi  HHH        H@    f@  @ H    H=a  ~#H    Ha                  H    H=`  #H    Ha                  H    H    Ha  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(    P0H    H    Ha  Hi  HHHH4  H        H0HHHrHPHH)HHHH    H=a  ~#H    Ha                  H    H=`  #H    Ha                  H    H    Ha  Hi  H0  HHP    fH    H    Ha  Hi  H0  HHHH        HE    H  D E   ]D9ef  }u                EHH   H¾                H;0~!H0HH¾                HPH  HH  EH    H=a  ~#H    Ha                  H    H=`  #H    Ha                  H   LcH    H    Ha  Hi  HH  H I9}AH    H    Ha  Hi  HH  H HLʾ                H    H    Ha  Hi  HH  H I9~AH    H    Ha  Hi  HH  H HLʾ                H    H    Ha  Hi  HH  H H~CH    H    Ha  Hi  HH  H H                   H    H    Ha  Hi  HH  H HCH    H    Ha  Hi  HH  H H                   ELcH    H    Ha  Hi  HH  H I9}AH    H    Ha  Hi  HH  H HLҾ                H    H    Ha  Hi  HH  H I9~AH    H    Ha  Hi  HH  H HLҾ                H    H=a  ~#H    Ha                  H    H=`  #H    Ha                  H   HcH    H    Ha  Hi  HH  H H9}AH    H    Ha  Hi  HH  H HH                H    H    Ha  Hi  HH  H H9~AH    H    Ha  Hi  HH  H HH                H    H    Ha  Hi  HH  H H~CH    H    Ha  Hi  HH  H H                   H    H    Ha  Hi  HH  H HCH    H    Ha  Hi  HH  H H                   ELcH    H    Ha  Hi  HH  H I9}AH    H    Ha  Hi  HH  H HL¾                H    H    Ha  Hi  HH  H I9~AH    H    Ha  Hi  HH  H HL¾                EHcH   H                H;~!HHH                H    H    Ha  Hi  HH`  LH    H    Ha  Hi  HHh  HH    H    Ha  Hi  HH  H HHH    H    Ha  Hi  HH  H HH    H    Ha  Hi  HH  H IHH    H    Ha  Hi  HH  H HL ZHVHEXf(    YXH    H    Ha  Hi  HH`  H0H    H    Ha  Hi  HHh  HH    H    Ha  Hi  HH  H IHH    H    Ha  Hi  HH  H HH    H    Ha  Hi  HH  H IHH    H    Ha  Hi  HH  H HHZ   H    H=a  ~#H    Ha                  H    H=`  #H    Ha                  H   HcH    H    Ha  Hi  HH  H H9}AH    H    Ha  Hi  HH  H HH                H    H    Ha  Hi  HH  H H9~AH    H    Ha  Hi  HH  H HH                H    H    Ha  Hi  HH  H H~CH    H    Ha  Hi  HH  H H                   H    H    Ha  Hi  HH  H HCH    H    Ha  Hi  HH  H H                   EHcH    H    Ha  Hi  HH  H H9}AH    H    Ha  Hi  HH  H HH                H    H    Ha  Hi  HH  H H9~AH    H    Ha  Hi  HH  H HH                    H    H    Ha  Hi  HH`  L H    H    Ha  Hi  HHh  HH    H    Ha  Hi  HH  H HHH    H    Ha  Hi  HH  H HH    H    Ha  Hi  HH  H HHH    H    Ha  Hi  HH  H HLZ 9]t                E]H    H=b  ~#H    Hb                  H    H=a  #H    Hb                  H    H    Hb  Hi  HЋ        PH    H    Hb  Hi  HHH        H@    f@  @ H    H=b  ~#H    Hb                  H    H=a  #H    Hb                  H    H    Hb  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(    fP0H    H    Hb  Hi  HHHH2  H        H0HHHrHPHH)HHHH    H=b  ~#H    Hb                  H    H=a  #H    Hb                  H    H    Hb  Hi  H0  HHP    fH    H    Hb  Hi  H0  HHHH        HE    H  D E   ]D9ef  }u                EHH   H¾                H;0~!H0HH¾                HPH  HH  EH    H=b  ~#H    Hb                  H    H=a  #H    Hb                  H   LcH    H    Hb  Hi  HH  H I9}AH    H    Hb  Hi  HH  H HLʾ                H    H    Hb  Hi  HH  H I9~AH    H    Hb  Hi  HH  H HLʾ                H    H    Hb  Hi  HH  H H~CH    H    Hb  Hi  HH  H H                   H    H    Hb  Hi  HH  H HCH    H    Hb  Hi  HH  H H                   ELcH    H    Hb  Hi  HH  H I9}AH    H    Hb  Hi  HH  H HLҾ                H    H    Hb  Hi  HH  H I9~AH    H    Hb  Hi  HH  H HLҾ                H    H=b  ~#H    Hb                  H    H=a  #H    Hb                  H   HcH    H    Hb  Hi  HH  H H9}AH    H    Hb  Hi  HH  H HH                H    H    Hb  Hi  HH  H H9~AH    H    Hb  Hi  HH  H HH                H    H    Hb  Hi  HH  H H~CH    H    Hb  Hi  HH  H H                   H    H    Hb  Hi  HH  H HCH    H    Hb  Hi  HH  H H                   ELcH    H    Hb  Hi  HH  H I9}AH    H    Hb  Hi  HH  H HL¾                H    H    Hb  Hi  HH  H I9~AH    H    Hb  Hi  HH  H HL¾                EHcH   H                H;@~!H@HH                H    H    Hb  Hi  HH`  LH    H    Hb  Hi  HHh  HH    H    Hb  Hi  HH  H HHH    H    Hb  Hi  HH  H HH    H    Hb  Hi  HH  H IHH    H    Hb  Hi  HH  H HL ZHVHEf(    YXH    H    Hb  Hi  HH`  H0H    H    Hb  Hi  HHh  HH    H    Hb  Hi  HH  H IHH    H    Hb  Hi  HH  H HH    H    Hb  Hi  HH  H IHH    H    Hb  Hi  HH  H HHZ   H    H=b  ~#H    Hb                  H    H=a  #H    Hb                  H   HcH    H    Hb  Hi  HH  H H9}AH    H    Hb  Hi  HH  H HH                H    H    Hb  Hi  HH  H H9~AH    H    Hb  Hi  HH  H HH                H    H    Hb  Hi  HH  H H~CH    H    Hb  Hi  HH  H H                   H    H    Hb  Hi  HH  H HCH    H    Hb  Hi  HH  H H                   EHcH    H    Hb  Hi  HH  H H9}AH    H    Hb  Hi  HH  H HH                H    H    Hb  Hi  HH  H H9~AH    H    Hb  Hi  HH  H HH                    H    H    Hb  Hi  HH`  L H    H    Hb  Hi  HHh  HH    H    Hb  Hi  HH  H HHH    H    Hb  Hi  HH  H HH    H    Hb  Hi  HH  H HHH    H    Hb  Hi  HH  H HLZ 9]t                E]H    H=c  ~#H    Hc                  H    H=b  #H    Hc                  H    H    Hc  Hi  HЋ        PH    H    Hc  Hi  HHH        H@    f@  @ H    H=c  ~#H    Hc                  H    H=b  #H    Hc                  H    H    Hc  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(    P0H    H    Hc  Hi  HHHH4  H        H0HHHrHPHH)HHHH    H=c  ~#H    Hc                  H    H=b  #H    Hc                  H    H    Hc  Hi  H0  HHP    fH    H    Hc  Hi  H0  HHHH        HE    H  D E   ]D9ef  }u                EHH   H¾                H;0~!H0HH¾                HPH  HH  EH    H=c  ~#H    Hc                  H    H=b  #H    Hc                  H   LcH    H    Hc  Hi  HH  H I9}AH    H    Hc  Hi  HH  H HLʾ                H    H    Hc  Hi  HH  H I9~AH    H    Hc  Hi  HH  H HLʾ                H    H    Hc  Hi  HH  H H~CH    H    Hc  Hi  HH  H H                   H    H    Hc  Hi  HH  H HCH    H    Hc  Hi  HH  H H                   ELcH    H    Hc  Hi  HH  H I9}AH    H    Hc  Hi  HH  H HLҾ                H    H    Hc  Hi  HH  H I9~AH    H    Hc  Hi  HH  H HLҾ                H    H=c  ~#H    Hc                  H    H=b  #H    Hc                  H   HcH    H    Hc  Hi  HH  H H9}AH    H    Hc  Hi  HH  H HH                H    H    Hc  Hi  HH  H H9~AH    H    Hc  Hi  HH  H HH                H    H    Hc  Hi  HH  H H~CH    H    Hc  Hi  HH  H H                   H    H    Hc  Hi  HH  H HCH    H    Hc  Hi  HH  H H                   ELcH    H    Hc  Hi  HH  H I9}AH    H    Hc  Hi  HH  H HL¾                H    H    Hc  Hi  HH  H I9~AH    H    Hc  Hi  HH  H HL¾                EHcH   H                H;8~!H8HH                H    H    Hc  Hi  HH`  LH    H    Hc  Hi  HHh  HH    H    Hc  Hi  HH  H HHH    H    Hc  Hi  HH  H HH    H    Hc  Hi  HH  H IHH    H    Hc  Hi  HH  H HL ZHVHEf(    YXH    H    Hc  Hi  HH`  H0H    H    Hc  Hi  HHh  HH    H    Hc  Hi  HH  H IHH    H    Hc  Hi  HH  H HH    H    Hc  Hi  HH  H IHH    H    Hc  Hi  HH  H HHZ   H    H=c  ~#H    Hc                  H    H=b  #H    Hc                  H   HcH    H    Hc  Hi  HH  H H9}AH    H    Hc  Hi  HH  H HH                H    H    Hc  Hi  HH  H H9~AH    H    Hc  Hi  HH  H HH                H    H    Hc  Hi  HH  H H~CH    H    Hc  Hi  HH  H H                   H    H    Hc  Hi  HH  H HCH    H    Hc  Hi  HH  H H                   EHcH    H    Hc  Hi  HH  H H9}AH    H    Hc  Hi  HH  H HH                H    H    Hc  Hi  HH  H H9~AH    H    Hc  Hi  HH  H HH                    H    H    Hc  Hi  HH`  L H    H    Hc  Hi  HHh  HH    H    Hc  Hi  HH  H HHH    H    Hc  Hi  HH  H HH    H    Hc  Hi  HH  H HHH    H    Hc  Hi  HH  H HLZ 9]t                E]H    H=d  ~#H    Hd                  H    H=c  #H    Hd                  H    H    Hd  Hi  HЋ        PH    H    Hd  Hi  HHH        H@    f@  @ H    H=d  ~#H    Hd                  H    H=c  #H    Hd                  H    H    Hd  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(    fP0    P2H    H    Hd  Hi  HHHH3  H        H0HHHrHPHH)HHHH    H=d  ~#H    Hd                  H    H=c  #H    Hd                  H    H    Hd  Hi  H0  HH    f    PH    H    Hd  Hi  H0  HHH     f@  @ E    H  D E   ]D9ef  }u                EHH   H¾                H;0~!H0HH¾                HPH  HH  EH    H=d  ~#H    Hd                  H    H=c  #H    Hd                  H   LcH    H    Hd  Hi  HH  H I9}AH    H    Hd  Hi  HH  H HLʾ                H    H    Hd  Hi  HH  H I9~AH    H    Hd  Hi  HH  H HLʾ                H    H    Hd  Hi  HH  H H~CH    H    Hd  Hi  HH  H H                   H    H    Hd  Hi  HH  H HCH    H    Hd  Hi  HH  H H                   ELcH    H    Hd  Hi  HH  H I9}AH    H    Hd  Hi  HH  H HLҾ                H    H    Hd  Hi  HH  H I9~AH    H    Hd  Hi  HH  H HLҾ                H    H=d  ~#H    Hd                  H    H=c  #H    Hd                  H   HcH    H    Hd  Hi  HH  H H9}AH    H    Hd  Hi  HH  H HH                H    H    Hd  Hi  HH  H H9~AH    H    Hd  Hi  HH  H HH                H    H    Hd  Hi  HH  H H~CH    H    Hd  Hi  HH  H H                   H    H    Hd  Hi  HH  H HCH    H    Hd  Hi  HH  H H                   ELcH    H    Hd  Hi  HH  H I9}AH    H    Hd  Hi  HH  H HL¾                H    H    Hd  Hi  HH  H I9~AH    H    Hd  Hi  HH  H HL¾                EHcH   H                H;~!HHH                H    H    Hd  Hi  HH`  LH    H    Hd  Hi  HHh  HH    H    Hd  Hi  HH  H HHH    H    Hd  Hi  HH  H HH    H    Hd  Hi  HH  H IHH    H    Hd  Hi  HH  H HL ZHVHE`f(    YXH    H    Hd  Hi  HH`  H0H    H    Hd  Hi  HHh  HH    H    Hd  Hi  HH  H IHH    H    Hd  Hi  HH  H HH    H    Hd  Hi  HH  H IHH    H    Hd  Hi  HH  H HHZ   H    H=d  ~#H    Hd                  H    H=c  #H    Hd                  H   HcH    H    Hd  Hi  HH  H H9}AH    H    Hd  Hi  HH  H HH                H    H    Hd  Hi  HH  H H9~AH    H    Hd  Hi  HH  H HH                H    H    Hd  Hi  HH  H H~CH    H    Hd  Hi  HH  H H                   H    H    Hd  Hi  HH  H HCH    H    Hd  Hi  HH  H H                   EHcH    H    Hd  Hi  HH  H H9}AH    H    Hd  Hi  HH  H HH                H    H    Hd  Hi  HH  H H9~AH    H    Hd  Hi  HH  H HH                    H    H    Hd  Hi  HH`  L H    H    Hd  Hi  HHh  HH    H    Hd  Hi  HH  H HHH    H    Hd  Hi  HH  H HH    H    Hd  Hi  HH  H HHH    H    Hd  Hi  HH  H HLZ 9]t                E]H    H=e  ~#H    He                  H    H=d  #H    He                  H    H    He  Hi  HЋ        PH    H    He  Hi  HHH        H@    f@  @ H    H=e  ~#H    He                  H    H=d  #H    He                  H    H    He  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(    P0H    H    He  Hi  HHHH4  H        H0HHHrHPHH)HHHH    H=e  ~#H    He                  H    H=d  #H    He                  H    H    He  Hi  H0  HH    f    PH    H    He  Hi  H0  HHH     f@  @ E    H  D E   ]D9ef  }u                EHH   H¾                H;0~!H0HH¾                HPH  HH  EH    H=e  ~#H    He                  H    H=d  #H    He                  H   LcH    H    He  Hi  HH  H I9}AH    H    He  Hi  HH  H HLʾ                H    H    He  Hi  HH  H I9~AH    H    He  Hi  HH  H HLʾ                H    H    He  Hi  HH  H H~CH    H    He  Hi  HH  H H                   H    H    He  Hi  HH  H HCH    H    He  Hi  HH  H H                   ELcH    H    He  Hi  HH  H I9}AH    H    He  Hi  HH  H HLҾ                H    H    He  Hi  HH  H I9~AH    H    He  Hi  HH  H HLҾ                H    H=e  ~#H    He                  H    H=d  #H    He                  H   HcH    H    He  Hi  HH  H H9}AH    H    He  Hi  HH  H HH                H    H    He  Hi  HH  H H9~AH    H    He  Hi  HH  H HH                H    H    He  Hi  HH  H H~CH    H    He  Hi  HH  H H                   H    H    He  Hi  HH  H HCH    H    He  Hi  HH  H H                   ELcH    H    He  Hi  HH  H I9}AH    H    He  Hi  HH  H HL¾                H    H    He  Hi  HH  H I9~AH    H    He  Hi  HH  H HL¾                EHcH   H                H;0~!H0HH                H    H    He  Hi  HH`  LH    H    He  Hi  HHh  HH    H    He  Hi  HH  H HHH    H    He  Hi  HH  H HH    H    He  Hi  HH  H IHH    H    He  Hi  HH  H HL ZHVHE f(    YXH    H    He  Hi  HH`  H0H    H    He  Hi  HHh  HH    H    He  Hi  HH  H IHH    H    He  Hi  HH  H HH    H    He  Hi  HH  H IHH    H    He  Hi  HH  H HHZ   H    H=e  ~#H    He                  H    H=d  #H    He                  H   HcH    H    He  Hi  HH  H H9}AH    H    He  Hi  HH  H HH                H    H    He  Hi  HH  H H9~AH    H    He  Hi  HH  H HH                H    H    He  Hi  HH  H H~CH    H    He  Hi  HH  H H                   H    H    He  Hi  HH  H HCH    H    He  Hi  HH  H H                   EHcH    H    He  Hi  HH  H H9}AH    H    He  Hi  HH  H HH                H    H    He  Hi  HH  H H9~AH    H    He  Hi  HH  H HH                    H    H    He  Hi  HH`  L H    H    He  Hi  HHh  HH    H    He  Hi  HH  H HHH    H    He  Hi  HH  H HH    H    He  Hi  HH  H HHH    H    He  Hi  HH  H HLZ 9]t                E]H    H=f  ~#H    Hf                  H    H=e  #H    Hf                  H    H    Hf  Hi  HH    H    PH    H    Hf  Hi  HH	H        Hf@  @
 H    H=f  ~#H    Hf                  H    H=e  #H    Hf                  H    H    Hf  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    HP0    P8H    H    Hf  Hi  HHHH<  H        H0HHHrHPHH)HHHH    H=f  ~#H    Hf                  H    H=e  #H    Hf                  H    H    Hf  Hi  H0  HHP    fH    H    Hf  Hi  H0  HHHH        HE    H  D E   ]D9ei  }u                EHH   H¾                H;0~!H0HH¾                HPH  HH  EH    H=f  ~#H    Hf                  H    H=e  #H    Hf                  H   LcH    H    Hf  Hi  HH  H I9}AH    H    Hf  Hi  HH  H HLʾ                H    H    Hf  Hi  HH  H I9~AH    H    Hf  Hi  HH  H HLʾ                H    H    Hf  Hi  HH  H H~CH    H    Hf  Hi  HH  H H                   H    H    Hf  Hi  HH  H HCH    H    Hf  Hi  HH  H H                   ELcH    H    Hf  Hi  HH  H I9}AH    H    Hf  Hi  HH  H HLҾ                H    H    Hf  Hi  HH  H I9~AH    H    Hf  Hi  HH  H HLҾ                H    H=f  ~#H    Hf                  H    H=e  #H    Hf                  H   HcH    H    Hf  Hi  HH  H H9}AH    H    Hf  Hi  HH  H HH                H    H    Hf  Hi  HH  H H9~AH    H    Hf  Hi  HH  H HH                H    H    Hf  Hi  HH  H H~CH    H    Hf  Hi  HH  H H                   H    H    Hf  Hi  HH  H HCH    H    Hf  Hi  HH  H H                   ELcH    H    Hf  Hi  HH  H I9}AH    H    Hf  Hi  HH  H HL¾                H    H    Hf  Hi  HH  H I9~AH    H    Hf  Hi  HH  H HL¾                EHcH   H                H;8~!H8HH                H    H    Hf  Hi  HH`  LH    H    Hf  Hi  HHh  HH    H    Hf  Hi  HH  H HHH    H    Hf  Hi  HH  H HH    H    Hf  Hi  HH  H IHH    H    Hf  Hi  HH  H HL ZHVH  f(    YXH    H    Hf  Hi  HH`  H0H    H    Hf  Hi  HHh  HH    H    Hf  Hi  HH  H IHH    H    Hf  Hi  HH  H HH    H    Hf  Hi  HH  H IHH    H    Hf  Hi  HH  H HHZ   H    H=f  ~#H    Hf                  H    H=e  #H    Hf                  H   HcH    H    Hf  Hi  HH  H H9}AH    H    Hf  Hi  HH  H HH                H    H    Hf  Hi  HH  H H9~AH    H    Hf  Hi  HH  H HH                H    H    Hf  Hi  HH  H H~CH    H    Hf  Hi  HH  H H                   H    H    Hf  Hi  HH  H HCH    H    Hf  Hi  HH  H H                   EHcH    H    Hf  Hi  HH  H H9}AH    H    Hf  Hi  HH  H HH                H    H    Hf  Hi  HH  H H9~AH    H    Hf  Hi  HH  H HH                    H    H    Hf  Hi  HH`  L H    H    Hf  Hi  HHh  HH    H    Hf  Hi  HH  H HHH    H    Hf  Hi  HH  H HH    H    Hf  Hi  HH  H HHH    H    Hf  Hi  HH  H HLZ 9]t                E]L  H  H  H  H  H                    MIHH@H   H   HUXHHx               8  0  (                         H  @  8  0  uu u`uH(  u(     uh       upu@   u0                     P@`0 uP         IIHHU    HsH  9  H    H=]  ~#H    H]                  H    H=\  #H    H]                  H    H    H]  Hi  HH    H    P    fP    PH    H    H]  Hi  HH     @ H    H=]  ~#H    H]                  H    H=\  #H    H]                  H    H    H]  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8H    H    HH@HXHH    H    HHPHXXH    H    H]  Hi  HHHH`  H        H0HHHrHPHH)HHHH    H=]  ~#H    H]                  H    H=\  #H    H]                  H    H    H]  Hi  H0  HHP    fH    H    H]  Hi  H0  HHHH        HE    H  D E   ]D9ei  }u                EHH   H¾                H;0~!H0HH¾                HPH  HH  EH    H=]  ~#H    H]                  H    H=\  #H    H]                  H   LcH    H    H]  Hi  HH  H I9}AH    H    H]  Hi  HH  H HLʾ                H    H    H]  Hi  HH  H I9~AH    H    H]  Hi  HH  H HLʾ                H    H    H]  Hi  HH  H H~CH    H    H]  Hi  HH  H H                   H    H    H]  Hi  HH  H HCH    H    H]  Hi  HH  H H                   ELcH    H    H]  Hi  HH  H I9}AH    H    H]  Hi  HH  H HLҾ                H    H    H]  Hi  HH  H I9~AH    H    H]  Hi  HH  H HLҾ                H    H=]  ~#H    H]                  H    H=\  #H    H]                  H   HcH    H    H]  Hi  HH  H H9}AH    H    H]  Hi  HH  H HH                H    H    H]  Hi  HH  H H9~AH    H    H]  Hi  HH  H HH                H    H    H]  Hi  HH  H H~CH    H    H]  Hi  HH  H H                   H    H    H]  Hi  HH  H HCH    H    H]  Hi  HH  H H                   ELcH    H    H]  Hi  HH  H I9}AH    H    H]  Hi  HH  H HL¾                H    H    H]  Hi  HH  H I9~AH    H    H]  Hi  HH  H HL¾                EHcH   H                H;@~!H@HH                H    H    H]  Hi  HH`  LH    H    H]  Hi  HHh  HH    H    H]  Hi  HH  H HHH    H    H]  Hi  HH  H HH    H    H]  Hi  HH  H IHH    H    H]  Hi  HH  H HL ZHVH0  f(    YXH    H    H]  Hi  HH`  H0H    H    H]  Hi  HHh  HH    H    H]  Hi  HH  H IHH    H    H]  Hi  HH  H HH    H    H]  Hi  HH  H IHH    H    H]  Hi  HH  H HHZ   H    H=]  ~#H    H]                  H    H=\  #H    H]                  H   HcH    H    H]  Hi  HH  H H9}AH    H    H]  Hi  HH  H HH                H    H    H]  Hi  HH  H H9~AH    H    H]  Hi  HH  H HH                H    H    H]  Hi  HH  H H~CH    H    H]  Hi  HH  H H                   H    H    H]  Hi  HH  H HCH    H    H]  Hi  HH  H H                   EHcH    H    H]  Hi  HH  H H9}AH    H    H]  Hi  HH  H HH                H    H    H]  Hi  HH  H H9~AH    H    H]  Hi  HH  H HH                    H    H    H]  Hi  HH`  L H    H    H]  Hi  HHh  HH    H    H]  Hi  HH  H HHH    H    H]  Hi  HH  H HH    H    H]  Hi  HH  H HHH    H    H]  Hi  HH  H HLZ 9]t                E]H    H=^  ~#H    H^                  H    H=]  #H    H^                  H    H    H^  Hi  HH    H    P    fP    PH    H    H^  Hi  HH     @ H    H=^  ~#H    H^                  H    H=]  #H    H^                  H    H    H^  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8H    H    HH@HXHH    H    HHPHXX    fP`    PbH    H    H^  Hi  HHHHc  H        H0HHHrHPHH)HHHH    H=^  ~#H    H^                  H    H=]  #H    H^                  H    H    H^  Hi  H0  HHP    fH    H    H^  Hi  H0  HHHH        HE    H  D E   ]D9ei  }u                EHH   H¾                H;0~!H0HH¾                HPH  HH  EH    H=^  ~#H    H^                  H    H=]  #H    H^                  H   LcH    H    H^  Hi  HH  H I9}AH    H    H^  Hi  HH  H HLʾ                H    H    H^  Hi  HH  H I9~AH    H    H^  Hi  HH  H HLʾ                H    H    H^  Hi  HH  H H~CH    H    H^  Hi  HH  H H                   H    H    H^  Hi  HH  H HCH    H    H^  Hi  HH  H H                   ELcH    H    H^  Hi  HH  H I9}AH    H    H^  Hi  HH  H HLҾ                H    H    H^  Hi  HH  H I9~AH    H    H^  Hi  HH  H HLҾ                H    H=^  ~#H    H^                  H    H=]  #H    H^                  H   HcH    H    H^  Hi  HH  H H9}AH    H    H^  Hi  HH  H HH                H    H    H^  Hi  HH  H H9~AH    H    H^  Hi  HH  H HH                H    H    H^  Hi  HH  H H~CH    H    H^  Hi  HH  H H                   H    H    H^  Hi  HH  H HCH    H    H^  Hi  HH  H H                   ELcH    H    H^  Hi  HH  H I9}AH    H    H^  Hi  HH  H HL¾                H    H    H^  Hi  HH  H I9~AH    H    H^  Hi  HH  H HL¾                EHcH   H                H;8~!H8HH                H    H    H^  Hi  HH`  LH    H    H^  Hi  HHh  HH    H    H^  Hi  HH  H HHH    H    H^  Hi  HH  H HH    H    H^  Hi  HH  H IHH    H    H^  Hi  HH  H HL ZHVH8  f(    YXH    H    H^  Hi  HH`  H0H    H    H^  Hi  HHh  HH    H    H^  Hi  HH  H IHH    H    H^  Hi  HH  H HH    H    H^  Hi  HH  H IHH    H    H^  Hi  HH  H HHZ   H    H=^  ~#H    H^                  H    H=]  #H    H^                  H   HcH    H    H^  Hi  HH  H H9}AH    H    H^  Hi  HH  H HH                H    H    H^  Hi  HH  H H9~AH    H    H^  Hi  HH  H HH                H    H    H^  Hi  HH  H H~CH    H    H^  Hi  HH  H H                   H    H    H^  Hi  HH  H HCH    H    H^  Hi  HH  H H                   EHcH    H    H^  Hi  HH  H H9}AH    H    H^  Hi  HH  H HH                H    H    H^  Hi  HH  H H9~AH    H    H^  Hi  HH  H HH                    H    H    H^  Hi  HH`  L H    H    H^  Hi  HHh  HH    H    H^  Hi  HH  H HHH    H    H^  Hi  HH  H HH    H    H^  Hi  HH  H HHH    H    H^  Hi  HH  H HLZ 9]t                E]H    H=j  ~#H    Hj                  H    H=i  #H    Hj                  H    H    Hj  Hi  HH    H    PH    H    Hj  Hi  HH	H        Hf@  @
 H    H=j  ~#H    Hj                  H    H=i  #H    Hj                  H    H    Hj  Hi  HHHH    H    HHXH    HP    fPH    H    Hj  Hi  HHHH  H        H0HHHrHPHH)HHHH    H=j  ~#H    Hj                  H    H=i  #H    Hj                  H    H    Hj  Hi  H0  HHP    fH    H    Hj  Hi  H0  HHHH        HE    H  D E   ]D9ei  }u                EHH   H¾                H;0~!H0HH¾                HPH  HH  EH    H=j  ~#H    Hj                  H    H=i  #H    Hj                  H   LcH    H    Hj  Hi  HH  H I9}AH    H    Hj  Hi  HH  H HLʾ                H    H    Hj  Hi  HH  H I9~AH    H    Hj  Hi  HH  H HLʾ                H    H    Hj  Hi  HH  H H~CH    H    Hj  Hi  HH  H H                   H    H    Hj  Hi  HH  H HCH    H    Hj  Hi  HH  H H                   ELcH    H    Hj  Hi  HH  H I9}AH    H    Hj  Hi  HH  H HLҾ                H    H    Hj  Hi  HH  H I9~AH    H    Hj  Hi  HH  H HLҾ                H    H=j  ~#H    Hj                  H    H=i  #H    Hj                  H   HcH    H    Hj  Hi  HH  H H9}AH    H    Hj  Hi  HH  H HH                H    H    Hj  Hi  HH  H H9~AH    H    Hj  Hi  HH  H HH                H    H    Hj  Hi  HH  H H~CH    H    Hj  Hi  HH  H H                   H    H    Hj  Hi  HH  H HCH    H    Hj  Hi  HH  H H                   ELcH    H    Hj  Hi  HH  H I9}AH    H    Hj  Hi  HH  H HL¾                H    H    Hj  Hi  HH  H I9~AH    H    Hj  Hi  HH  H HL¾                EHcH   H                H;H~!HHHH                H    H    Hj  Hi  HH`  LH    H    Hj  Hi  HHh  HH    H    Hj  Hi  HH  H HHH    H    Hj  Hi  HH  H HH    H    Hj  Hi  HH  H IHH    H    Hj  Hi  HH  H HL ZHVH(  f(    YXH    H    Hj  Hi  HH`  H0H    H    Hj  Hi  HHh  HH    H    Hj  Hi  HH  H IHH    H    Hj  Hi  HH  H HH    H    Hj  Hi  HH  H IHH    H    Hj  Hi  HH  H HHZ   H    H=j  ~#H    Hj                  H    H=i  #H    Hj                  H   HcH    H    Hj  Hi  HH  H H9}AH    H    Hj  Hi  HH  H HH                H    H    Hj  Hi  HH  H H9~AH    H    Hj  Hi  HH  H HH                H    H    Hj  Hi  HH  H H~CH    H    Hj  Hi  HH  H H                   H    H    Hj  Hi  HH  H HCH    H    Hj  Hi  HH  H H                   EHcH    H    Hj  Hi  HH  H H9}AH    H    Hj  Hi  HH  H HH                H    H    Hj  Hi  HH  H H9~AH    H    Hj  Hi  HH  H HH                    H    H    Hj  Hi  HH`  L H    H    Hj  Hi  HHh  HH    H    Hj  Hi  HH  H HHH    H    Hj  Hi  HH  H HH    H    Hj  Hi  HH  H HHH    H    Hj  Hi  HH  H HLZ 9]t                E]H    H=i  ~#H    Hi                  H    H=h  #H    Hi                  H    H    Hi  Hi  HH    H    PH    H    Hi  Hi  HH	H        Hf@  @
 H    H=i  ~#H    Hi                  H    H=h  #H    Hi                  H    H    Hi  Hi  HHHH    H    HHXH    HP    PH    H    Hi  Hi  HHHH  H        H0HHHrHPHH)HHHH    H=i  ~#H    Hi                  H    H=h  #H    Hi                  H    H    Hi  Hi  H0  HHP    fH    H    Hi  Hi  H0  HHHH        HE    H  D E   ]D9ei  }u                EHH   H¾                H;0~!H0HH¾                HPH  HH  EH    H=i  ~#H    Hi                  H    H=h  #H    Hi                  H   LcH    H    Hi  Hi  HH  H I9}AH    H    Hi  Hi  HH  H HLʾ                H    H    Hi  Hi  HH  H I9~AH    H    Hi  Hi  HH  H HLʾ                H    H    Hi  Hi  HH  H H~CH    H    Hi  Hi  HH  H H                   H    H    Hi  Hi  HH  H HCH    H    Hi  Hi  HH  H H                   ELcH    H    Hi  Hi  HH  H I9}AH    H    Hi  Hi  HH  H HLҾ                H    H    Hi  Hi  HH  H I9~AH    H    Hi  Hi  HH  H HLҾ                H    H=i  ~#H    Hi                  H    H=h  #H    Hi                  H   HcH    H    Hi  Hi  HH  H H9}AH    H    Hi  Hi  HH  H HH                H    H    Hi  Hi  HH  H H9~AH    H    Hi  Hi  HH  H HH                H    H    Hi  Hi  HH  H H~CH    H    Hi  Hi  HH  H H                   H    H    Hi  Hi  HH  H HCH    H    Hi  Hi  HH  H H                   ELcH    H    Hi  Hi  HH  H I9}AH    H    Hi  Hi  HH  H HL¾                H    H    Hi  Hi  HH  H I9~AH    H    Hi  Hi  HH  H HL¾                EHcH   H                H;X~!HXHH                H    H    Hi  Hi  HH`  LH    H    Hi  Hi  HHh  HH    H    Hi  Hi  HH  H HHH    H    Hi  Hi  HH  H HH    H    Hi  Hi  HH  H IHH    H    Hi  Hi  HH  H HL ZHVH  f(    YXH    H    Hi  Hi  HH`  H0H    H    Hi  Hi  HHh  HH    H    Hi  Hi  HH  H IHH    H    Hi  Hi  HH  H HH    H    Hi  Hi  HH  H IHH    H    Hi  Hi  HH  H HHZ   H    H=i  ~#H    Hi                  H    H=h  #H    Hi                  H   HcH    H    Hi  Hi  HH  H H9}AH    H    Hi  Hi  HH  H HH                H    H    Hi  Hi  HH  H H9~AH    H    Hi  Hi  HH  H HH                H    H    Hi  Hi  HH  H H~CH    H    Hi  Hi  HH  H H                   H    H    Hi  Hi  HH  H HCH    H    Hi  Hi  HH  H H                   EHcH    H    Hi  Hi  HH  H H9}AH    H    Hi  Hi  HH  H HH                H    H    Hi  Hi  HH  H H9~AH    H    Hi  Hi  HH  H HH                    H    H    Hi  Hi  HH`  L H    H    Hi  Hi  HHh  HH    H    Hi  Hi  HH  H HHH    H    Hi  Hi  HH  H HH    H    Hi  Hi  HH  H HHH    H    Hi  Hi  HH  H HLZ 9]t                E]H    H=h  ~#H    Hh                  H    H=g  #H    Hh                  H    H    Hh  Hi  HH    H    PH    H    Hh  Hi  HH	H        Hf@  @
 H    H=h  ~#H    Hh                  H    H=g  #H    Hh                  H    H    Hh  Hi  HHHH    H    HHXH    HP    PH    H    Hh  Hi  HHHH  H        H0HHHrHPHH)HHHH    H=h  ~#H    Hh                  H    H=g  #H    Hh                  H    H    Hh  Hi  H0  HHP    fH    H    Hh  Hi  H0  HHHH        HE    H  D E   ]D9ei  }u                EHH   H¾                H;0~!H0HH¾                HPH  HH  EH    H=h  ~#H    Hh                  H    H=g  #H    Hh                  H   LcH    H    Hh  Hi  HH  H I9}AH    H    Hh  Hi  HH  H HLʾ                H    H    Hh  Hi  HH  H I9~AH    H    Hh  Hi  HH  H HLʾ                H    H    Hh  Hi  HH  H H~CH    H    Hh  Hi  HH  H H                   H    H    Hh  Hi  HH  H HCH    H    Hh  Hi  HH  H H                   ELcH    H    Hh  Hi  HH  H I9}AH    H    Hh  Hi  HH  H HLҾ                H    H    Hh  Hi  HH  H I9~AH    H    Hh  Hi  HH  H HLҾ                H    H=h  ~#H    Hh                  H    H=g  #H    Hh                  H   HcH    H    Hh  Hi  HH  H H9}AH    H    Hh  Hi  HH  H HH                H    H    Hh  Hi  HH  H H9~AH    H    Hh  Hi  HH  H HH                H    H    Hh  Hi  HH  H H~CH    H    Hh  Hi  HH  H H                   H    H    Hh  Hi  HH  H HCH    H    Hh  Hi  HH  H H                   ELcH    H    Hh  Hi  HH  H I9}AH    H    Hh  Hi  HH  H HL¾                H    H    Hh  Hi  HH  H I9~AH    H    Hh  Hi  HH  H HL¾                EHcH   H                H;~!HHH                H    H    Hh  Hi  HH`  LH    H    Hh  Hi  HHh  HH    H    Hh  Hi  HH  H HHH    H    Hh  Hi  HH  H HH    H    Hh  Hi  HH  H IHH    H    Hh  Hi  HH  H HL ZHVH   f(    YXH    H    Hh  Hi  HH`  H0H    H    Hh  Hi  HHh  HH    H    Hh  Hi  HH  H IHH    H    Hh  Hi  HH  H HH    H    Hh  Hi  HH  H IHH    H    Hh  Hi  HH  H HHZ   H    H=h  ~#H    Hh                  H    H=g  #H    Hh                  H   HcH    H    Hh  Hi  HH  H H9}AH    H    Hh  Hi  HH  H HH                H    H    Hh  Hi  HH  H H9~AH    H    Hh  Hi  HH  H HH                H    H    Hh  Hi  HH  H H~CH    H    Hh  Hi  HH  H H                   H    H    Hh  Hi  HH  H HCH    H    Hh  Hi  HH  H H                   EHcH    H    Hh  Hi  HH  H H9}AH    H    Hh  Hi  HH  H HH                H    H    Hh  Hi  HH  H H9~AH    H    Hh  Hi  HH  H HH                    H    H    Hh  Hi  HH`  L H    H    Hh  Hi  HHh  HH    H    Hh  Hi  HH  H HHH    H    Hh  Hi  HH  H HH    H    Hh  Hi  HH  H HHH    H    Hh  Hi  HH  H HLZ 9]t                E]H    H=g  ~#H    Hg                  H    H=f  #H    Hg                  H    H    Hg  Hi  HH    H    PH    H    Hg  Hi  HH	H        Hf@  @
 H    H=g  ~#H    Hg                  H    H=f  #H    Hg                  H    H    Hg  Hi  HHHHH    H    HHQH    HAH    H    Hg  Hi  HHHH  H        H0HHHrHPHH)HHHH    H=g  ~#H    Hg                  H    H=f  #H    Hg                  H    H    Hg  Hi  H0  HHP    fH    H    Hg  Hi  H0  HHHH        HE    H  D E   ]D9ei  }u                EHH   H¾                H;0~!H0HH¾                HPH  HH  EH    H=g  ~#H    Hg                  H    H=f  #H    Hg                  H   LcH    H    Hg  Hi  HH  H I9}AH    H    Hg  Hi  HH  H HLʾ                H    H    Hg  Hi  HH  H I9~AH    H    Hg  Hi  HH  H HLʾ                H    H    Hg  Hi  HH  H H~CH    H    Hg  Hi  HH  H H                   H    H    Hg  Hi  HH  H HCH    H    Hg  Hi  HH  H H                   ELcH    H    Hg  Hi  HH  H I9}AH    H    Hg  Hi  HH  H HLҾ                H    H    Hg  Hi  HH  H I9~AH    H    Hg  Hi  HH  H HLҾ                H    H=g  ~#H    Hg                  H    H=f  #H    Hg                  H   HcH    H    Hg  Hi  HH  H H9}AH    H    Hg  Hi  HH  H HH                H    H    Hg  Hi  HH  H H9~AH    H    Hg  Hi  HH  H HH                H    H    Hg  Hi  HH  H H~CH    H    Hg  Hi  HH  H H                   H    H    Hg  Hi  HH  H HCH    H    Hg  Hi  HH  H H                   ELcH    H    Hg  Hi  HH  H I9}AH    H    Hg  Hi  HH  H HL¾                H    H    Hg  Hi  HH  H I9~AH    H    Hg  Hi  HH  H HL¾                EHcH   H                H;h~!HhHH                H    H    Hg  Hi  HH`  LH    H    Hg  Hi  HHh  HH    H    Hg  Hi  HH  H HHH    H    Hg  Hi  HH  H HH    H    Hg  Hi  HH  H IHH    H    Hg  Hi  HH  H HL ZHVH  f(    YXH    H    Hg  Hi  HH`  H0H    H    Hg  Hi  HHh  HH    H    Hg  Hi  HH  H IHH    H    Hg  Hi  HH  H HH    H    Hg  Hi  HH  H IHH    H    Hg  Hi  HH  H HHZ   H    H=g  ~#H    Hg                  H    H=f  #H    Hg                  H   HcH    H    Hg  Hi  HH  H H9}AH    H    Hg  Hi  HH  H HH                H    H    Hg  Hi  HH  H H9~AH    H    Hg  Hi  HH  H HH                H    H    Hg  Hi  HH  H H~CH    H    Hg  Hi  HH  H H                   H    H    Hg  Hi  HH  H HCH    H    Hg  Hi  HH  H H                   EHcH    H    Hg  Hi  HH  H H9}AH    H    Hg  Hi  HH  H HH                H    H    Hg  Hi  HH  H H9~AH    H    Hg  Hi  HH  H HH                    H    H    Hg  Hi  HH`  L H    H    Hg  Hi  HHh  HH    H    Hg  Hi  HH  H HHH    H    Hg  Hi  HH  H HH    H    Hg  Hi  HH  H HHH    H    Hg  Hi  HH  H HLZ 9]t                E]H    H=k  ~#H    Hk                  H    H=j  #H    Hk                  H    H    Hk  Hi  HH    H    PH    H    Hk  Hi  HH	H        Hf@  @
 H    H=k  ~#H    Hk                  H    H=j  #H    Hk                  H    H    Hk  Hi  HHHH    H    HHXH    H    HHHX    P H    H    Hk  Hi  HHHH$  H        H0HHHrHPHH)HHHH    H=k  ~#H    Hk                  H    H=j  #H    Hk                  H    H    Hk  Hi  H0  HH    f    PH    H    Hk  Hi  H0  HHH     f@  @ E    H  D E   ]D9ei  }u                EHH   H¾                H;0~!H0HH¾                HPH  HH  EH    H=k  ~#H    Hk                  H    H=j  #H    Hk                  H   LcH    H    Hk  Hi  HH  H I9}AH    H    Hk  Hi  HH  H HLʾ                H    H    Hk  Hi  HH  H I9~AH    H    Hk  Hi  HH  H HLʾ                H    H    Hk  Hi  HH  H H~CH    H    Hk  Hi  HH  H H                   H    H    Hk  Hi  HH  H HCH    H    Hk  Hi  HH  H H                   ELcH    H    Hk  Hi  HH  H I9}AH    H    Hk  Hi  HH  H HLҾ                H    H    Hk  Hi  HH  H I9~AH    H    Hk  Hi  HH  H HLҾ                H    H=k  ~#H    Hk                  H    H=j  #H    Hk                  H   HcH    H    Hk  Hi  HH  H H9}AH    H    Hk  Hi  HH  H HH                H    H    Hk  Hi  HH  H H9~AH    H    Hk  Hi  HH  H HH                H    H    Hk  Hi  HH  H H~CH    H    Hk  Hi  HH  H H                   H    H    Hk  Hi  HH  H HCH    H    Hk  Hi  HH  H H                   ELcH    H    Hk  Hi  HH  H I9}AH    H    Hk  Hi  HH  H HL¾                H    H    Hk  Hi  HH  H I9~AH    H    Hk  Hi  HH  H HL¾                EHcH   H                H;`~!H`HH                H    H    Hk  Hi  HH`  LH    H    Hk  Hi  HHh  HH    H    Hk  Hi  HH  H HHH    H    Hk  Hi  HH  H HH    H    Hk  Hi  HH  H IHH    H    Hk  Hi  HH  H HL ZHVH  f(    YXH    H    Hk  Hi  HH`  H0H    H    Hk  Hi  HHh  HH    H    Hk  Hi  HH  H IHH    H    Hk  Hi  HH  H HH    H    Hk  Hi  HH  H IHH    H    Hk  Hi  HH  H HHZ   H    H=k  ~#H    Hk                  H    H=j  #H    Hk                  H   HcH    H    Hk  Hi  HH  H H9}AH    H    Hk  Hi  HH  H HH                H    H    Hk  Hi  HH  H H9~AH    H    Hk  Hi  HH  H HH                H    H    Hk  Hi  HH  H H~CH    H    Hk  Hi  HH  H H                   H    H    Hk  Hi  HH  H HCH    H    Hk  Hi  HH  H H                   EHcH    H    Hk  Hi  HH  H H9}AH    H    Hk  Hi  HH  H HH                H    H    Hk  Hi  HH  H H9~AH    H    Hk  Hi  HH  H HH                    H    H    Hk  Hi  HH`  L H    H    Hk  Hi  HHh  HH    H    Hk  Hi  HH  H HHH    H    Hk  Hi  HH  H HH    H    Hk  Hi  HH  H HHH    H    Hk  Hi  HH  H HLZ 9]t                E]H    H=l  ~#H    Hl                  H    H=k  #H    Hl                  H    H    Hl  Hi  HH    H    PH    H    Hl  Hi  HH	H        Hf@  @
 H    H=l  ~#H    Hl                  H    H=k  #H    Hl                  H    H    Hl  Hi  HHHH    H    HHXH    HP    PH    H    Hl  Hi  HHHH  H        H0HHHrHPHH)HHHH    H=l  ~#H    Hl                  H    H=k  #H    Hl                  H    H    Hl  Hi  H0  HH    f    PH    H    Hl  Hi  H0  HHH     f@  @ E    H  D E   ]D9ei  }u                EHH   H¾                H;0~!H0HH¾                HPH  HH  EH    H=l  ~#H    Hl                  H    H=k  #H    Hl                  H   LcH    H    Hl  Hi  HH  H I9}AH    H    Hl  Hi  HH  H HLʾ                H    H    Hl  Hi  HH  H I9~AH    H    Hl  Hi  HH  H HLʾ                H    H    Hl  Hi  HH  H H~CH    H    Hl  Hi  HH  H H                   H    H    Hl  Hi  HH  H HCH    H    Hl  Hi  HH  H H                   ELcH    H    Hl  Hi  HH  H I9}AH    H    Hl  Hi  HH  H HLҾ                H    H    Hl  Hi  HH  H I9~AH    H    Hl  Hi  HH  H HLҾ                H    H=l  ~#H    Hl                  H    H=k  #H    Hl                  H   HcH    H    Hl  Hi  HH  H H9}AH    H    Hl  Hi  HH  H HH                H    H    Hl  Hi  HH  H H9~AH    H    Hl  Hi  HH  H HH                H    H    Hl  Hi  HH  H H~CH    H    Hl  Hi  HH  H H                   H    H    Hl  Hi  HH  H HCH    H    Hl  Hi  HH  H H                   ELcH    H    Hl  Hi  HH  H I9}AH    H    Hl  Hi  HH  H HL¾                H    H    Hl  Hi  HH  H I9~AH    H    Hl  Hi  HH  H HL¾                EHcH   H                H;P~!HPHH                H    H    Hl  Hi  HH`  LH    H    Hl  Hi  HHh  HH    H    Hl  Hi  HH  H HHH    H    Hl  Hi  HH  H HH    H    Hl  Hi  HH  H IHH    H    Hl  Hi  HH  H HL ZHVH   f(    YXH    H    Hl  Hi  HH`  H0H    H    Hl  Hi  HHh  HH    H    Hl  Hi  HH  H IHH    H    Hl  Hi  HH  H HH    H    Hl  Hi  HH  H IHH    H    Hl  Hi  HH  H HHZ   H    H=l  ~#H    Hl                  H    H=k  #H    Hl                  H   HcH    H    Hl  Hi  HH  H H9}AH    H    Hl  Hi  HH  H HH                H    H    Hl  Hi  HH  H H9~AH    H    Hl  Hi  HH  H HH                H    H    Hl  Hi  HH  H H~CH    H    Hl  Hi  HH  H H                   H    H    Hl  Hi  HH  H HCH    H    Hl  Hi  HH  H H                   EHcH    H    Hl  Hi  HH  H H9}AH    H    Hl  Hi  HH  H HH                H    H    Hl  Hi  HH  H H9~AH    H    Hl  Hi  HH  H HH                    H    H    Hl  Hi  HH`  L H    H    Hl  Hi  HHh  HH    H    Hl  Hi  HH  H HHH    H    Hl  Hi  HH  H HH    H    Hl  Hi  HH  H HHH    H    Hl  Hi  HH  H HLZ 9]t                E]H    H=m  ~#H    Hm                  H    H=l  #H    Hm                  H    H    Hm  Hi  HЋ        PH    H    Hm  Hi  HHH        H@    f@  @ H    H=m  ~#H    Hm                  H    H=l  #H    Hm                  H    H    Hm  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8    fP@    PBH    H    Hm  Hi  HHHHC  H        H0HHHrHPHH)HHHH    H=m  ~#H    Hm                  H    H=l  #H    Hm                  H    H    Hm  Hi  H0  HH        PH    H    Hm  Hi  H0  HHH     @ E    H  D E   ]D9ef  }u                EHH   H¾                H;0~!H0HH¾                HPH  HH  EH    H=m  ~#H    Hm                  H    H=l  #H    Hm                  H   LcH    H    Hm  Hi  HH  H I9}AH    H    Hm  Hi  HH  H HLʾ                H    H    Hm  Hi  HH  H I9~AH    H    Hm  Hi  HH  H HLʾ                H    H    Hm  Hi  HH  H H~CH    H    Hm  Hi  HH  H H                   H    H    Hm  Hi  HH  H HCH    H    Hm  Hi  HH  H H                   ELcH    H    Hm  Hi  HH  H I9}AH    H    Hm  Hi  HH  H HLҾ                H    H    Hm  Hi  HH  H I9~AH    H    Hm  Hi  HH  H HLҾ                H    H=m  ~#H    Hm                  H    H=l  #H    Hm                  H   HcH    H    Hm  Hi  HH  H H9}AH    H    Hm  Hi  HH  H HH                H    H    Hm  Hi  HH  H H9~AH    H    Hm  Hi  HH  H HH                H    H    Hm  Hi  HH  H H~CH    H    Hm  Hi  HH  H H                   H    H    Hm  Hi  HH  H HCH    H    Hm  Hi  HH  H H                   ELcH    H    Hm  Hi  HH  H I9}AH    H    Hm  Hi  HH  H HL¾                H    H    Hm  Hi  HH  H I9~AH    H    Hm  Hi  HH  H HL¾                EHcH   H                H;~!HHH                H    H    Hm  Hi  HH`  LH    H    Hm  Hi  HHh  HH    H    Hm  Hi  HH  H HHH    H    Hm  Hi  HH  H HH    H    Hm  Hi  HH  H IHH    H    Hm  Hi  HH  H HL ZHVHEhf(    YXH    H    Hm  Hi  HH`  H0H    H    Hm  Hi  HHh  HH    H    Hm  Hi  HH  H IHH    H    Hm  Hi  HH  H HH    H    Hm  Hi  HH  H IHH    H    Hm  Hi  HH  H HHZ   H    H=m  ~#H    Hm                  H    H=l  #H    Hm                  H   HcH    H    Hm  Hi  HH  H H9}AH    H    Hm  Hi  HH  H HH                H    H    Hm  Hi  HH  H H9~AH    H    Hm  Hi  HH  H HH                H    H    Hm  Hi  HH  H H~CH    H    Hm  Hi  HH  H H                   H    H    Hm  Hi  HH  H HCH    H    Hm  Hi  HH  H H                   EHcH    H    Hm  Hi  HH  H H9}AH    H    Hm  Hi  HH  H HH                H    H    Hm  Hi  HH  H H9~AH    H    Hm  Hi  HH  H HH                    H    H    Hm  Hi  HH`  L H    H    Hm  Hi  HHh  HH    H    Hm  Hi  HH  H HHH    H    Hm  Hi  HH  H HH    H    Hm  Hi  HH  H HHH    H    Hm  Hi  HH  H HLZ 9]t                E]H    H=m  ~#H    Hm                  H    H=l  #H    Hm                  H    H    Hm  Hi  HЋ        PH    H    Hm  Hi  HHH        H@    f@  @ H    H=m  ~#H    Hm                  H    H=l  #H    Hm                  H    H    Hm  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8    fP@    PBH    H    Hm  Hi  HHHHC  H        H0HHHrHPHH)HHHH    H=m  ~#H    Hm                  H    H=l  #H    Hm                  H    H    Hm  Hi  H0  HH        PH    H    Hm  Hi  H0  HHH     @ E    H  D E   ]D9ef  }u                EHH   H¾                H;0~!H0HH¾                HPH  HH  EH    H=m  ~#H    Hm                  H    H=l  #H    Hm                  H   LcH    H    Hm  Hi  HH  H I9}AH    H    Hm  Hi  HH  H HLʾ                H    H    Hm  Hi  HH  H I9~AH    H    Hm  Hi  HH  H HLʾ                H    H    Hm  Hi  HH  H H~CH    H    Hm  Hi  HH  H H                   H    H    Hm  Hi  HH  H HCH    H    Hm  Hi  HH  H H                   ELcH    H    Hm  Hi  HH  H I9}AH    H    Hm  Hi  HH  H HLҾ                H    H    Hm  Hi  HH  H I9~AH    H    Hm  Hi  HH  H HLҾ                H    H=m  ~#H    Hm                  H    H=l  #H    Hm                  H   HcH    H    Hm  Hi  HH  H H9}AH    H    Hm  Hi  HH  H HH                H    H    Hm  Hi  HH  H H9~AH    H    Hm  Hi  HH  H HH                H    H    Hm  Hi  HH  H H~CH    H    Hm  Hi  HH  H H                   H    H    Hm  Hi  HH  H HCH    H    Hm  Hi  HH  H H                   ELcH    H    Hm  Hi  HH  H I9}AH    H    Hm  Hi  HH  H HL¾                H    H    Hm  Hi  HH  H I9~AH    H    Hm  Hi  HH  H HL¾                EHcH   H                H;~!HHH                H    H    Hm  Hi  HH`  LH    H    Hm  Hi  HHh  HH    H    Hm  Hi  HH  H HHH    H    Hm  Hi  HH  H HH    H    Hm  Hi  HH  H IHH    H    Hm  Hi  HH  H HL ZHVHEhf(    YXH    H    Hm  Hi  HH`  H0H    H    Hm  Hi  HHh  HH    H    Hm  Hi  HH  H IHH    H    Hm  Hi  HH  H HH    H    Hm  Hi  HH  H IHH    H    Hm  Hi  HH  H HHZ   H    H=m  ~#H    Hm                  H    H=l  #H    Hm                  H   HcH    H    Hm  Hi  HH  H H9}AH    H    Hm  Hi  HH  H HH                H    H    Hm  Hi  HH  H H9~AH    H    Hm  Hi  HH  H HH                H    H    Hm  Hi  HH  H H~CH    H    Hm  Hi  HH  H H                   H    H    Hm  Hi  HH  H HCH    H    Hm  Hi  HH  H H                   EHcH    H    Hm  Hi  HH  H H9}AH    H    Hm  Hi  HH  H HH                H    H    Hm  Hi  HH  H H9~AH    H    Hm  Hi  HH  H HH                    H    H    Hm  Hi  HH`  L H    H    Hm  Hi  HHh  HH    H    Hm  Hi  HH  H HHH    H    Hm  Hi  HH  H HH    H    Hm  Hi  HH  H HHH    H    Hm  Hi  HH  H HLZ 9]t                E]H    H=n  ~#H    Hn                  H    H=m  #H    Hn                  H    H    Hn  Hi  HЋ        PH    H    Hn  Hi  HHH        H@    f@  @ H    H=n  ~#H    Hn                  H    H=m  #H    Hn                  H    H    Hn  Hi  HHHH    H    HHXH    H    HHHXH    HP     fP(    P*H    H    Hn  Hi  HHHH+   H        H0HHHrHPHH)HHHH    H=n  ~#H    Hn                  H    H=m  #H    Hn                  H    H    Hn  Hi  H0  HHP    H    H    Hn  Hi  H0  HHH     f@  E    H  D E   ]D9ew  }u                EHH   H¾                H;0~!H0HH¾                HPH  HH  EH    H=n  ~#H    Hn                  H    H=m  #H    Hn                  H   LcH    H    Hn  Hi  HH  H I9}AH    H    Hn  Hi  HH  H HLʾ                H    H    Hn  Hi  HH  H I9~AH    H    Hn  Hi  HH  H HLʾ                H    H    Hn  Hi  HH  H H~CH    H    Hn  Hi  HH  H H                   H    H    Hn  Hi  HH  H HCH    H    Hn  Hi  HH  H H                   ELcH    H    Hn  Hi  HH  H I9}AH    H    Hn  Hi  HH  H HLҾ                H    H    Hn  Hi  HH  H I9~AH    H    Hn  Hi  HH  H HLҾ                H    H=n  ~#H    Hn                  H    H=m  #H    Hn                  H   HcH    H    Hn  Hi  HH  H H9}AH    H    Hn  Hi  HH  H HH                H    H    Hn  Hi  HH  H H9~AH    H    Hn  Hi  HH  H HH                H    H    Hn  Hi  HH  H H~CH    H    Hn  Hi  HH  H H                   H    H    Hn  Hi  HH  H HCH    H    Hn  Hi  HH  H H                   ELcH    H    Hn  Hi  HH  H I9}AH    H    Hn  Hi  HH  H HL¾                H    H    Hn  Hi  HH  H I9~AH    H    Hn  Hi  HH  H HL¾                EHcH   H                H;`~!H`HH                H    H    Hn  Hi  HH`  LH    H    Hn  Hi  HHh  HH    H    Hn  Hi  HH  H HHH    H    Hn  Hi  HH  H HH    H    Hn  Hi  HH  H IHH    H    Hn  Hi  HH  H HL ZH@HPHH  f(    YXH    H    Hn  Hi  HH`  H0H    H    Hn  Hi  HHh  HH    H    Hn  Hi  HH  H IHH    H    Hn  Hi  HH  H HH    H    Hn  Hi  HH  H IHH    H    Hn  Hi  HH  H HHZ   H    H=n  ~#H    Hn                  H    H=m  #H    Hn                  H   HcH    H    Hn  Hi  HH  H H9}AH    H    Hn  Hi  HH  H HH                H    H    Hn  Hi  HH  H H9~AH    H    Hn  Hi  HH  H HH                H    H    Hn  Hi  HH  H H~CH    H    Hn  Hi  HH  H H                   H    H    Hn  Hi  HH  H HCH    H    Hn  Hi  HH  H H                   EHcH    H    Hn  Hi  HH  H H9}AH    H    Hn  Hi  HH  H HH                H    H    Hn  Hi  HH  H H9~AH    H    Hn  Hi  HH  H HH                    H    H    Hn  Hi  HH`  L H    H    Hn  Hi  HHh  HH    H    Hn  Hi  HH  H HHH    H    Hn  Hi  HH  H HH    H    Hn  Hi  HH  H HHH    H    Hn  Hi  HH  H HLZ 9]t                E]wH    H=o  ~#H    Ho                  H    H=n  #H    Ho                  H    H    Ho  Hi  HЋ        PH    H    Ho  Hi  HHH        H@    f@  @ H    H=o  ~#H    Ho                  H    H=n  #H    Ho                  H    H    Ho  Hi  HHHH    H    HHXH    H    HHHXH    HP     fP(    P*H    H    Ho  Hi  HHHH+   H        H0HHHrHPHH)HHHH    H=o  ~#H    Ho                  H    H=n  #H    Ho                  H    H    Ho  Hi  H0  HHP    H    H    Ho  Hi  H0  HHH     f@  E    H  D E   ]D9ez  }u                EHH   H¾                H;0~!H0HH¾                HPH  HH  EH    H=o  ~#H    Ho                  H    H=n  #H    Ho                  H   LcH    H    Ho  Hi  HH  H I9}AH    H    Ho  Hi  HH  H HLʾ                H    H    Ho  Hi  HH  H I9~AH    H    Ho  Hi  HH  H HLʾ                H    H    Ho  Hi  HH  H H~CH    H    Ho  Hi  HH  H H                   H    H    Ho  Hi  HH  H HCH    H    Ho  Hi  HH  H H                   ELcH    H    Ho  Hi  HH  H I9}AH    H    Ho  Hi  HH  H HLҾ                H    H    Ho  Hi  HH  H I9~AH    H    Ho  Hi  HH  H HLҾ                H    H=o  ~#H    Ho                  H    H=n  #H    Ho                  H   HcH    H    Ho  Hi  HH  H H9}AH    H    Ho  Hi  HH  H HH                H    H    Ho  Hi  HH  H H9~AH    H    Ho  Hi  HH  H HH                H    H    Ho  Hi  HH  H H~CH    H    Ho  Hi  HH  H H                   H    H    Ho  Hi  HH  H HCH    H    Ho  Hi  HH  H H                   ELcH    H    Ho  Hi  HH  H I9}AH    H    Ho  Hi  HH  H HL¾                H    H    Ho  Hi  HH  H I9~AH    H    Ho  Hi  HH  H HL¾                EHcH   H                H;`~!H`HH                H    H    Ho  Hi  HH`  LH    H    Ho  Hi  HHh  HH    H    Ho  Hi  HH  H HHH    H    Ho  Hi  HH  H HH    H    Ho  Hi  HH  H IHH    H    Ho  Hi  HH  H HL ZHPHH@HH  f(    YXH    H    Ho  Hi  HH`  H0H    H    Ho  Hi  HHh  HH    H    Ho  Hi  HH  H IHH    H    Ho  Hi  HH  H HH    H    Ho  Hi  HH  H IHH    H    Ho  Hi  HH  H HHZ   H    H=o  ~#H    Ho                  H    H=n  #H    Ho                  H   HcH    H    Ho  Hi  HH  H H9}AH    H    Ho  Hi  HH  H HH                H    H    Ho  Hi  HH  H H9~AH    H    Ho  Hi  HH  H HH                H    H    Ho  Hi  HH  H H~CH    H    Ho  Hi  HH  H H                   H    H    Ho  Hi  HH  H HCH    H    Ho  Hi  HH  H H                   EHcH    H    Ho  Hi  HH  H H9}AH    H    Ho  Hi  HH  H HH                H    H    Ho  Hi  HH  H H9~AH    H    Ho  Hi  HH  H HH                    H    H    Ho  Hi  HH`  L H    H    Ho  Hi  HHh  HH    H    Ho  Hi  HH  H HHH    H    Ho  Hi  HH  H HH    H    Ho  Hi  HH  H HHH    H    Ho  Hi  HH  H HLZ 9]t                E]tL  L  H  H  H  H    HPHP                      P  H  @  8  0  (                            0                            x  p  h  `  X         P  H  @  p  `  h    X  P          x  p  h  `  X  P  H  @  8  0  (                                 hH  Lh  Hx  H@  HHHH       `  x    H  @  8  0  (       p             `P pp@0                               x      p  h  `  X    P  H  @  8  0  (                      H  P  @  0                       @          x  p  h  `  X            x  p  h  `  X  P    H  @  8  0  (                H  8  0                          P        MIHHĠ  9`t                `H   Xf(    ^    H  8E   M9}  }u                EHcH                   H;8~H8H                EHcH   H                H;~!HHH                EHH   H¾                H;~!HHH¾                L   A LFH   BHpH   \^f(YȋEHH   H¾                H;x~!HxHH¾                HrH  YHPH   Yf(^    Xf(^]EHH   H¾                H;~!HHH¾                UHcH   H                H;h~!HhHH                UHcH                   H;~HH                LFHBf(YHrH  HPYH  ЋEHH   H¾                H;~!HHH¾                UHcH   H                H;h~!HhHH                UHcH                   H; ~H H                LFHBf(YHrH  HPYH  9Mt                EMfH} Hu`HMPHH  H        uxII    H?H0H} Hu`HMPHH  H        uxII    HH0HH    H H    HH    H H    H0H    H@H    HPH    H`H    HpH    HH    HH    HH    HH    HH    HH    HH    HH    H H    HH    H H    H0H    H@H    HPH    H`H    HpH    HH    HH    HH    HH    HH    HH    HH            He[A\A]A^A_]UHAWAVAUATSH   HhH`HXHPLHL@    t                       H@ HHEHE    HHHIHHE HHEHHE    HHHH0Hǅ8    HHH@ HHEHE    HHHIH HE HHEHHE    HHHH Hǅ(    HHH@ HHEHE    HHHIH0HE HHEHHE    HHHIA    HIH@ HHEHE    HHIIHE HHELHE    HHHIA    LHH H@ HHEHE    HHHIA        x    pE    E    HE E   Eȉ9E8  }u                H@ E   Ẻ9E  }u                EHcH                   H;U~HEH                ELcM   L                L;e~HEHL                ELcM   L                L;m~HEHL                EHcH   Hھ                H;]~HEHHھ                ELcM   Lھ                L;]~HEHLھ                ELcM   LҾ                L;U~HEHLҾ                ELcM   Lʾ                L;M~HEHLʾ                ELcM   L¾                L;E~HEHL¾                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                HHHIHhLH HHH`YHE YLH0HLIHX    \f(LIH I HPYHHLHHXXYpEHH   H¾                H;E~HUHH¾                UHcH                   H;U~HEH                IH HHPHE  f/   EHH   H¾                H;E~HUHH¾                UHcH                   H;U~HEH                IH HHPfЋEHH   H¾                H;E~HUHH¾                UHcH                   H;U~HEH                H0LHHXHE  f/   EHH   H¾                H;E~HUHH¾                UHcH                   H;U~HEH                H0LHHXfЋEHcH   H                H;}~HEHH                ELcM   L¾                L;E~HEHL¾                EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                    HIH HHHP]HIHI HPЋEHcH   H                H;}~HEHH                ELcM   L¾                L;E~HEHL¾                EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                    HH0HLHHX]HHLI HXЋEHH   H¾                H;E~HUHH¾                UHcH                   H;U~HEH                H0LHHXHE     \f/   EHH   H¾                H;E~HUHH¾                UHcH                   H;U~HEH                IH HHPfЋEHcH                   H;U~HEH                ELcM   L                L;e~HEHL                ELcM   L                L;m~HEHL                EHcH   Hھ                H;]~HEHHھ                ELcM   Lھ                L;]~HEHLھ                ELcM   LҾ                L;U~HEHLҾ                ELcM   Lʾ                L;M~HEHLʾ                ELcM   L¾                L;E~HEHL¾                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                HHHIHhLH HHH`YHE YLH0HLIHX    \f(LIH I HPYHHLHHXXYxEHcH                   H;U~HEH                EHH   H¾                H;E~HUHH¾                HHHHx\pf(HE( ^f(HXHHЋ9Et                EẺ69Et                EEȉ        H   [A\A]A^A_]UHAWAVAUATSH  HHHHLL    t                       HEX HHEHE    HHHIHHE` HHEHHE    HHHIA    HHHEX HHEHE    HHHIHxHE` HHEHHE    HHHIA    HHpHEX HHEHE    HHHIH HE` HHEHHE    HHHIA    HH(HEX HHEHE    HHHIH@HE` HHEHHE    HHHHHǅ    HHHEX HHEHE    HHHIHHE` HHxHHx    HHHH`Hǅh    HHHEX HHpHp    HHHIHHE` HHhHHh    HHHHPHǅX    HHHEX HH`H`    HHHIHHE` HHXHHX    HHHH@HǅH    HHHEX HHPHP    HHHIHXHE` HHHHHH    HHHH0Hǅ8    HHPHEX HH@H@    HHHIHHE` HH8HH8    HHHHHǅ    HHxHEX HH0H0    HHHIHpHE` HH(HH(    HHHH Hǅ    HHhHEX HH H     HHHIH`HE` HHHH    HHHHHǅ    HHXHEX HHH    HHHIHPHE` HHHH    HHHHHǅ    HHHHEX HH H     HHHHHǅ    HEX HHH    HHHIHHHE` HHHH    HHHHHǅ    HHHEX HHH    HHHIH@HE` HHHH    HHHHHǅ    HH8HEX HHH    HHHIHHE` HHHH    HHIHHHǅ    H       HHDH    Hu
        HHHHHEX HHH    HHHIHPHE` HHHH    HHIHHpHǅx    H       HHDH    Hu
        HHPHH@HEX HHH    HHHIHHE` HHHH    HHIHH`Hǅh    H       HHDH    Hu
        HHHH`HEX HHH    HHHIHHE` HHHH    HHIHH0Hǅ8    H       HHDH    Hu
        HHHH0HEX HHxHx    HHHIHHE` HHpHHp    HHIHH Hǅ(    H       HHDH    Hu
        HhHHH HEX HH`H`    HHHIHHE` HHXHHX    HHIHHHǅ    H       HHDH    Hu
        HPHHHHEX HHHHH    HHHIHHE` HH@HH@    HHIHH Hǅ    H       HHDH    Hu
        H8HHHpHEX HH0H0    HHIIHE` HH(LH(    HHIHHHǅ    H       HHDH    Hu
        H MIHEX HHH    HHHIHE` HHHH    HHIHHHǅ    H       HHDH    Hu
        HIIHEX HH H     HHHIH0HE` HHHH    HHIHHHǅ    H       HHDH    Hu
        HH0HH L HMH  !Ѓt(H I                      MM!Ѓt'H A   HLʾ                ML; !Ѓt'H A   HLʾ                MHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9DH0HH L   L9JH    HHLHMH !Ѓt(HI                      MM!Ѓt'HA   HLʾ                ML;!Ѓt'HA   HLʾ                MHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9:HHMD    L9JH    HHL0H(MH0 !Ѓt(H0I                      MM!Ѓt'H0A   HLʾ                ML;0!Ѓt'H0A   HLʾ                MHH( !Ѓt(H(I                      HH!Ѓt'H(A   HH                HH;(!Ѓt'H(A   HH                H   H99HIM   L9JH     HH                    LHH@MHH !Ѓt(HHI                      MM!Ѓt'HHA   HLʾ                ML;H!Ѓt'HHA   HLʾ                MHH@ !Ѓt(H@I                      HH!Ѓt'H@A   HH                HH;@!Ѓt'H@A   HH                H   H9DHHHpL   L9JH8    HHǅ    ǅ    E    E    L`HXMH` !Ѓt(H`I                      MM!Ѓt'H`A   HLʾ                ML;`!Ѓt'H`A   HLʾ                MHHX !Ѓt(HXI                      HH!Ѓt'HXA   HH                HH;X!Ѓt'HXA   HH                H   H9DHHHL   L9JHP    HHLxHpMHx !Ѓt(HxI                      MM!Ѓt'HxA   HLʾ                ML;x!Ѓt'HxA   HLʾ                MHHp !Ѓt(HpI                      HH!Ѓt'HpA   HH                HH;p!Ѓt'HpA   HH                H   H9DHHH L   L9JHh    HHLHMH !Ѓt(HI                      MM!Ѓt'HA   HLʾ                ML;!Ѓt'HA   HLʾ                MHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9DHHH0L   L9JH    HHLHMH !Ѓt(HI                      MM!Ѓt'HA   HLʾ                ML;!Ѓt'HA   HLʾ                MHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9DHHH`L   L9JH    HHLHMH !Ѓt(HI                      MM!Ѓt'HA   HLʾ                ML;!Ѓt'HA   HLʾ                MHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9DHPHH@L   L9JH    HHLHMH !Ѓt(HI                      MM!Ѓt'HA   HLʾ                ML;!Ѓt'HA   HLʾ                MHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9DHHHL   L9JH    HHE   HEXDE   MD9]=  }u                EHcH   H                H;~!HHH                EHcH                   H;~HH                HHH`HHfЋELcM   LҾ                L;~!HHLҾ                ELcM   Lʾ                L; ~!H HLʾ                ELcM   L¾                L;E~HEHL¾                EHcH                   H;U~HEH                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                LHHHHHEh YHHxHpHHELH0H IYH9Mt                EMHE`  E   Eȉ` 9Ea
  }u                HEX E   M̋9E	  }u                ELcM   L                L;~!HHL                ELcM   L                L;~!HHL                EȃHcH   Hھ                H;]~HEHHھ                EHcH                   H;U~HEH                EȃLcM   Lھ                L;]~HEHLھ                ELcM   LҾ                L;U~HEHLҾ                ELcM   Lʾ                L;M~HEHLʾ                ELcM   L¾                L;E~HEHL¾                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                HH HL(LHHELL@ILLIHE ^f(LHLI HEHILHHE ^Xf(    Yf(LHH`I    ^HЋELcM   L                L;}~HEHL                EHcH                   H;U~HEH                EȃLcM   L                L;u~HEHL                ELcM   L                L;m~HEHL                EȃLcM   L                L;e~HEHL                EHcH   Hھ                H;]~HEHHھ                ELcM   Lھ                L;]~HEHLھ                ELcM   LҾ                L;U~HEHLҾ                EȃLcM   Lʾ                L;M~HEHLʾ                ELcM   L¾                L;E~HEHL¾                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                LL IH(HHELHxHpIT HEYLIL(LHHELHxHpIHEYXf(LILI HEHILHHEX^f(ELcM   L¾                L;~!HHL¾                EHcH   H                H; ~!H HH                EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                HHHHHHEh YLH0H HYH9Mt                EM`9Et                EEȉ`HE` EHEXDE   MD9]@  }u                EHcH   H                H;~!HHH                EHcH                   H;~HH                HHH`HHfЋELcM   LҾ                L;~!HHLҾ                ELcM   Lʾ                L; ~!H HLʾ                ELcM   L¾                L;E~HEHL¾                EHcH                   H;U~HEH                EȃHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                LHHHHHEh YHHxHpHHELH0H IYH9Mt                EMHE` 4E   Eȉ49En   }u                Eȃ   NEȍPHE` 9OHEX 0E   M̋09E  }u                ELcM   LҾ                L;x~!HxHLҾ                EHcH                   H;U~HEH                ELcM   Lʾ                L;h~!HhHLʾ                ELcM   L¾                L;p~!HpHL¾                EHcH   H                H;X~!HXHH                EHcH   H                H;`~!H`HH                LHHHHE(    \f(LHHI HE0YHHHHHE8YELcM   L¾                L;x~!HxHL¾                EHcH                   H;U~HEH                EHcH   H                H;H~!HHHH                EHcH   H                H;P~!HPHH                LHHHHE(HHXHPHHE@    \YHEh YHEp YELcM   L¾                L;x~!HxHL¾                EHcH                   H;U~HEH                EHcH   H                H;H~!HHHH                EHcH   H                H;P~!HPHH                LHHHHE(HHXHPHHE@YHEx YHEp YEHcH   Hھ                H;~!HHHھ                ELcM   Lھ                L;~!HHLھ                ELcM   LҾ                L;8~!H8HLҾ                EHcH                   H;@~H@H                ELcM   Lʾ                L;(~!H(HLʾ                ELcM   L¾                L;0~!H0HL¾                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                LHHxHHLHpHhI HYXXf(HH H(HHEYHHHIXHЋEHcH   Hھ                H;~!HHHھ                ELcM   Lھ                L;~!HHLھ                ELcM   LҾ                L;~!HHLҾ                EHcH                   H; ~H H                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                LH`HXHHLHPHHI HEHYXXf(HH H(HHEYHHPH@IXHЋEHcH   H                H;~!HHH                EHcH                   H;~HH                H    HHPH@HH^ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                EHcH                   H;~HH                    YHHH`HHYLHH0H~    fWHЋELcM   LҾ                L;p~!HpHLҾ                ELcM   Lʾ                L;x~!HxHLʾ                ELcM   L¾                L;~!HHL¾                EHcH                   H;~HH                EȃHcH   H                H;~!HHH                EHcH   H                H;~!HHH                    YLHHL`LHHHHLHHXYLHH I    XHhЋELcM   L¾                L;X~!HXHL¾                EHcH   H                H;`~!H`HH                EȃHcH   H                H;~!HHH                EHcH                   H;~HH                    YHHH`HHYLHHH~    fWHPЋEHcHH                   HH;@~H@H                EHcH`H                   H`H;H~HHH                EHcH H                   H H;~HH                EHcH                   H;~HH                EHHH   H¾                HH;~!HHHھ                EHHH   H¾                HH;~!HHHھ                EHHH   H¾                HH;]~HEHHھ                EHH@H   H¾                H@H;]~HEHHھ                EHHH   H¾                HH;~!HHHھ                EHHH   H¾                HH;~!HHHھ                HHH   H¾                HH;]~HEHHھ                EHHH   H¾                HH;]~HEHHھ                EHHH   H¾                HH;]~HEHHھ                ELcM   L                L;}~HEHL                EȃLcM   L                L;~!HHL                ELcM   L                L;~!HHL                LcM   L                L;e~HEHL                EHcH   Hھ                H;]~HEHHھ                ELcM   Lھ                L;]~HEHLھ                ELcM   LҾ                L;U~HEHLҾ                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L; ~!H HL¾                EȃHcH   H                H;~!HHH                EHcH   H                H; ~!H HH                H HHHHHHPH@HHH^f(HHxHpH@HHEYHHH`HHH    YHHxHpHHHEHHxHpIHE\YLLH`IT H    YLLxILpLHHELILIHE$\YXLH0HL LI HXHHLHH\YHHHpH`HXH89Mt                EMQ}#  HEXE   M9]  }u                ELcM   Lھ                L;@~!H@HLھ                ELcM   LҾ                L;H~!HHHLҾ                ELcM   Lʾ                L;@~!H@HLʾ                EHcH                   H;H~HHH                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H; ~!H HH                LLILpLHH8H    LHPH@HH^f(HVHYLILIXH89Mt                EM9Et                EEȉ{HPHhHHu`LUXH}X u8IIHHL H HEX0E   M9u4  }u                H #HH                   EHcH                   H;~HH                EHH   H¾                H; ~!H HH¾                HxHHHHHHEP9Mt                EMHE` `E   Mȋ`9Ei  }u                HEX 0E   Ẻ09E  }u                EȃLcM   L                L;~!HHL                ELcM   L                L;~!HHL                ELcM   L                L;~!HHL                EHcH                   H;~HH                ELcM   L                L;~!HHL                EHcH   Hھ                H;~!HHHھ                ELcM   Lھ                L;]~HEHLھ                ELcM   LҾ                L;U~HEHLҾ                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                LLHIHHHEPLHPH@HHLHxHpIHEYLHHI HHH@H8HHY\f(H   ^f(LIHI\HEPЋ9Et                EẺ9Mt                EMHH    HH    H H    H8H    HPH    HhH    HH    HH    HH    HH            He[A\A]A^A_]UHAWAVAUATSH  H(H HHLL     t                       HE` HHEHE    HHHIHHEh HHEHHE    HHHIA    HHHE` HHEHE    HHHIHXHEh HHEHHE    HHHIA    HHPHE` HHEHE    HHHIHHEh HHEHHE    HHHIA    HHHE` HHEHE    HHHIHxHEh HHEHHE    HHHHHǅ    HHpHE` HHEHE    HHHHHǅ    HE` HHxHx    HHHIHhHEh HHpHHp    HHHHHǅ    HH`HE` HHhHh    HHHHHǅ    HE` HH`H`    HHHIHHEh HHXHHX    HHHHHǅ    HHHE` HHPHP    HHHIHHEh HHHHHH    HHHHHǅ    HHHE` HH@H@    HHHIHHEh HH8HH8    HHHHpHǅx    HH HE` HH0H0    HHHH`Hǅh    HE` HH(H(    HHHIHHEh HH HH     HHHHPHǅX    HHHE` HHH    HHHIHXHEh HHHH    HHHH@HǅH    HHPHE` HHH    HHHH0Hǅ8    HE` HH H     HHHH Hǅ(    HE` HHH    HHHHHǅ    HE` HHH    HHHIHHEh HHHH    HHHH Hǅ    HHHE` HHH    HHHIHHHEh HHHH    HHHHHǅ    HH@HE` HHH    HHHIH8HEh HHHH    HHHHHǅ    HH0HE` HHH    HHHHHǅ    HE` HHH    HHIHHHǅ    H       HHDH    Hu
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        HHpHH0HE` HHH    HHHIH HEh HHHH    HHIHHHǅ    H       HHDH    Hu
        HH HH HE` HHH    HHHIHHEh HHHH    HHIHHHǅ    H       HHDH    Hu
        HHHHHE` HHH    HHHIHHEh HHHH    HHIHHHǅ    H       HHDH    Hu
        HHHHHE` HHH    HHHIHHEh HHHH    HHIHHpHǅx    H       HHDH    Hu
        HHHH`HE` HHxHx    HHIHH`Hǅh    H       HHDH    Hu
        Hp    hHxHHx !Ѓt(HxI                      HH!Ѓt'HxA   HH                HH;x!Ѓt'HxA   HH                H   H9HQHp    H    `    XLHMH !Ѓt(HI                      MM!Ѓt'HA   HLʾ                ML;!Ѓt'HA   HLʾ                MHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9DHHH`L   L9JH    HHLHMH !Ѓt(HI                      MM!Ѓt'HA   HLʾ                ML;!Ѓt'HA   HLʾ                MHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9DHHHL   L9JH    HHLHMH !Ѓt(HI                      MM!Ѓt'HA   HLʾ                ML;!Ѓt'HA   HLʾ                MHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9DHHHL   L9JH    HHLHMH !Ѓt(HI                      MM!Ѓt'HA   HLʾ                ML;!Ѓt'HA   HLʾ                MHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9DH HH L   L9JH    HHLHMH !Ѓt(HI                      MM!Ѓt'HA   HLʾ                ML;!Ѓt'HA   HLʾ                MHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9DHpHH0L   L9JH    HHH HH  !Ѓt(H I                      HH!Ѓt'H A   HH                HH; !Ѓt'H A   HH                H   H9HQH    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HL(H MH( !Ѓt(H(I                      MM!Ѓt'H(A   HLʾ                ML;(!Ѓt'H(A   HLʾ                MHH  !Ѓt(H I                      HH!Ѓt'H A   HH                HH; !Ѓt'H A   HH                H   H9:HHMD    L9JH    HHL@H8MH@ !Ѓt(H@I                      MM!Ѓt'H@A   HLʾ                ML;@!Ѓt'H@A   HLʾ                MHH8 !Ѓt(H8I                      HH!Ѓt'H8A   HH                HH;8!Ѓt'H8A   HH                H   H99HIM   L9JH0    HHLXHPMHX !Ѓt(HXI                      MM!Ѓt'HXA   HLʾ                ML;X!Ѓt'HXA   HLʾ                MHHP !Ѓt(HPI                      HH!Ѓt'HPA   HH                HH;P!Ѓt'HPA   HH                H   H9DH HHL   L9JHH    HHHhHHh !Ѓt(HhI                      HH!Ѓt'HhA   HH                HH;h!Ѓt'HhA   HH                H   H9HQH`    HHxHHx !Ѓt(HxI                      HH!Ѓt'HxA   HH                HH;x!Ѓt'HxA   HH                H   H9HQHp    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HǅT    ǅP    ǅL    E    E    LHMH !Ѓt(HI                      MM!Ѓt'HA   HLʾ                ML;!Ѓt'HA   HLʾ                MHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9DHHHL   L9JH    HHLHMH !Ѓt(HI                      MM!Ѓt'HA   HLʾ                ML;!Ѓt'HA   HLʾ                MHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9DHHHL   L9JH    HHLHMH !Ѓt(HI                      MM!Ѓt'HA   HLʾ                ML;!Ѓt'HA   HLʾ                MHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9DHHH@L   L9JH    HHLHMH !Ѓt(HI                      MM!Ѓt'HA   HLʾ                ML;!Ѓt'HA   HLʾ                MHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9DHHHL   L9JH    HHL HMH  !Ѓt(H I                      MM!Ѓt'H A   HLʾ                ML; !Ѓt'H A   HLʾ                MHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9DHPHHL   L9JH    HH    @LHMH !Ѓt(HI                      MM!Ѓt'HA   HLʾ                ML;!Ѓt'HA   HLʾ                MHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9DHHHL   L9JH    HHL0H(MH0 !Ѓt(H0I                      MM!Ѓt'H0A   HLʾ                ML;0!Ѓt'H0A   HLʾ                MHH( !Ѓt(H(I                      HH!Ѓt'H(A   HH                HH;(!Ѓt'H(A   HH                H   H9DH0HHL   L9JH     HHLHH@MHH !Ѓt(HHI                      MM!Ѓt'HHA   HLʾ                ML;H!Ѓt'HHA   HLʾ                MHH@ !Ѓt(H@I                      HH!Ѓt'H@A   HH                HH;@!Ѓt'H@A   HH                H   H9DH@HHL   L9JH8    HHL`HXMH` !Ѓt(H`I                      MM!Ѓt'H`A   HLʾ                ML;`!Ѓt'H`A   HLʾ                MHHX !Ѓt(HXI                      HH!Ѓt'HXA   HH                HH;X!Ѓt'HXA   HH                H   H9DHHHL   L9JHP    HHHpHHp !Ѓt(HpI                      HH!Ѓt'HpA   HH                HH;p!Ѓt'HpA   HH                H   H9HQHh    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQHx    HLHMH !Ѓt(HI                      MM!Ѓt'HA   HLʾ                ML;!Ѓt'HA   HLʾ                MHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9DHHHL   L9JH    HH    8HHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HLHMH !Ѓt(HI                      MM!Ѓt'HA   HLʾ                ML;!Ѓt'HA   HLʾ                MHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9@HHHL   L9JHfHHHE`D E   MD9E  }u                H #HH                   EHcH   H                H;~!HHH                H #HH                   EHcH                   H;~HH                H}  HEH                   EHcH   H                H;u~HEHH                HHLLHHHHHHEHLHXH9Mt                EMHEhD E   D]D9e  }u                HE`E   M9]}  }u                ELcM   LҾ                L;~!HHLҾ                ELcM   Lʾ                L;~!HHLʾ                EȃLcM   L¾                L;~!HHL¾                EHcH                   H;~HH                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                LLILLHHHHHHHELILIXH9Mt                EMrD9]t                ED]HxHHx !Ѓt(HxI                      HH!Ѓt'HxA   HH                HH;x!Ѓt'HxA   HH                H   H9HQHpfHHEhDE   DMD9]  }u                HE`DE   MD9U  }u                ELcM   L¾                L;x~!HxHL¾                EHcH                   H;x~HxH                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                HHpHHHHHEIPXHp9Mt                EM7D9Mt                EDMHxHxHHx !Ѓt(HxI                      HH!Ѓt'HxA   HH                HH;x!Ѓt'HxA   HH                    HHIHHHx !Ѓt(HxI                      HH!Ѓt'HxA   HH                HH;x!Ѓt'HxA   HH                    HHIH9t#    HHIH¾                   H9&HQHqHpHpH    8HxHHx !Ѓt(HxI                      HH!Ѓt'HxA   HH                HH;x!Ѓt'HxA   HH                H   H9HQHpfHHEhD8E   DmD9}6  }u                HE`D0E   DeD9u  }u                ELcM   L¾                L;x~!HxHL¾                EHcH                   H;x~HxH                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                HHpHHHHHEIPXHpЋELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;x~!HxHH                EHcH                   H;x~HxH                HNHpY8HHp^~    fWLHHH    fH~HH؋ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                HHXHPHLHHHHE HD9et                EDe!D9mt                EDmE   HE`DE   DMD9U  }u                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                HHHHHELHHH    YHЋEHcH   H                H;~!HHH                EHcH                   H;~HH                HHpH0HHfЋEHcH   H                H;~!HHH                EHcH                   H;~HH                HH H HH    ЋELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                HHHHLHH`HHEHЋELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                EHcH                   H;~HH                HHH`HH    ]    _LHHHHЋELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                EHcH                   H;~HH                HHH`HH    ]    _LHHHHD9Mt                EDMHEh E   Duȋ9E  }u                HE`D8E   MD9}'  }u                ELcM   LҾ                L;~!HHLҾ                ELcM   Lʾ                L;~!HHLʾ                EȃLcM   L¾                L;E~HEHL¾                EHcH                   H;U~HEH                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                LHHLLHHEHHLHHEXf(LHHI    YHЋELcM   LҾ                L;~!HHLҾ                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;E~HEHL¾                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                LHHHHE    YHHHHHLHpH0I^HЋELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                EHcH                   H;~HH                HHpH0HHLH H H    \HЋELcM   L                L;~!HHL                ELcM   L                L;~!HHL                EHcH   Hھ                H;~!HHHھ                EHcH                   H;~HH                EȃLcM   Lھ                L;]~HEHLھ                ELcM   LҾ                L;U~HEHLҾ                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                HHpH0HHLHHLLIHEYLH H I HHHLHHEYLHH`IXHЋELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                EHcH                   H;~HH                HHH`HH    ]LHHHHЋELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                EHcH                   H;~HH                HHH`HH    ]LHHHH9Mt                EMD9ut                EDuZHEh EHE`DE   DMD9U  }u                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EȃHcH   H                H;u~HEHH                EHcH                   H;U~HEH                HHHHHELHHH    YHЋEHcH   H                H;~!HHH                EHcH                   H;~HH                HHpH0HH    ЋEHcH   H                H;~!HHH                EHcH                   H;~HH                HH H HHfЋELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EȃHcH   H                H;u~HEHH                EHcH                   H;U~HEH                HHHHLHH`HHEHЋELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                EHcH                   H;~HH                HHH`HH    ]    _LHHHHЋELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                EHcH                   H;~HH                HHH`HH    ]    _LHHHHD9Mt                EDME   HE`8E   M9}  }u                EHcH   H                H;~!HHH                EHcH                   H; ~H H                HHPHHHf9Mt                EMHE`8E   M9}  }u                EHcH   H                H;~!HHH                EHcH                   H;~HH                HHHHHf9Mt                EMHE`8E   M9}  }u                EHcH   H                H;~!HHH                EHcH                   H;~HH                HHH@HHf9Mt                EMHEh E   Eȉ9E*  }u                HE`  E   Ẻ` 9E)  }u                ELcM   LҾ                L; ~!H HLҾ                EȃLcM   Lʾ                L;M~HEHLʾ                ELcM   L¾                L;E~HEHL¾                EHcH                   H;U~HEH                HH   H   f(_ЋEȃHcH   H                H;p~!HpHH                EHcH   H                H;x~!HxHH                EHcH                   H;h~HhH                HH   H   _LHxHpI H   ^f(HHhH`HH   ^Xf(    \IRHЋELcM   LҾ                L;~!HHLҾ                ELcM   Lʾ                L;M~HEHLʾ                ELcM   L¾                L;E~HEHL¾                EHcH                   H;U~HEH                HH   H   f(_ЋEHcH   H                H;p~!HpHH                EHcH   H                H;x~!HxHH                EHcH                   H;h~HhH                HH   H   _LHxHpI H   ^f(HHhH`HH   ^Xf(    \IRHЋELcM   L                L;~!HHL                EHcH   Hھ                H;~!HHHھ                EHcH                   H;~HH                EȃLcM   Lھ                L;~!HHLھ                ELcM   LҾ                L;~!HHLҾ                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HHpH0HHLHHHHIHYLH H I HHHHHHYIT$XHЋEHcHH                   HH;~HH                EHcHH                   HH;~HH                EHcH                   H;~HH                EȃHHH   H¾                HH;~!HHHھ                EHHH   H¾                HH;~!HHHھ                EȃHHpH   H¾                HpH;X~!HXHHھ                ELcM   L                L;`~!H`HL                EȃLcM   L                L;H~!HHHL                ELcM   L                L;P~!HPHL                ELcM   L                L;~!HHL                EHcH   Hھ                H;~!HHHھ                ELcM   Lھ                L;~!HHLھ                ELcM   LҾ                L;~!HHLҾ                ELcM   Lʾ                L;X~!HXHLʾ                ELcM   L¾                L;`~!H`HL¾                EHcH   H                H;H~!HHHH                EHcH   H                H;P~!HPHH                HHpH0HHHHHHHHHYHpHHIHE(YLLILLIT HE0YLH H HHLHHIHYLHHI HE(YHILHHE0YHHXHЋEHcH   Hھ                H;~!HHHھ                EHcH                   H;~HH                EȃLcM   Lھ                L;H~!HHHLھ                ELcM   LҾ                L;P~!HPHLҾ                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H;H~!HHHH                EHcH   H                H;P~!HPHH                HHpH0HHLHHHHIHE0YLH H I HHHHHHE0YX`EHcH   Hھ                H;~!HHHھ                H`fHn    HKPHEHcH   Hھ                H;h~!HhHHھ                H`fHn    HKPH`EHcH   Hھ                H;p~!HpHHھ                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                EHcH                   H;~HH                HHHHHH4ЋEHcH                   H;h~HhH                HOH4HH`fHn    HSYHhЋELcM   L¾                L;~!HHL¾                EHcH                   H;p~HpH                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HHhHHHHHIPYHxЋEHcH                   H;~HH                HHx    f/v_EHcH                   H;p~HpH                HHhfЋEHcH   H                H;~!HHH                EHcH                   H;~HH                HHx    _HVHxЋEHcHH                   HH;~HH                EHcHH                   HH; ~H H                EHcH   H                H;~!HHH                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH                   H;~HH                HHHHHHЋEHcH   H                H;~!HHH                EHcHH                   HH;~HH                EHcHpH                   HpH;h~HhH                EHcH`H                   H`H;p~HpH                EHcHPH                   HPH;~HH                EHcH@H                   H@H;~HH                EHcH0H                   H0H;U~HEH                ELcM   L                L;}~HEHL                EȃLcM   L                L;u~HEHL                ELcM   L                L;m~HEHL                ELcM   L                L;~!HHL                EHcH   Hھ                H;~!HHHھ                HWH*    Y    \f(IPHY HVHfHn     YHHHx    YHpHH`*    YH`HHhYHPHHH@HHY\f(H0HHHHIHELHHIT HE\YLHHHH^HHPHHHXHЋELcM   L¾                L;~!HHL¾                EHcH   H                H; ~!H HH                EHcH   H                H;~!HHH                EHcH                   H; ~H H                HHPHHHHLHHHHHЋEHcHH                   HH;~HH                ELcM   L                L;~!HHL                ELcM   L                L;~!HHL                ELcM   L                L;~!HHL                EHcH   H                H;~!HHH                EHcH                   H;~HH                HHHHHHЋELcM   L                L;~!HHL                EHcH                   H;h~HhH                EHcH   Hھ                H;p~!HpHHھ                ELcM   Lھ                L;]~HEHLھ                ELcM   LҾ                L;U~HEHLҾ                EȃLcM   Lʾ                L;M~HEHLʾ                ELcM   L¾                L;E~HEHL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HH`*    YHSHhYLHHLLIHELHLI HE\YHHHHH^IVH*    YIUHYIT$HfHn    YHHHI\f(HЋEHcH   H                H;~!HHH                EHcH   H                H;~!HHH                EHcH                   H;~HH                HHxHHH@H    YHЋ`9Et                EẺ`T9Et                EEȉHEh EHE`D8E   DuD9}N  }u                ELcM   LҾ                L; ~!H HLҾ                HEh LcM   Lʾ                L;M~HEHLʾ                ELcM   L¾                L;E~HEHL¾                EHcH                   H;U~HEH                HH   H   f(_HEh HcH   H                H;p~!HpHH                EHcH   H                H;x~!HxHH                EHcH                   H;h~HhH                HH   H   _LHxHpI H   ^f(HHhH`HH   ^Xf(    \IRHЋELcM   LҾ                L;~!HHLҾ                HEh LcM   Lʾ                L;M~HEHLʾ                ELcM   L¾                L;E~HEHL¾                EHcH                   H;U~HEH                HH   H   f(_HEh HcH   H                H;p~!HpHH                EHcH   H                H;x~!HxHH                EHcH                   H;h~HhH                HH   H   _LHxHpI H   ^f(HHhH`HH   ^Xf(    \IRHЋEHcH   H                H;~!HHH                HEh HcH   H                H;~!HHH                EHcH                   H;~HH                HHHHHOHHȋELcM   Lھ                L;~!HHLھ                HEh LcM   LҾ                L;~!HHLҾ                EHcH                   H;~HH                HEh LcM   Lʾ                L;X~!HXHLʾ                ELcM   L¾                L;`~!H`HL¾                HEh HcH   H                H;8~!H8HH                EHcH   H                H;@~!H@HH                LHHHHLHHI HE(YHHH HHE8*ISYHЋEHcH   H                H;~!HHH                HEh HcH   H                H;8~!H8HH                EHcH                   H;@~H@H                HHH HHE8HOPHEHcH   H                H;h~!HhHH                HEh HcH   H                H;8~!H8HH                EHcH                   H;@~H@H                HHH HHE8HOPH`ELcM   L                L;~!HHL                ELcM   L                L; ~!H HL                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                EHcH                   H;~HH                HHHHHHЋEHcH   H                H;~!HHH                EHcH   Hھ                H;0~!H0HHھ                HWH,HVHfHn    YHSHE@YLHPHI~    fWHЋEHcH   H                H;~!HHH                EHcH                   H;~HH                HHHHHfЋEHcH   H                H;~!HHH                EHcH                   H;~HH                HHH@HHfD9ut                EDuHEh DXE   DMD9]  }u                Eȃ   NLUHEh 9OPHE`DE   MD9U  }u                LLcM   L¾                L; ~!H HL¾                EHcH                   H;(~H(H                PHcH   H                H; ~!H HH                EHcH   H                H;(~!H(HH                LHHLLHH HHLHH f(_f    \_YXELcM   L¾                L;~!HHL¾                EHcH   H                H; ~!H HH                EHcH   H                H;~!HHH                EHcH                   H; ~H H                HHPHHHHHLHHHYXHЋELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                EHcH                   H;~HH                HHHHHHHLHHHYXHЋELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                EHcH                   H;~HH                HHHH@HHHLHHHYXH9Mt                EMjD9Mt                EDMHEh E   Eȉ9E&  }u                HE` pE   M̋p9Ex	  }u                ELcM   L¾                L;~!HHL¾                EHcH                   H;~HH                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                HEp LHXHPHHEHHHHHHEY^@ELcM   L                L;X~!HXHL                ELcM   L                L;`~!H`HL                ELcM   L                L;~!HHL                EHcH                   H;~HH                ELcM   L                L;e~HEHL                EHcH   Hھ                H;]~HEHHھ                ELcM   Lھ                L;~!HHLھ                ELcM   LҾ                L;~!HHLҾ                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                LHHHH    YLHHHHEYLHHLLIH^LHH@I HHHLHH^\LHHIY@HPЋEHcH   Hھ                H;P~!HPHHھ                ELcM   Lھ                L;X~!HXHLھ                ELcM   LҾ                L;U~HEHLҾ                EHcH                   H;U~HEH                EȃLcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L; ~!H HL¾                EHcH   H                H;~!HHH                EHcH   H                H; ~!H HH                LHHHHELLPILLI HHILHH\Y@HH HIXHH9Mt                EMq}J  HE`DE   MD9]&  }u                ELcM   L¾                L;~!HHL¾                EHcH                   H;~HH                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                HEp LHXHPHHEHHHHHHEY^@ELcM   LҾ                L;P~!HPHLҾ                ELcM   Lʾ                L;X~!HXHLʾ                ELcM   L¾                L;P~!HPHL¾                EHcH                   H;X~HXH                EHcH   H                H;~!HHH                EHcH   H                H; ~!H HH                LH HLLHHHHWH HVHXY@HEx^LHLIXHH9Mt                EMHEh 9E  Eȃ   NTHE` xE   M̋x9E  }u                ELcM   L¾                L;~!HHL¾                EHcH                   H;~HH                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                HEp LHXHPHHEHHHHHHEY^@EHcHpH                   HpH;@~H@H                EHcH`H                   H`H;H~HHH                EȃHcH0H                   H0H;~HH                EHcH H                   H H;~HH                EȃHcH H                   H H;U~HEH                EHcHH                   HH;U~HEH                EȃHcHH                   HH;~HH                EHcHH                   HH;~HH                EHcHH                   HH;~HH                EHcH                   H;~HH                TLcM   L                L;u~HEHL                ELcM   L                L;m~HEHL                EHcH   Hھ                H;~!HHHھ                ELcM   LҾ                L;~!HHLҾ                EȃHHH   H¾                HH;~!HHH                ELcM   L                L;~!HHL                EȃLcM   L                L;~!HHL                ELcM   Lھ                L;~!HHLھ                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HHHHH    YLHHIT HEYHLIHHIH^H0HHL ILH    YH HHHHHEYHIHHHH^\f(HLIL@LIHLIHIH^XLILI HHIHHH^Xf(Y@HpH@HH`H    XH8ЋELcM   L                L;(~!H(HL                ELcM   L                L;0~!H0HL                EȃLcM   L                L;~!HHL                EHcH                   H;~HH                ELcM   L                L;e~HEHL                EHcH   Hھ                H;]~HEHHھ                EȃLcM   Lھ                L;~!HHLھ                ELcM   LҾ                L;~!HHLҾ                EȃLcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;~!HHL¾                EȃHcH   H                H;~!HHH                EHcH   H                H;~!HHH                LHHHH    YLHHHHEYLHHLLIH^~    fWLHH@I HHHLHH^\LH0HIY@H 9Mt                EM>HEh 9EZ  HE` 0E   M̋09E,  }u                ELcM   L¾                L;~!HHL¾                EHcH                   H;~HH                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                HEp LHXHPHHEHHHHHHEY^@EHcHpH                   HpH;@~H@H                EHcH`H                   H`H;H~HHH                EȃLcM   L                L;~!HHL                ELcM   L                L;~!HHL                ELcM   L                L;~!HHL                EHcH                   H;~HH                EȃLcM   L                L;e~HEHL                EHcH   Hھ                H;]~HEHHھ                ELcM   Lھ                L;~!HHLھ                ELcM   Lʾ                L;~!HHLʾ                ELcM   LҾ                L;~!HHLҾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                LLIHHH    YLHHHHEYLLILLIH^LIHIH\f(LHH@I HHILHH^Xf(Y@HpH@HH`H    XH8ЋEHcH   H                H;(~!H(HH                EHcH                   H;0~H0H                HH0HHH f9Mt                EM9Et                EEȉ;L H8HPHUhHu`HE`0uHMIH  H HE`DE   MD9MF  }u                EHcH                   H;~HH                HHfHEh LcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                HEh HcH   H                H;~!HHH                EHcH                   H; ~H H                HExHHPHHHYLHHH~    fWH9Mt                EMHEh EDeȃ}   }   u                HE`D(E   MD9m\  }u                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H; ~!H HH                EHcH                   H;(~H(H                H   HHHHH     \_ȋEHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                HExLHHH@I HEPYYHHHHHEYhELcM   Lʾ                L;M~HEHLʾ                ELcM   L¾                L;E~HEHL¾                EHcH   H                H;}~HEHH                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                HHHHHHHEHEpHVHY^hLHHI XHEЋEHcH   H                H;~!HHH                EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                HHHHHE    \f(f_YhHEpHW^HЋEHcH   H                H;~!HHH                EHcH                   H;~HH                HHHHHf/      ELcM   L¾                L;E~HEHL¾                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                HHHHHHHE    ]LHHHHEЋELcM   L¾                L;E~HEHL¾                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                HHHHHHHE    _LHHHHE  ELcM   L¾                L;E~HEHL¾                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                HHHHHHHE    ]LHHHHEЋELcM   L¾                L;E~HEHL¾                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                HHHHHHHE    _LHHHHEЋEHcH   Hھ                H;~!HHHھ                ELcM   Lھ                L;~!HHLھ                EȃLcM   LҾ                L;~!HHLҾ                EHcH                   H;~HH                ELcM   Lʾ                L;M~HEHLʾ                ELcM   L¾                L;E~HEHL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                LLILLHHLHHI HEHH8H0HH(\YhHEp^HILIXH9Mt                EMD9et                mDe*HE`D E   MD9E  }u                EHH   H¾                H;~!HHH¾                UHcH   H                H;~!HHH                UHcH   H                H;~!HHH                UHcH                   H; ~H H                LOH}XBH~HHrH\f(HUpYHPXHEXH #HH                   EHH   H¾                H;~!HHH¾                H #HH                   UHcH   H                H;~!HHH                UHcH   H                H;~!HHH                UHcH                   H; ~H H                HILMIHBH~HHrH\LHHXH9Mt                EM$HpH    HH    HH    HH    HH    HH    HH    HH    HH    H0H    HHH    H`H    HpH    HH    HH    HH    HH    HH    HH    HH    H H    H8H    HPH    HhH    HxH    HH    HH    HH            He[A\A]A^A_]UHAWAVAUATSHh  HHHHLL    t                       H    HHEHE    HHHIA    H    HHEHE    HHHIA    H    HHEHE    HHHIA    H    HHEHE    HHHIHxH    HHEHHE    HHHHHǅ    HHpH    HHEHE    HHHHHǅ    H    HHEHE    HHHH`Hǅh    H    HHEHE    HHHIH        HHHHPHǅX    IIH    HHEHE    HHHIHH    HHxHHx    HHHH@HǅH    HHH    HHpHp    HHHIH8H    HHhHHh    HHHH Hǅ(    HH@H    HH`H`    HHHIH H    HHXHHX    HHHHHǅ    HHH    HHPHP    HHHIH`H    HHHHHH    HHHH Hǅ    HHPH    HH@H@    HHHIH H    HH8HH8    HHHHHǅ    HHH    HH0H0    HHHHHǅ    H    HH(H(    HHIIH    HH LH     HHHHHǅ    LHHH    HHH    HHHHHǅ    H    HHH    HHIIH    HHLH    HHHHHǅ    LHHxH    HH H     HHHHHǅ    H    HHH    HHHHHǅ    H    HHH    HHHHHǅ    H    HHH    HHHIHH    HHHH    HHHHpHǅx    HHH    HHH    HHHIH0H    HHHH    HHHH`Hǅh    HHH    HHH    HHHIHH    HHHH    HHHHPHǅX    HHH    HHH    HHHIHH    HHHH    HHHH@HǅH    HHH    HHH    HHHIHH    HHHH    HHHH0Hǅ8    HHpH    HHH    HHHH Hǅ(    H    HHH    HHHHHǅ    H    HHH    HHIH    HHHH    HHHHHǅ    H    HHxHx    HHIH    HHpHHp    HHHHHǅ    H    HHhHh    HHIH    HH`HH`    HHHHHǅ    H    HHXHX    HHHHHǅ    H    HHPHP    HHIH    HHHHHH    HHHHHǅ    H    HH@H@    HHIH    HH8HH8    HHHHHǅ    H    HH0H0    HHHHHǅ    H    HH(H(    HHIH    HH HH     HHHHpHǅx    H    HHH    HHIH    HHHH    HHHH`Hǅh    H    HHH    HHHIH H    HH HH     HHIHHPHǅX    H       HHDH    Hu
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        H(H@HHH    HH H     HHIHHHǅ    H       HHDH    Hu
        H        H HH  !Ѓt(H I                      HH!Ѓt'H A   HH                HH; !Ѓt'H A   HH                H   H9HQH    H             L8H0MH8 !Ѓt(H8I                      MM!Ѓt'H8A   HLʾ                ML;8!Ѓt'H8A   HLʾ                MHH0 !Ѓt(H0I                      HH!Ѓt'H0A   HH                HH;0!Ѓt'H0A   HH                H   H9DH@HHL   L9JH(    HHHHHHH !Ѓt(HHI                      HH!Ѓt'HHA   HH                HH;H!Ѓt'HHA   HH                H   H9HQH@    H    L`HXMH` !Ѓt(H`I                      MM!Ѓt'H`A   HLʾ                ML;`!Ѓt'H`A   HLʾ                MHHX !Ѓt(HXI                      HH!Ѓt'HXA   HH                HH;X!Ѓt'HXA   HH                H   H9DHPHHL   L9JHP    HHLxHpMHx !Ѓt(HxI                      MM!Ѓt'HxA   HLʾ                ML;x!Ѓt'HxA   HLʾ                MHHp !Ѓt(HpI                      HH!Ѓt'HpA   HH                HH;p!Ѓt'HpA   HH                H   H9DH`HHL   L9JHh    HHE    E    HHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    HHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQH    H        LHMH !Ѓt(HI                      MM!Ѓt'HA   HLʾ                ML;!Ѓt'HA   HLʾ                MHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9DHHHL   L9JH    HHLH MH !Ѓt(HI                      MM!Ѓt'HA   HLʾ                ML;!Ѓt'HA   HLʾ                MHH  !Ѓt(H I                      HH!Ѓt'H A   HH                HH; !Ѓt'H A   HH                H   H9DH HHL   L9JH    HHH   DE   }D9M-  }u                H   D E   MD9E  }u                EHcH   H                H; ~!H HH                EHcH                   H;~HH                HH HHHfЋEHcH   H                H;~!HHH                EHcH                   H;~HH                HHHHHf9Mt                EM*9}t                E}H    0E   Dm̋09E  }u                ELcM   L¾                L;E~HEHL¾                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                fHNHHHEXHE\_HWH]H   IP^H   ЋEHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                HNHHH   H   YHW\HH}  HEH                   EHcH                   H;U~HEH                    HpHxHHE H   \f(    XX]f_ EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                    HNHHHEXf(HE^f(]f_ YEHcH   H                H;}~HEHH                EHcH                   H;U~HEH                EHcH   H                H;u~HEHH                HH    \f(HVHYH    YHWXHЋEHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                HNH   HHYHWXH   ЋEHcH                   H;U~HEH                HHH    YEHcH                   H;U~HEH                HHff/  EHcH   H                H;~!HHH                EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                IHHE(HHYHW~    fWHЋEHcH   H                H;}~HEHH                EHcH                   H;U~HEH                EHcH   H                H;u~HEHH                HHHHHLHHE(YHW\HЋEHcH   H                H;}~HEHH                EHcH                   H;U~HEH                EHcH   H                H;u~HEHH                HHEH    LHHE(YHW\HEHx #HxH                   EHcH                   H;U~HEH                HHHHE0Hx #HxH                   ELcM   L¾                L;E~HEHL¾                EHcH                   H;U~HEH                Hh #HhH                   EHcH   H                H;p~!HpHH                HX #HXH                   EHcH   H                H;`~!H`HH                fHLHHE(YH  H@H8HHE8YHH HHE@Y^f(\_HHI HE0Hx #HxH                   EHcH                   H;U~HEH                HHHHE0    \H   f/@  HH #HHH                   EHcH   H                H;P~!HPHH                HH #HHH                   EHcH                   H;P~HPH                Hx #HxH                   EHcH   H                H;u~HEHH                HPHL`LHHEH    \YHHHHE0    \HLH^HEH[  EHcH                   H;~HH                HHfЋELcM   L¾                L;E~HEHL¾                EHcH                   H;U~HEH                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                HHIHHE(HHHLHHE(XYIP\HЋELcM   L¾                L;E~HEHL¾                EHcH                   H;U~HEH                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                HHEHLHHE(H    LHHE(XYIP\HEЋELcM   L¾                L;H~!HHHL¾                H8 #H8H                   EHcH   H                H;@~!H@HH                EHcH                   H;0~H0H                HH0  H   f(_H  #H H                   EHcH   H                H;(~!H(HH                EHcH                   H;~HH                HH(  H   _HH HH   ^f(HLHH  ^Xf(    \IPH@Hx #HxH                   EHcH                   H;U~HEH                fHHHHE0    \_f(YH #HH                   EHcH                   H;~HH                EHcH   H                H;H~!HHHH                H  H    YYHxLHHEPYHVH@YEHcH   H                H;~!HHH                EHcH                   H;U~HEH                HHf(]f_H   HV^HH  #H H                   EHcH   H                H;~!HHH                EHcH                   H;U~HEH                EHcH   H                H;u~HEHH                H   HHYH   HVHEYHH HXHЋELcM   Lھ                L;~!HHLھ                ELcM   LҾ                L; ~!H HLҾ                ELcM   Lʾ                L;M~HEHLʾ                ELcM   L¾                L;~!HHL¾                H}  HEH                   EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                H}  HEH                   EHcH                   H;U~HEH                H    HpHHxHHE \f(ff(_IRHEXIQHH    YIPHHHxHHE $\YXHVH   H   YYIS\HЋEHcH                   H;~HH                HH   fD9mt                EDmH    PE   Eȉ0P9E+  }u                H    @E   Ẻ @9E  }u                ELcM   LҾ                L;~!HHLҾ                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;h~!HhHL¾                EHcH   H                H;p~!HpHH                EHcH   H                H;x~!HxHH                EHcH                   H;U~HEH                H   HHHHHE0    \_LH8H@HHE8LHHIYHE`ЋELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                EHcH                   H;~HH                HHHHHHHE`H   _LHHHHE`ЋELcM   L                L;H~!HHHL                ELcM   L                L;P~!HPHL                ELcM   L                L;H~!HHHL                EHcH                   H;P~HPH                ELcM   L                L;~!HHL                EHcH   Hھ                H;~!HHHھ                ELcM   Lھ                L;~!HHLھ                ELcM   LҾ                L;~!HHLҾ                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H;X~!HXHH                EHcH   H                H;`~!H`HH                LH`HLPLHHEHH   LH0HHHEhLHHIHEpXYH  LHHI HE`YHH HHHE@Y^LHLI\HEHЋEHcHH                   HH; ~H H                EHcH                   H;~HH                EHHH   H¾                HH;h~!HhHHھ                EHHH   H¾                HH;p~!HpHHھ                EHHH   H¾                HH;~!HHHھ                EHHH   H¾                HH;~!HHHھ                EHHH   H¾                HH;~!HHHھ                EHHpH   H¾                HpH;~!HHHھ                EHH`H   H¾                H`H;h~!HhHHھ                ELcM   L                L;p~!HpHL                ELcM   L                L;x~!HxHL                ELcM   L                L;m~HEHL                ELcM   L                L;H~!HHHL                ELcM   Lھ                L;P~!HPHLھ                EHcH   Hھ                H;h~!HhHHھ                ELcM   LҾ                L;p~!HpHLҾ                ELcM   Lʾ                L;x~!HxHLʾ                EHcH   H                H;}~HEHH                ELcM   L¾                L;X~!HXHL¾                EHcH   H                H;`~!H`HH                HH HHHHH8HH@HHHE8    \f(HHHHHHExYHHHpHpHH   YH`HH@IHE8LLILLIT HE0$    \YLH`HPIHEHYH    YH   YXHHH@IHE8LILHHE0YH    YH   YXf(LH HHHE@YXEHcHH                   HH;U~HEH                EHcHH                   HH;U~HEH                ELcM   L                L;}~HEHL                EHcH                   H;U~HEH                ELcM   L                L;~!HHL                ELcM   L                L;~!HHL                ELcM   L                L;~!HHL                EHcH   Hھ                H;]~HEHHھ                ELcM   Lھ                L;]~HEHLھ                ELcM   LҾ                L;~!HHLҾ                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                LHxHLpLHHE H   H   YLH0HIT HEhIT$HHHLHIHE $\YLHHIHEp$IPHHHLHHHE ,\YXY^HHLHHH\HE ЋELcM   L¾                L;X~!HXHL¾                EHcH   H                H;`~!H`HH                EHcH   H                H;H~!HHHH                EHcH                   H;P~HPH                HH`HPHLHPHHHEHHPЋELcM   L¾                L;p~!HpHL¾                EHcH   H                H;x~!HxHH                EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                HHxHpHLH`HHHE HhЋ 9Et                EẺ C09Et                EEȉ0LE0H(HHHHPH   @  8  0  (                  u8u`            uPuHu@MIH蛣Hİ   H   DE   DED9M  }u                EHcH   H                H;0~!H0HH                H    HcH   H                H;0~!H0HH                EHcH                   H;8~H8H                HH@HHHOH(H   H #HH                   EHcH   H                H;~!HHH                EHcH                   H;U~HEH                EHcH   H                H;u~HEHH                H   HHYH   HVHEYHHHXHD9Et                EDELH(HHHPHhH                    uHu0   uxu8   u@u MIHDHL   H   HMHHU0Hu8HE@           MIH1H H     E   Duȋ 9E'  }u                H   D8E   MD9}&  }u                EHcH   H                H; ~!H HH                EHcH   H                H;h~!HhHH                EHcH                   H;p~HpH                HH8H@HHE8H   _HWHЋELcM   L                L;~!HHL                EHcH                   H;~HH                EHcH   Hھ                H;X~!HXHHھ                ELcM   Lھ                L;`~!H`HLھ                ELcM   LҾ                L; ~!H HLҾ                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                LHHHHH  ^HH HIHE@^f(IRH    \f(LHHI HExYHHHpHH   YH  ^XEHcH                   H; ~H H                EHcH   Hھ                H;x~!HxHHھ                ELcM   Lھ                L;]~HEHLھ                ELcM   LҾ                L;H~!HHHLҾ                ELcM   L¾                L;P~!HPHL¾                ELcM   Lʾ                L; ~!H HLʾ                EHcH   H                H;x~!HxHH                EHcH   H                H;u~HEHH                HHHHHLLIHE0    \YLH`HPI HEHYH    Yf(XIQHHHLHHE0YH    YXEHcH   H                H;H~!HHHH                EHcH                   H;P~HPH                    HH`HPHHEH]EHcH   H                H;~!HHH                EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                H    HHxHpHHE \HWYHЋELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L; ~!H HL¾                EHcH   H                H;x~!HxHH                EHcH   H                H;u~HEHH                EHcH                   H;~HH                fHHH  ^_IPHHHHHHE0    \YY]IQHЋELcM   LҾ                L;x~!HxHLҾ                ELcM   Lʾ                L;M~HEHLʾ                ELcM   L¾                L;x~!HxHL¾                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                EHcH   H                H; ~!H HH                LHHLLHHE0HWHHVH^LHLIXHE0ЋEHcH   Hھ                H;H~!HHHHھ                ELcM   Lھ                L;P~!HPHLھ                ELcM   LҾ                L;H~!HHHLҾ                ELcM   Lʾ                L;P~!HPHLʾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H; ~!H HH                EHcH   H                H;x~!HxHH                EHcH                   H;U~HEH                H   HHHHHE0    \f(_LH`HLPLIHEHIPHHWH^f(    \Y^HHLI\HEHЋEHcH                   H; ~H H                EHcH   Hھ                H;x~!HxHHھ                ELcM   Lھ                L;]~HEHLھ                ELcM   LҾ                L;H~!HHHLҾ                ELcM   L¾                L;P~!HPHL¾                ELcM   Lʾ                L; ~!H HLʾ                EHcH   H                H;x~!HxHH                EHcH   H                H;u~HEHH                HHHHHLLIHE0    \YLH`HPI HEHYH    Yf(XIQHHHLHHE0YH    YXELcM   L¾                L;E~HEHL¾                EHcH   H                H;}~HEHH                EHcH                   H;~HH                EHcH   H                H;~!HHH                H    HHH  HVHY\^LHxHpH\HE ЋEHcH   H                H;~!HHH                EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                HHxHpHHE H   \HWYHЋELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L; ~!H HL¾                EHcH   H                H;x~!HxHH                EHcH   H                H;u~HEHH                EHcH                   H;~HH                fHHH  ^_IPHHHHHHE0Y]IQHЋELcM   LҾ                L;x~!HxHLҾ                ELcM   Lʾ                L;M~HEHLʾ                ELcM   L¾                L;x~!HxHL¾                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                EHcH   H                H; ~!H HH                LHHLLHHE0HWHHVH^LHLI\HE0ЋELcM   L                L;H~!HHHL                ELcM   L                L;P~!HPHL                EHcH   Hھ                H;H~!HHHHھ                ELcM   Lھ                L;P~!HPHLھ                ELcM   LҾ                L;~!HHLҾ                ELcM   Lʾ                L; ~!H HLʾ                ELcM   L¾                L;H~!HHHL¾                EHcH   H                H;P~!HPHH                EHcH   H                H;x~!HxHH                EHcH                   H;U~HEH                H   HHHHHE0    \f(_HH`HHPHIHEHIRHIQH^f(LHHHHEH    \Y^LHHIXHEHЋEHcH                   H; ~H H                EHcH   Hھ                H;x~!HxHHھ                ELcM   Lھ                L;]~HEHLھ                ELcM   LҾ                L;H~!HHHLҾ                ELcM   L¾                L;P~!HPHL¾                ELcM   Lʾ                L; ~!H HLʾ                EHcH   H                H;x~!HxHH                EHcH   H                H;u~HEHH                HHHHHLLIHE0    \YLH`HPI HEHYH    Yf(XIQHHHLHHE0YH    YXELcM   L¾                L;E~HEHL¾                EHcH   H                H;}~HEHH                EHcH                   H;~HH                EHcH   H                H;~!HHH                H   HHH  HVHY\^LHxHpHXHE ЋELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H; ~!H HH                EHcH   H                H;x~!HxHH                EHcH                   H;U~HEH                H   HHHHHE0    \_HWHLHHI YHE`9Mt                EM;D9ut                EDuL   H   HMHHU0Hu8HE@           MIH!
H E   H    `E   Ẻ `9E  }u                EHcHH                   HH;h~HhH                EHcH                   H;p~HpH                EHHH   H¾                HH;~!HHHھ                EHHH   H¾                HH;~!HHHھ                EHHH   H¾                HH;~!HHHھ                EHHH   H¾                HH;~!HHHھ                EHHH   H¾                HH;h~!HhHHھ                ELcM   L                L;p~!HpHL                ELcM   L                L;x~!HxHL                ELcM   L                L;m~HEHL                ELcM   L                L;H~!HHHL                ELcM   Lھ                L;P~!HPHLھ                EHcH   Hھ                H;h~!HhHHھ                ELcM   LҾ                L;p~!HpHLҾ                ELcM   Lʾ                L;x~!HxHLʾ                EHcH   H                H;}~HEHH                ELcM   L¾                L;X~!HXHL¾                EHcH   H                H;`~!H`HH                HH8HH@HHE8    \f(HHHHHHExYHHHpHHH   YHHH@IHE8LLILLIT HE0    \YLH`HPIHEHYH    YH   YXHHH@IHE8LILHHE0YH    YH   YXf(LH HHHE@YEHcH                   H;U~HEH                EHcH   H                H;u~HEHH                H   HHYH   HVHEYXXEHcH   H                H;~!HHH                EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                H    HHxHpHHE \HWYHЋEHcH   H                H;~!HHH                EHcH   H                H;u~HEHH                EHcH                   H;~HH                fHHH  ^_HVH]HWHЋEHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                EHcH                   H;~HH                HNHEHHHWXHEЋEHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                EHcH                   H;~HH                HNHHHHW\HЋEHcH                   H;U~HEH                EHcH   H                H;u~HEHH                H   HHYH   HVHEYXXELcM   L¾                L;E~HEHL¾                EHcH   H                H;}~HEHH                EHcH                   H;~HH                EHcH   H                H;~!HHH                H    HHH  HVHY\^LHxHpH\HE ЋEHcH   H                H;~!HHH                EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                HHxHpHHE H   \HWYHЋEHcH   H                H;~!HHH                EHcH   H                H;u~HEHH                EHcH                   H;~HH                fHHH  ^_HVHE]HWHЋEHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                EHcH                   H;~HH                HNHEHHHW\HEЋEHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                EHcH                   H;~HH                HNHHHHWXHЋEHcH                   H;U~HEH                EHcH   H                H;u~HEHH                H   HHYH   HVHEYXXELcM   L¾                L;E~HEHL¾                EHcH   H                H;}~HEHH                EHcH                   H;~HH                EHcH   H                H;~!HHH                H   HHH  HVHY\^LHxHpHXHE Ћ 9Et                EẺ 7HH    H(H    H@H    HPH    HhH    HH    HH    HH    HH    HH    HH    HH    HH            He[A\A]A^A_]UHAWAVAUATSHh  HHHHLxLp    t                       H HHEHE    HHHIHH HHEHHE    HHHIA    HHH HHEHE    HHHIHH HHEHHE    HHHIA    HHH HHEHE    HHHIHH HHEHHE    HHHIA    HH H HHEHE    HHHIHXH HHEHHE    HHHH`Hǅh    HHPH HHEHE    HHIIH HHxLHx    HHHH@HǅH    LHH`H HHpHp    HHHIHxH HHhHHh    HHHH0Hǅ8    HHpH HH`H`    HHHH Hǅ(    H HHXHX    HHHHHǅ    H HHPHP    HHIIJ        HHHHHǅ    MIH HHHHH    HHHIH@H HH@HH@    HHHHHǅ    HH0H HH8H8    HHHHHǅ    H HH0H0    HHHHHǅ    H HH(H(    HHHHHǅ    H HH H     HHHIHHEp HHHH    HHHHHǅ    HH                                             ǅ    ǅ    E    E                H E   Eȉ 9E  }u                H E   Ẻ9E>  }u                EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                HHHHHHfHn    EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                HHHHHHfHn    *    Y*    Yd   ++*    YELcM   LҾ                L;U~HEHLҾ                EHcH                   H;U~HEH                ELcM   Lʾ                L;M~HEHLʾ                ELcM   L¾                L;E~HEHL¾                EHcH   H                H;x~!HxHH                EHcH   H                H;u~HEHH                LHH HHxLHXHPI HpYHIH`HHE    \YELcM   L¾                L;E~HEHL¾                EHcH                   H;U~HEH                EHcH   H                H;x~!HxHH                EHcH   H                H;u~HEHH                LHH HHxHIH`HHEY    Y    YX    YXELcM   L                L;h~!HhHL                EHcH   Hھ                H;p~!HpHHھ                H    f(fHn    YH    f(fHn    LHxHpHYHEЋ9Et                EẺ 9Et                EEȉ &HDE   DUD9]  }u                EHH   H¾                H;`~!H`HH¾                UHcH                   H;X~HXH                HM 	HM HHHE(HHE0XYHE8^]f_ Hx #HxH                   EHcH                   H;U~HEH                H}  HEH                   ELcM   L¾                L;E~HEHL¾                Hx #HxH                   ELcM   Lʾ                L;M~HEHLʾ                EHcH   H                H;`~!H`HH                EHcH   H                H;X~!HXHH                H`J;HHE    \f(HPHXI HpYJ;IHEXHWHE(HVHE0Xf(HE8 ^f(XHx #HxH                   EHcH                   H;U~HEH                H}  HEH                   EHcH   H                H;}~HEHH                Hx #HxH                   EHcH   H                H;u~HEHH                H`J;HHE    \f(HPHXHHpYJ;HHEXH   f/      ^    ^H    f/0  EHH   H¾                H;`~!H`HH¾                UHcH                   H;X~HXH                HHHE(HHE0Xf(    ^EHcH   H                H;P~!HPHH                Hx #HxH                   EHcH                   H;U~HEH                H}  HEH                   EHcH   H                H;u~HEHH                    \ f(H`LHHE    \Yf(HPHXHHpYK.HYHE@ЋEHcH                   H;P~HPH                Hx #HxH                   EHH   H¾                H;E~HUHH¾                    \ f(H`J;HHEYKD- LHYHE@ЋEHcH                   H;P~HPH                EHH   H¾                H;`~!H`HH¾                HHHE(Y LHLLHYHE@ЋEHcH                   H;P~HPH                EHH   H¾                H;X~!HXHH¾                HHHE0Y J    LHYHE@
  EHcH   H                H;P~!HPHH                Hx #HxH                   EHcH                   H;U~HEH                H}  HEH                   EHcH   H                H;u~HEHH                H`LHHE    \f(HPHXHHpYK.HYHE@ЋEHcH                   H;P~HPH                Hx #HxH                   EHH   H¾                H;E~HUHH¾                H`J;HHEKD- LHYHE@ЋEHH   H¾                H;P~!HPHH¾                LHLLHHE@fЋEHH   H¾                H;P~!HPHH¾                J    LHHE@f]  H    f/A  EHH   H¾                H;`~!H`HH¾                UHcH                   H;X~HXH                HHHE(HHE0Xf(    ^EHH   H¾                H;P~!HPHH¾                K.HHE@fЋEHH   H¾                H;P~!HPHH¾                KT- LHHE@fЋEHcH                   H;P~HPH                EHH   H¾                H;`~!H`HH¾                HHHE(Y LHLLHYHE@ЋEHcH                   H;P~HPH                EHH   H¾                H;X~!HXHH¾                HHHE0Y J    LHYHE@  H@ #H@H                   EHH   H¾                H;H~!HHHH¾                H0H@HHEHH   f/  EHH   H¾                H;P~!HPHH¾                K.HHE@fЋEHH   H¾                H;P~!HPHH¾                KT- LHHE@fЋEHH   H¾                H;P~!HPHH¾                LHLLHHE@    ЋEHH   H¾                H;P~!HPHH¾                J    LHHE@f  EHH   H¾                H;P~!HPHH¾                K.HHE@fЋEHH   H¾                H;P~!HPHH¾                KT- LHHE@fЋEHH   H¾                H;P~!HPHH¾                LHLLHHE@fЋEHH   H¾                H;P~!HPHH¾                J    LHHE@    ЋEHH   H¾                H;8~!H8HH¾                H@ #H@H                   UHcH                   H;H~HHH                HMx	H   HHHEh    \YXH   H0H@HHEH    \Y\EHH   H¾                H;8~!H8HH¾                H@ #H@H                   UHcH                   H;H~HHH                H   	H   HHHEh    \YXH   H0H@HHEH    \Y\ELcM   Lʾ                L;0~!H0HLʾ                EHcH                   H;P~HPH                EHcH   H                H;P~!HPHH                ELcM   L¾                L;P~!HPHL¾                EHcH   H                H;P~!HPHH                K.HHE@LHLLHHE@Xf(YKD- LI HE@J    LHHE@XYIQXHEPЋEHcH   H                H;(~!H(HH                EHcH                   H;8~H8H                H #HH                   EHcH   H                H; ~!H HH                H   H   HHEh    \YXH   HHHHE`    \YHW\HEXD9Ut                EDU        Hh  [A\A]A^A_]UHAWAVAUATSHH  HHH@H8H0L(L     t                       H@ HHEHE    HHIIH8 HHELHE    HHHIA    LHHH@ HHEHE    HHHIHH8 HHEHHE    HHHIA    HHH@ HHEHE    HHHIHH8 HHEHHE    HHHH Hǅ    HH H@ HHEHE    HHIIH8 HHELHE    HHHHHǅ    LHHH@ HHEHE    HHHIHH8 HHxHHx    HHHHHǅ    HHH@ HHpHp    HHHIHH8 HHhHHh    HHHHHǅ    HHH@ HH`H`    HHHIHH8 HHXHHX    HHHHHǅ    HHǅT    E    ǅP    E    H8 THHD E   MD9E  }u                H}  HEH                   EHcH   H                H;u~HEHH                H}  HEH                   EHcH                   H;U~HEH                HHHH(HLH    ^HE H}  HEH                   EHcH   H                H;}~HEHH                H}  HEH                   EHcH                   H;U~HEH                H}  HEH                   EHcH   H                H;u~HEHH                HLHH HLHHE H HHYHE(9Mt                EMTE   Dm̋9E  }u                HHD8E   MD9}I  }u                EHcH   Hھ                H;]~HEHHھ                ELcM   Lھ                L;]~HEHLھ                ELcM   LҾ                L;U~HEHLҾ                EHcH                   H;U~HEH                ELcM   Lʾ                L;x~!HxHLʾ                ELcM   L¾                L;E~HEHL¾                ẼHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                LHHHH(LHHI H0HHH HHE(Y\f(HIHI    ^HE ЋELcM   LҾ                L;U~HEHLҾ                ELcM   Lʾ                L;M~HEHLʾ                ELcM   L¾                L;E~HEHL¾                EHcH                   H;U~HEH                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                LIHHH HIHHHE LHH IYHE(9Mt                EMD9mt                EDm5HHD E   MD9E  }u                Hh #HhH                   EHcH   H                H;p~!HpHH                HX #HXH                   EHcH                   H;`~H`H                H}  HEH                   EHcH   H                H;u~HEHH                HHHHEHLHHE HHHYHE9Mt                EMTE   D}̋9Es  }u                HH E   Mȋ9E  }u                ELcM   L                L;h~!HhHL                ELcM   L                L;p~!HpHL                EHcH   Hھ                H;X~!HXHHھ                EHcH                   H;`~H`H                ELcM   Lھ                L;x~!HxHLھ                ELcM   LҾ                L;U~HEHLҾ                ẼLcM   Lʾ                L;h~!HhHLʾ                ELcM   L¾                L;p~!HpHL¾                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                HHHHHELHHIH0LHHLLI HEY\f(HIHHHE LHLIYHE9Mt                EMD9}t                ED}vHH E   Mȋ9E  }u                H8 HcHH                   HH;h~HhH                EHcHH                   HH;p~HpH                H8 LcM   L                L;X~!HXHL                EHcH                   H;`~H`H                H8 LcM   L                L;x~!HxHL                ELcM   L                L;m~HEHL                TLcM   L                L;h~!HhHL                EHcH   Hھ                H;p~!HpHHھ                H8 LcM   Lھ                L;]~HEHLھ                ELcM   LҾ                L;U~HEHLҾ                H8 LcM   Lʾ                L;x~!HxHLʾ                ELcM   L¾                L;E~HEHL¾                THcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                LHHHHELLILLIT H0LLILLHHEY\f(LHHIH(LILI H0HHH HHE(Y\HILHH^f(HE9Mt                EM+DTE   MD9m  }u                H8 +ẺPHHD0E   DeD9uG  }u                PLcM   Lʾ                L;h~!HhHLʾ                ELcM   Lھ                L;p~!HpHLھ                PHcH                   H;h~HhH                ELcM   L¾                L;p~!HpHL¾                PLcM   LҾ                L;U~HEHLҾ                EHcH   Hھ                H;]~HEHHھ                PHcH   H                H;h~!HhHH                EHcH   H                H;p~!HpHH                HLIHI HELHH HHE(HIHHHHEYLIHI\HED9et                EDe9Mt                EM+        HH  [A\A]A^A_]UHAWAVAUATH   HxHpHhH`LXLP    t                       HE  HHEHE    HHHIA    HE  HHEHE    HHHH@HǅH    HE  HHEHE    HHHH0Hǅ8    HE  HHEHE    HHHH Hǅ(    HE  HHEHE    HHHHHǅ    HE  HHEHE    HHHH Hǅ    HE  HHEHE    HHHIA    HE  HHEHE    HHHIA        E    E    EE    HE DE   MD9U  }u                EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                EHH   H¾                H;E~HUHH¾                H~HhHrHXXHPHEXEE~    fTHE(_M~    ~    f(fTfTfVEE~    fTHE(f/8  ELcM   Lʾ                L;M~HEHLʾ                ELcM   L¾                L;E~HEHL¾                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                EHH   H¾                H;E~HUHH¾                MYL`CMHLhCYLGHPBH~HXYXHrHUHPHEYX^EEfEfEȋEHH   H¾                H;E~HUHH¾                HPHxEЋEHH   H¾                H;E~HUHH¾                HPHpE9Mt                EM&        H   A\A]A^A_]UHAWAVAUATSH  HHHHLL    t                       HE HHEHE    HHHIHxH HHEHHE    HHHIA    HHpHE HHEHE    HHHIHhH HHEHHE    HHHIA    HH`HE HHEHE    HHHIA    HE HHEHE    HHIHHHǅ    H       HHDH    Hu
        HEHE HHEHE    HHIIHE HHxLHx    HHIHHHǅ    H       HHDH    Hu
        HpLHHHE HHhHh    HHIHHHǅ    H       HHDH    Hu
        H`HE HHXHX    HHHIHHE HHPHHP    HHIHHHǅ    H       HHDH    Hu
        HHHHHHE HH@H@    HHIHHPHǅX    H       HHDH    Hu
        H8HE HH0H0    HHIHH@HǅH    H       HHDH    Hu
        H(HE HH H     HHHHH0Hǅ8    H   HHDH    Hu
        HHE HHH    HHHIHE HHHH    HHHHH Hǅ(    H   HHDH    Hu
        H IIHHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                HHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                HA   I99LHM   H9J	H     HIH HH  !ʃt(H I                      HH!ʃt'H A   HH¾                HH; !ʃt'H A   HH¾                H   H9HrH    HH0HH0 !ʃt(H0I                      HH!ʃt'H0A   HH¾                HH;0!ʃt'H0A   HH¾                H   H9HrH(    HH@HH@ !ʃt(H@I                      HH!ʃt'H@A   HH¾                HH;@!ʃt'H@A   HH¾                H   H9HrH8    HHXHPHHX !Ѓt(HXI                      HH!Ѓt'HXA   HH                HH;X!Ѓt'HXA   HH                HHHP !Ѓt(HPI                      HH!Ѓt'HPA   HH                HH;P!Ѓt'HPA   HH                HA   I9DHIHL   H9J	HH    HI    E    E    E    E    HhHHh !ʃt(HhI                      HH!ʃt'HhA   HH¾                HH;h!ʃt'HhA   HH¾                H   H9HrH`    HHuHxHH} !Ѓt%HEI                      HH!Ѓt$HEA   HH                HH;u!Ѓt$HEA   HH                HHHx !Ѓt(HxI                      HH!Ѓt'HxA   HH                HH;x!Ѓt'HxA   HH                HA   I9@LIHL   H9J	Hp    HIHEHH} !ʃt%HEI                      HH!ʃt$HUA   HH¾                HH;E!ʃt$HUA   HH¾                H   H9HrHM    H    H   HEE   U9M   }u                H #HH                   EHH   H¾                H;~!HHH¾                I4HH f9Ut                EUHD(E   MD9m  }u                HED0E   D]D9ut  }u                EăLcM   LҾ                L;~!HHLҾ                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;~!HHL¾                EHcH                   H;~HH                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                LHLHH HHxHpHHLHLIXH D9]t                ED]z9Mt                EMHEDE   DED9Md  }u                EHcH   H                H;h~!HhHH                H HcH                   H;~HH                EHcH   H                H;~!HHH                HHLHHWH H`D9Et                EDEH *H YHE8E   u9}a  }u                EHH   H¾                H;h~!HhHH¾                HPH`f/   EHcH                   H;U~HEH                EHH   H¾                H;h~!HhHH¾                HHH`H\f(H *H^f(HE   EHcH                   H;U~HEH                EHH   H¾                H;h~!HhHH¾                HHH`H *^HE _HHE9ut                EuHDE   DED9U  }u                HEDE   DMD9]P  }u                EHcH   H                H;x~!HxHH                EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                HJHIHHHEHpD9Mt                EDMD9Et                EDE5H *H YHEE   U9ML  }u                EHH   H¾                H;h~!HhHH¾                HpH`f/   Hx #HxH                   EHH   H¾                H;E~HUHH¾                HJ4?HH Hp9Ut                EUHEE   U9M   }u                EHH   H¾                H;0~!H0HH¾                HpH(f9Ut                EUIH PE   EĉP9E  }u                HEDE   DMD9Uz  }u                EHcH   H                H;@~!H@HH                EHcH                   H;0~H0H                HHNH(H8ȋELcM   L¾                L;0~!H0HL¾                EHcH                   H;@~H@H                EHcH   H                H;x~!HxHH                EHcH   H                H;u~HEHH                HH8HIHHHpIPXH(D9Mt                EDMtHE0E   M9u   }u                EHcH                   H; ~H H                HHf9Mt                EMNH @E   Dm@9E  }u                HED0E   D]D9u\  }u                EHcH                   H;@~H@H                ELcM   LҾ                L;~!HHLҾ                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;0~!H0HL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HH8LHLIH f/IPH(HHLHH f/!ȅ  EHcH   H                H;~!HHH                EHcH                   H;~HH                EHcH   H                H;0~!H0HH                HHLHH HVH(]EHcH   H                H;~!HHH                EHcH                   H;~HH                EHcH   H                H;@~!H@HH                HHLHH HVH8_\ELcM   L¾                L; ~!H HL¾                EHcH                   H; ~H H                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                HHHHhH`HHYIPXHD9]t                ED]D9mt                EDm$HEDE   MD9U  }u                ELcM   Lʾ                L;P~!HPHLʾ                ELcM   L¾                L;X~!HXHL¾                EHcH                   H; ~H H                EHcH   H                H;x~!HxHH                EHcH   H                H;u~HEHH                HHHIHHHpLHHI ^HH9Mt                EM9Et                EEĉHDE   DMD9]  }u                HE   DU9]  }u                EHH   H¾                H;E~HUHH¾                HPHE̋EHcH   H                H;}~HEHH                ELcM   L¾                L;E~HEHL¾                EHcH   H                H;x~!HxHH                EHcH                   H;U~HEH                HIHHHHxHpI HpHЋEHcH   H                H;}~HEHH                ELcM   L¾                L;E~HEHL¾                EHcH   H                H;P~!HPHH                EHcH                   H;X~HXH                HHHHHHhH`I HHHD9Ut                EDUnD9Mt                EDMH H    HH    H(H    H8H    HHH    H`H    HpH    HEH            Hĸ  [A\A]A^A_]UHAWAVAUATSH(  H8H0H(H LL    t                       HEP HHEHE    HHHIHXHEX HHEHHE    HHHIA    HHPHEP HHEHE    HHHIA    HEP HHEHE    HHHIHHEX HHEHHE    HHHIA    HHHEP HHEHE    HHHH Hǅ    HEP HHEHE    HHIIHE` HHELHE    HHHHHǅ    LHH@HEP HHEHE    HHIIHE` HHxLHx    HHHHHǅ    LHHHEP HHpHp    HHHHHǅ    HEP HHhHh    HHHHHǅ    HEx HH`H`    HHHHHǅ    HEP HHXHX    HHHIHHE` HHPHHP    HHHHHǅ    HHHEP HHHHH    HHHIHHHEX HH@HH@    HHHHHǅ    HHHEP HH8H8    HHHHpHǅx    HEP HH0H0    HHHIHHEX HH(HH(    HHIHH`Hǅh    H       HHDH    Hu
        H HHH HEP HHH    HHHIHHEX HHHH    HHIHH0Hǅ8    H       HHDH    Hu
        HHHH0HEP HH H     HHHIHHEX HHHH    HHIHH Hǅ(    H       HHDH    Hu
        HHHH HEP HHH    HHHIHpHEX HHHH    HHIHHHǅ    H       HHDH    Hu
        HHpHHHEP HHH    HHHIHHEX HHHH    HHIHH Hǅ    H       HHDH    Hu
        HHHH`HEP HHH    HHHIHHEX HHHH    HHIHHHǅ    H       HHDH    Hu
        HHHHHEP HHH    HHIIHEX HHLH    HHIHHHǅ    H       HHDH    Hu
        HMIHEP HHH    HHHIHEX HHHH    HHIHHHǅ    H       HHDH    Hu
        HxIILHMH !Ѓt(HI                      MM!Ѓt'HA   HLʾ                ML;!Ѓt'HA   HLʾ                MHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H99HHM   L9JHx    HHLHMH !Ѓt(HI                      MM!Ѓt'HA   HLʾ                ML;!Ѓt'HA   HLʾ                MHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9:HIMD    L9JH    HHLHMH !Ѓt(HI                      MM!Ѓt'HA   HLʾ                ML;!Ѓt'HA   HLʾ                MHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9DHHHL   L9JH    HH    pLHMH !Ѓt(HI                      MM!Ѓt'HA   HLʾ                ML;!Ѓt'HA   HLʾ                MHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9DHHH`L   L9JH    HHǅl    ǅh    E    ǅd    E        X    PLHMH !Ѓt(HI                      MM!Ѓt'HA   HLʾ                ML;!Ѓt'HA   HLʾ                MHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9DHpHHL   L9JH    HHL HMH  !Ѓt(H I                      MM!Ѓt'H A   HLʾ                ML; !Ѓt'H A   HLʾ                MHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9DHHH L   L9JH    HHLHMH !Ѓt(HI                      MM!Ѓt'HA   HLʾ                ML;!Ѓt'HA   HLʾ                MHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9DHHH0L   L9JH    HHL0H(MH0 !Ѓt(H0I                      MM!Ѓt'H0A   HLʾ                ML;0!Ѓt'H0A   HLʾ                MHH( !Ѓt(H(I                      HH!Ѓt'H(A   HH                HH;(!Ѓt'H(A   HH                H   H9DHHH L   L9JH     HHHEXE   DU9]   }u                HEPDE   DMD9]  }u                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                HHXHPHLHHHHE HD9Mt                EDM7D9Ut                EDUHEPDE   DED9Mc  }u                HEX HcH   H                H;~!HHH                EHcH   H                H;~!HHH                EHcH                   H;U~HEH                HJHHHHH8HD9Et                EDEHEX XE   D]9]	  }u                }$  HEP8E   M9}~	  }u                EHcH   H                H;(~!H(HH                EHcH                   H;0~H0H                HHH HH f9Mt                EMHEX 9E  HE(    ^pHEPDE   MD9M0  }u                ELcM   L¾                L;(~!H(HL¾                EHcH   H                H;0~!H0HH                EȃHcH   H                H;u~HEHH                EHcH                   H;U~HEH                HHHHHE0    _ȋEHcH   H                H;u~HEHH                EHcH                   H;U~HEH                HHHHHE0    _YpYpXf(LHH H    ^H 9Mt                EMMHEX 9E  HE(    ^pHEPDE   MD9MA  }u                ELcM   L¾                L;(~!H(HL¾                EHcH   H                H;0~!H0HH                EȃHcH   H                H;u~HEHH                EHcH                   H;U~HEH                HHHHHE0    _EHcH                   H;U~HEH                f(YpHH     Y    ^Xf(LHH H    ^H 9Mt                EMHEX 9E      pHEPDE   MD9U  }u                ELcM   Lʾ                L;(~!H(HLʾ                ELcM   L¾                L;0~!H0HL¾                EHcH                   H;U~HEH                H}  HEH                   EHcH   H                H;}~HEHH                Hx #HxH                   EHcH   H                H;u~HEHH                HH f(YpH@LHH    YHLHHE^Xf(LHH I     ^H 9Mt                EMHD9]t                ED]HEX E   Eȉ 9Ea  }u                Eȃ   NhEȍPHEX 9OlHEX 9E  HEh HE8HEpY^pHEP E   Ẻ9EN  }u                EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                HHHHHE0    _f(p^PELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;(~!H(HH                EHcH                   H;0~H0H                P    YHHH HH YLHH0H~    fWHЋELcM   LҾ                L;~!HHLҾ                ELcM   Lʾ                L; ~!H HLʾ                ELcM   L¾                L;(~!H(HL¾                EHcH                   H;0~H0H                EȃHcH   H                H;(~!H(HH                EHcH   H                H;0~!H0HH                P    YLHHL LHH HHLHH XYLHH I    XHЋELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EȃHcH   H                H;(~!H(HH                EHcH                   H;0~H0H                P    YHHH HH YLHpHH~    fWHЋEHcHH                   HH;~HH                EHcHH                   HH;~HH                EHcHH                   HH;~HH                EHcH                   H;~HH                EHH@H   H¾                H@H;(~!H(HHھ                ELcM   L                L;0~!H0HL                hLcM   L                L;~!HHL                ELcM   L                L;~!HHL                ELcM   L                L;~!HHL                EHcH   Hھ                H;~!HHHھ                EȃLcM   Lھ                L;(~!H(HLھ                ELcM   LҾ                L;0~!H0HLҾ                lLcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HHHHHH@HHH IH     YLLILLIT HLILHH\YLHH IH     YLILI HHILHH$\YXYPHHH`HHXHЋ9Et                EẺ}   HEh HE8HEpY^pHEPDE   MD9U  }u                EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                HHHHHE0    _f(p^PELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH                   H;~HH                EHcH   H                H;p~!HpHH                HHHH`HHHHVH0YPLHHI XH9Mt                EMHEX 9E  HEP @E   Ẻ@9E  }u                EHcH                   H;h~HhH                HHEH,ddHcH                   H;`~H`H                HHHEh^pEHcH                   H;U~HEH                HH pYXELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;(~!H(HH                EHcH                   H;0~H0H                HHH HH     YLHH0H~    fWHЋELcM   LҾ                L;~!HHLҾ                ELcM   Lʾ                L; ~!H HLʾ                ELcM   L¾                L;(~!H(HL¾                EHcH                   H;0~H0H                EȃHcH   H                H;(~!H(HH                EHcH   H                H;0~!H0HH                LHHL LHH HHLHH Xf(    YLHH IXXHЋEHcH   H                H;~!HHH                EHcH                   H;~HH                HHpHHHfЋEHcHH                   HH;~HH                EHcHH                   HH;~HH                EHcHH                   HH;~HH                EHcH                   H;~HH                ELcM   L                L;(~!H(HL                ELcM   L                L;0~!H0HL                hLcM   L                L;~!HHL                ELcM   L                L;~!HHL                EHcH   Hھ                H;~!HHHھ                ELcM   Lھ                L;~!HHLھ                EȃLcM   LҾ                L;(~!H(HLҾ                ELcM   Lʾ                L;0~!H0HLʾ                HP #HPH                   ELcM   L¾                L;X~!HXHL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HHHHHf(YXLHHH IH     YLMLLLIHHILHIH\YLHH IH HHI HEHILHHH,%    Y\YXHHH`HHXHЋ9Et                EẺ] 9Et                EEȉ HEX LLHHHLHuPHEPxMIHgH HEP0E   M9u7  }u                H@ #H@H                   EHH   H¾                H;H~!HHHH¾                UHcH                   H;p~HpH                HzHHHHH0H(9Mt                EMHEX  E   D}ȋ 9E	  }u                HEX 9EW  HE8HEp YHEh^pHEPD0E   MD9ui  }u                EȃLcM   L                L;@~!H@HL                ELcM   L                L;H~!HHHL                EHcH   Hھ                H;@~!H@HHھ                EHcH                   H;H~HHH                ELcM   Lھ                L;]~HEHLھ                ELcM   LҾ                L;U~HEHLҾ                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                HHHHHHH(LHHIHE0f(YpLHHI HHHXHPHHE \YLHHIT \H(9Mt                EMHEPD E   MD9e=  }u                EHH   H¾                H;h~!HhHH¾                HPHEH,ddHH   H¾                H;`~!H`HH¾                HPHHEh^pEȃLcM   Lھ                L;@~!H@HLھ                EHcH   Hھ                H;H~!HHHHھ                ELcM   LҾ                L;@~!H@HLҾ                EHcH                   H;H~HHH                ELcM   Lʾ                L;M~HEHLʾ                HEX LcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;u~HEHH                LLHILLHH(IQH f(YpLHHHHHVH8\YLILH\H(9Mt                EMD9}t                ED}HEXDE   MD9M  }u                HEPDE   DED9U  }u                EHH   H¾                H;8~!H8HH¾                HPHE@ff/k  EHH   H¾                H;E~HUHH¾                UHcH   H                H;u~HEHH                UHcH                   H;~HH                }HcH   H                H;~!HHH                HHHHXHPHHHE D9Et                EDE9Mt                EMmHEP8E   M9}  }u                EHH   H¾                H;8~!H8HH¾                HPHE@ff/  EHcH                   H;U~HEH                HEX HH   H¾                H;~!HHH¾                uHcH   H                H;~!HHH                HHHHHH89Mt                EM(HxH    HH    HH    HH    HH    HH    HH    H H            He[A\A]A^A_]UHAWAVAUATSHX  HhH`HXHPLHL@    t                       H    HHEHE    HHHIA    H    HHEHE    HHIHHH    HHHIA    HHH    HHEHE    HHIIK$    HHHIA    MIH    HHEHE    HHHIH    HHHH0Hǅ8    IIH    HHEHE    HHHH Hǅ(    H    HHEHE    HHHHHǅ    H    HHEHE    HHHH Hǅ    H    HHEHE    HHHHHǅ    H    HHEHE    HHHHHǅ    H    HHxHx    HHHIH H    HHpHHp    HHHHHǅ    HHH    HHhHh    HHHHHǅ    H    HH`H`    HHHHHǅ    H    HHXHX    HHHIH0H    HHPHHP    HHHHHǅ    HH H    HHHHH    HHHHHǅ    HH   HH@H@    HHHHHǅ    H    HH8H8    HHIH    HH0HH0    HHHHpHǅx    H    HH(H(    HHIH    HH HH     HHHH`Hǅh    H    HHH    HHIH    HHHH    HHHHPHǅX    H    HHH    HHHH@HǅH    H    HH H     HHHH0Hǅ8    H    HHH    HHHH Hǅ(    H    HHH    HHHHHǅ    H    HHH    HHHH Hǅ    H    HHH    HHHHHǅ    H    HHH    HHHHHǅ    H    HHH    HHHHHǅ    H    HHH    HHHHHǅ    H    HHH    HHHHHǅ    H    HHH    HHHHHǅ    H    HHH    HHHHHǅ    H    HHH    HHIHHHǅ    H       HHDH    Hu
        HH    HHH    HHIHHpHǅx    H       HHDH    Hu
        HH    HHH    HHIHH`Hǅh    H       HHDH    Hu
        HH    HHxHx    HHIHHPHǅX    H       HHDH    Hu
        HpH    HHhHh    HHIHH@HǅH    H       HHDH    Hu
        H`H    HHXHX    HHIHH0Hǅ8    H       HHDH    Hu
        HPH    HHHHH    HHIHH Hǅ(    H       HHDH    Hu
        H@H    HH8H8    HHHIHH    HH0HH0    HHIHHHǅ    H       HHDH    Hu
        H(HHHH    HH H     HHIHH Hǅ    H       HHDH    Hu
        HH    HHH    HHIHHHǅ    H       HHDH    Hu
        HH    HH H     HHIHHHǅ    H       HHDH    Hu
        HH    HHH    HHIHHHǅ    H       HHDH    Hu
        HH    HHH    HHIHHHǅ    H       HHDH    Hu
        HH    HHH    HHIHHHǅ    H       HHDH    Hu
        HH    HHH    HHIHHHǅ    H       HHDH    Hu
        HH    HHH    HHIHHHǅ    H       HHDH    Hu
        HHHH !ȃt(HI                      HH!ȃt$HA   H                HH;!ȃt$HA   H                HҸ   H9HpH    H    HHH !ȃt(HI                      HH!ȃt$HA   H                HH;!ȃt$HA   H                HҸ   H9HpH    H    HHH !ȃt(HI                      HH!ȃt$HA   H                HH;!ȃt$HA   H                HҸ   H9HpH    HHHH !ȃt(HI                      HH!ȃt$HA   H                HH;!ȃt$HA   H                HҸ   H9HpH    HHHH !ȃt(HI                      HH!ȃt$HA   H                HH;!ȃt$HA   H                HҸ   H9HpH    HH HH  !ȃt(H I                      HH!ȃt$H A   H                HH; !ȃt$H A   H                HҸ   H9HpH    HHHH !ȃt(HI                      HH!ȃt$HA   H                HH;!ȃt$HA   H                HҸ   H9HpH    HH HH  !ȃt(H I                      HH!ȃt$H A   H                HH; !ȃt$H A   H                HҸ   H9HpH    HH8H0HH8 !Ѓt(H8I                      HH!Ѓt'H8A   HH                HH;8!Ѓt'H8A   HH                HHH0 !Ѓt(H0I                      HH!Ѓt'H0A   HH                HH;0!Ѓt'H0A   HH                HA   I9DHIHL   H9J	H(    HI        ǅt    E    ǅ    HHHHH !ȃt(HHI                      HH!ȃt$HHA   H                HH;H!ȃt$HHA   H                HҸ   H9HpH@    HE    HXHHX !ȃt(HXI                      HH!ȃt$HXA   H                HH;X!ȃt$HXA   H                HҸ   H9HpHP    HHhHHh !ȃt(HhI                      HH!ȃt$HhA   H                HH;h!ȃt$HhA   H                HҸ   H9HpH`    HHxHHx !ȃt(HxI                      HH!ȃt$HxA   H                HH;x!ȃt$HxA   H                HҸ   H9HpHp    HHHH !ȃt(HI                      HH!ȃt$HA   H                HH;!ȃt$HA   H                HҸ   H9HpH    H    xHHH !ȃt(HI                      HH!ȃt$HA   H                HH;!ȃt$HA   H                HҸ   H9HpH    HHHH !ȃt(HI                      HH!ȃt$HA   H                HH;!ȃt$HA   H                HҸ   H9HpH    HH   DE   DMD9U  }u                EHcH   H                H;h~!HhHH                EHcH                   H;U~HEH                EHcH   H                H;u~HEHH                H       XHHE8HHHHE@Y_    ]HWH`ЋELcM   L¾                L;~!HHL¾                EHcH                   H;U~HEH                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                HHE8XK&HHEHID HHEPXIPYHЋEHcH   H                H; ~!H HH                EHcH                   H;U~HEH                HHNHEXHD9Mt                EDM;Hx #HxH                   H    Hp H   E   U9M   }u                EHH   H¾                H;x~!HxHH¾                H   H   \f(H   6*Hp^f(Hp9Ut                EUH   0E   M9u   }u                EHH   H¾                H;~!HHH¾                UHcH                   H;U~HEH                HzHPH   H9Mt                EMH    D@E   MD9Ef  }u                H   8E   u9}   }u                EHH   H¾                H;0~!H0HH¾                UHcH                   H;8~H8H                HHHH(f9ut                Eu9Mt                EMH   E   U9M   }u                EHH   H¾                H;~!HHH¾                HpHf9Ut                EUIH   E   U9M   }u                EHH   H¾                H;~!HHH¾                HpHf9Ut                EUIǅt    H   E   U9M  }u                EHH   H¾                H;E~HUHH¾                HpH   ff/vstttHH   H¾                H;H~!HHHH¾                HxH@ủ49Ut                EUt+  H   H   ^H   D(E   DeD9m  }u                ELcM   LҾ                L;~!HHLҾ                EHcH                   H;U~HEH                EHcH   H                H;}~HEHH                ELcM   Lʾ                L;M~HEHLʾ                Hp #HpH                   EHcH   Hھ                H;x~!HxHHھ                ELcM   Lھ                L;h~!HhHLھ                ELcM   L¾                L;`~!H`HL¾                Hp #HpH                   EHcH   H                H;x~!HxHH                HH   HWHhH   IQH`H(   \YH0   XH   H(   HHH HHH   ,\YXYXISHXH   YIPHPHHHH   \YIRXHЋEHH   H¾                H;E~HUHH¾                HPH   ff/_  HP #HPH                   EHH   H¾                H;X~!HXHH¾                HP #HPH                   ULcM   L¾                L;X~!HXHL¾                UHcH   H                H;}~HEHH                UHcH   H                H;h~!HhHH                UHcH                   H;H~HHH                H HL0LIH   BHHhHHXXHJHH\YLHHXH   D9et                EDet  H   0E   M9u   }u                EHH   H¾                H; ~!H HH¾                UHcH                   H;U~HEH                HzHPHEXH9Mt                EML   H}`HH(HHEXH               8                       MIHRvHpH   E   U9M   }u                EHH   H¾                H;X~!HXHH¾                HpHPf9Ut                EUIH   DE   DED9U3  }u                H   DE   DMD9]  }u                EHcH   H                H;X~!HXHH                EHH   H¾                H;X~!HXHH¾                UHcH                   H;P~HPH                MHcH   H                H;X~!HXHH                HHHPHH0H HH   HVXHPD9Mt                EDM'D9Et                EDEH   E   U9M!  }u                EHH   H¾                H;X~!HXHH¾                HpHPff.zuff.ukEHH   H¾                H;X~!HXHH¾                HpH    HP9Ut                EUH   H   ^H   D E   MD9E   }u                EHH   H¾                H;~!HHH¾                UHcH   H                H;}~HEHH                UHcH   H                H; ~!H HH                UHcH                   H;X~HXH                LOH   B    \f(YH~H@YHrHPHP^HЋEHH   H¾                H;~!HHH¾                UHcH   H                H;~!HHH                UHcH                   H;U~HEH                H~HHrH       \]HPH9Mt                EMH   D8E   DmD9}  }u                H    E   Dű9E  }u                EHcH                   H;U~HEH                EHH   H¾                H;~!HHH¾                HJH   HPHXff/s  EHcH   Hھ                H;p~!HpHHھ                ELcM   L                L;x~!HxHL                EHcH                   H;p~HpH                ELcM   LҾ                L;x~!HxHLҾ                ELcM   Lھ                L;]~HEHLھ                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H;}~HEHH                EHcH   H                H;~!HHH                HH HHIH   ISH   YIQHEIPHYXf(HWH   HVHXHHHI^f(H   ЋEHcH                   H;U~HEH                EHH   H¾                H;~!HHH¾                HJH   ff.ҹ    ff.EHHHff/!Ѕ  EHH   H¾                H;P~!HPHH¾                UHcH                   H;X~HXH                MHcH   H                H;x~!HxHH                HNH0H HHpH   D9ut                EDufD9mt                EDmǅt    H   8E   M9}.  }u                EHH   H¾                H;E~HUHH¾                UHcH   H                H;u~HEHH                UHcH                   H;~HH                LFH   BHrHHPXH   ЋEHH   H¾                H;E~HUHH¾                HPH   ff/vstttHH   H¾                H;H~!HHHH¾                HpH@Ủ9Mt                EMt  H       ^H   E   DU9]V  }u                H   D E   D]D9e
  }u                ELcM   L¾                L;~!HHL¾                EHcH   H                H;P~!HPHH                ELcM   Lʾ                L;X~!HXHLʾ                EHcH                   H;p~HpH                EHcH   H                H;x~!HxHH                HH HHH   H(  \f(f_H   HH0H IH   YH   YIPYHЋEHcH                   H;~HH                EHH   H¾                H;P~!HPHH¾                MHcH   H                H;X~!HXHH                MHcH   H                H;~!HHH                H   	H0H HH   YHNHH0  ^]HHЋELcM   L¾                L;P~!HPHL¾                ELcM   Lʾ                L;X~!HXHLʾ                EHcH                   H;P~HPH                EHcH   H                H;X~!HXHH                EHcH   H                H;~!HHH                HH0HL LHH   HVHYLHLI\H   ЋEHH   H¾                H;p~!HpHH¾                UHcH   H                H;x~!HxHH                UHcH                   H;p~HpH                MHcH   H                H;x~!HxHH                L ILLHH   H(  
]ILHH   ЋEHcH                   H;~HH                EHH   H¾                H;~!HHH¾                MHcH   H                H;}~HEHH                MHcH   H                H;~!HHH                HHHHOH   HNHYHXHЋELcM   L¾                L;~!HHL¾                EHcH                   H;~HH                EHcH   H                H;}~HEHH                ELcM   Lʾ                L;~!HHLʾ                EHcH   H                H;~!HHH                HHHWH   IQHH0   HVHY\YIPXHD9]t                ED]D9Ut                EDUH   E   U9M   }u                EHH   H¾                H;X~!HXHH¾                HpHPf9Ut                EUIH   DE   DED9U3  }u                H   DE   DMD9]  }u                EHcH   H                H;X~!HXHH                EHH   H¾                H;X~!HXHH¾                UHcH                   H;P~HPH                MHcH   H                H;X~!HXHH                HHHPHH0H HH   HVXHPD9Mt                EDM'D9Et                EDEH       YH   0E   M9u  }u                EHH   H¾                H;h~!HhHH¾                HPH`H   \f(YȋEHcH                   H;U~HEH                EHH   H¾                H;X~!HXHH¾                HzH   f(YHPHPYXQ\^xH    f(]xf_xEHH   H¾                H; ~!H HH¾                UHcH                   H;U~HEH                xH  _HzH   HP^HЋEHH   H¾                H;E~HUHH¾                HPH   x9Mt                EMH   DE   MD9]  }u                H   E   DU9])  }u                ELcM   L¾                L;P~!HPHL¾                ELcM   Lʾ                L;X~!HXHLʾ                EHcH                   H;P~HPH                EHcH   H                H;X~!HXHH                EHcH   H                H; ~!H HH                HL0IL LHH   HVHLILIYH   D9Ut                EDU9Mt                EM]L   HtH@H   H   H   H        MIH!H t	  H   0E   M9u   }u                EHH   H¾                H; ~!H HH¾                UHcH                   H;U~HEH                HzHPH   H9Mt                EMH   E   DU9]  }u                H   D E   D]D9e`  }u                EHH   H¾                H; ~!H HH¾                HPHH    f/  EHcH   H                H;~!HHH                EHH   H¾                H; ~!H HH¾                UHcH                   H;P~HPH                MHcH   H                H;X~!HXHH                HHHH    YHH0H HH   HVYHЋEHH   H¾                H;~!HHH¾                UHcH   H                H;~!HHH                UHcH                   H;~HH                HHHJHHPXHЋELcM   Lʾ                L;~!HHLʾ                EHcH                   H;~HH                EHcH   H                H;~!HHH                ELcM   L¾                L;p~!HpHL¾                EHcH   H                H;x~!HxHH                HHHWHH  H(  LH HHH   $\YH0  XYIQ\HЋEHH   H¾                H;P~!HPHH¾                UHcH                   H;X~HXH                H0H HH   fЋEHH   H¾                H;p~!HpHH¾                UHcH                   H;x~HxH                H HHH(   H   ЋEHH   H¾                H;E~HUHH¾                HPH   fD9]t                ED]D9Ut                EDU#t  H    E   Ẻ9Ez  }u                EHH   H¾                H;~!HHH¾                HPH8  ,EHH   H¾                H;~!HHH¾                UHcH   H                H;u~HEHH                UHcH                   H;~HH                HH   HJHHP\HЋEHH   H¾                H;~!HHH¾                HPHff/
  EHcH                   H;U~HEH                EHH   H¾                H;E~HUHH¾                MLcM   Lʾ                L;~!HHLʾ                MLcM   L¾                L;~!HHL¾                MHcH   H                H;~!HHH                MHcH   H                H;u~HEHH                HHHEXIIHYIHHEhHOHYXf(HNH   H^f(HEXЋELcM   L                L;~!HHL                EHcH                   H;~HH                ELcM   L¾                L;~!HHL¾                ELcM   Lʾ                L;~!HHLʾ                ELcM   Lھ                L;~!HHLھ                EHcH   Hھ                H;~!HHHھ                H    LcM   L                L;p~!HpHL                ELcM   L                L;x~!HxHL                ELcM   L                L;~!HHL                ELcM   LҾ                L;~!HHLҾ                H    HcH   H                H;p~!HpHH                EHcH   H                H;x~!HxHH                HHIPHIQHYISHEpH    HSHEhH(  (\YH0   XH  (H(   LH HHHIT H   4\YXYIT$HEx$H   YIRHEhHHHHH   ,\YXYIWXHH    HcH   Hھ                H;P~!HPHHھ                ELcM   L                L;X~!HXHL                H    HcH                   H;P~HPH                ELcM   L¾                L;X~!HXHL¾                ELcM   Lʾ                L;~!HHLʾ                ELcM   Lھ                L;~!HHLھ                ELcM   LҾ                L;~!HHLҾ                EHcH   H                H;~!HHH                EHcH   H                H;u~HEHH                HH0HL LI H   IQHISHYIRHEpHWHExXYH   HVH   Y^HHLIXH   ЋEHH   H¾                H;~!HHH¾                HPHff/  ELcM   L¾                L;~!HHL¾                EHcH                   H;~HH                EHcH   H                H;~!HHH                ELcM   Lھ                L;~!HHLھ                LcM   LҾ                L;@~!H@HLҾ                ELcM   Lʾ                L;M~HEHLʾ                EHcH   H                H;~!HHH                HHHWHISHYIRHE`YIQHEXHVHEh\YIP\HЋEHcH                   H;~HH                EHH   H¾                H;E~HUHH¾                HJH    \f(HPH       \^f(EHH   H¾                H;~!HHH¾                UHcH                   H;~HH                HJHUpHPYHEpЋEHH   H¾                H;~!HHH¾                UHcH                   H;~HH                HJHUxHPYHExЋ9Et                EẺot  H      ^H   DE   MD9U  }u                EHH   H¾                H;~!HHH¾                HPH    \EHcH                   H;~HH                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;~!HHL¾                H    HH   H¾                H;0~!H0HH¾                uHcH   H                H;8~!H8HH                uHcH   H                H;~!HHH                MYL   Cf(YMHLCHHHH(YXHHYHXH   ЋEHH   H¾                H;~!HHH¾                UHcH                   H;~HH                HrHUHPYHEЋEHH   H¾                H;~!HHH¾                UHcH                   H;~HH                HrHU HPYHE ЋEHH   H¾                H; ~!H HH¾                UHcH                   H;~HH                HrHU(HPYHЋEHH   H¾                H;~!HHH¾                UHcH                   H;~HH                HrHHPYHЋEHH   H¾                H; ~!H HH¾                HPH(   H9Mt                EMhLHHM0HHu0HE(     @  @  MIHH HH    HH    HH    HH    HH    HH    HH    HH    H(H    H@H    HPH    H`H    HpH    HH    HH    HH            He[A\A]A^A_]UHAWAVAUATSH  HxHpHhH`LXLP    t                       H	   HHEHE    HHIH	   HHEHHE    HHHIA    H	   HHEHE    HHIH	   HHEHHE    HHHIA    H	   HHEHE    HHIH	   HHEHHE    HHHIA    H	   HHEHE    HHIH	   HHEHHE    HHHH@HǅH    H	   HHEHE    HHIH	   HHxHHx    HHHH0Hǅ8    H	   HHpHp    HHIH	   HHhHHh    HHHH Hǅ(    H	   HH`H`    HHHHHǅ    H	   HHXHX    HHHH Hǅ    H	   HHPHP    HHHH    HHHHHǅ    H	   HHHHH    HHIH	   HH@HH@    HHHHHǅ    H	   HH8H8    HHHHHǅ    H	   HH0H0    HHHHHǅ    H	   HH(H(    HHIH	   HH HH     HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HH H     HHHHpHǅx    H	   HHH    HHHH`Hǅh    H	   HHH    HHHHPHǅX    H	   HHH    HHHH@HǅH    H	   HHH    HHHH0Hǅ8    H	   HHH    HHHH Hǅ(    H	   HHH    HHHHHǅ    H	   HHH    HHHH Hǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHpHǅx    H	   HHxHx    HHHH`Hǅh    H	   HHpHp    HHHH    HHHHPHǅX    H	   HHhHh    HHHH    HHHH@HǅH    H	   HH`H`    HHHH0Hǅ8    H	   HHXHX    HHHH Hǅ(    H	   HHPHP    HHHHHǅ    H	   HHHHH    HHIIH	   HH@LH@    HHHH Hǅ    LHH0H	   HH8H8    HHIIH	   HH0LH0    HHHHHǅ    LHH H	   HH(H(    HHHHHǅ    H	   HH H     HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HH H     HHHHHǅ    H	   HHH    HHHHHǅ    H
   HHH    HHHHpHǅx    H	   HHH    HHHH`Hǅh    H
   HHH    HHHH    HHHHPHǅX    H	   HHH    HHHH@HǅH    H	   HHH    HHHH0Hǅ8    H	   HHH    HHHH Hǅ(    H	   HHH    HHHHHǅ    H	   HHH    HHHH Hǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHxHx    HHHHHǅ    H	   HHpHp    HHIHHH)к    HHHHpHǅx    H	   HHhHh    HHIHHH)к    HHHH`Hǅh    H	   HH`H`    HHHH    HHHHPHǅX    H	   HHXHX    HHHH    HHHH@HǅH    H	   HHPHP    HHHH0Hǅ8    H	   HHHHH    HHHH Hǅ(    H	   HH@H@    HHHHHǅ    H	   HH8H8    HHHH Hǅ    H	   HH0H0    HHHHHǅ    H	   HH(H(    HHHH    HHHHHǅ    H	   HH H     HHHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HH H     HHHHHǅ    H	   HHH    HHIH	   HHHH    HHHHHǅ    H	   HHH    HHIH	   HHHH    HHHHpHǅx    H	   HHH    HHHH`Hǅh    H	   HHH    HHHHPHǅX    H	   HHH    HHHH@HǅH    H	   HHH    HHHH0Hǅ8    H	   HHH    HHHH Hǅ(    H	   HHH    HHHHHǅ    H	   HHH    HHHH Hǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHxHx    HHHHHǅ    H	   HHpHp    HHHHHǅ    H	   HHhHh    HHHHHǅ    H	   HH`H`    HHHHpHǅx    H	   HHXHX    HHHH`Hǅh    H	   HHPHP    HHHHPHǅX    H	   HHHHH    HHHH@HǅH    H	   HH@H@    HHHH0Hǅ8    H	   HH8H8    HHHH Hǅ(    H	   HH0H0    HHHHHǅ    H	   HH(H(    HHHH Hǅ    H	   HH H     HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HH H     HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHpHǅx    H	   HHH    HHHH`Hǅh    H	   HHH    HHHHPHǅX    H	   HHH    HHHH@HǅH    H	   HHH    HHHH0Hǅ8    H	   HHH    HHHH Hǅ(    H	   HHH    HHHHHǅ    H	   HHH    HHHH Hǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHxHx    HHHHHǅ    H	   HHpHp    HHHHHǅ    H	   HHhHh    HHHHHǅ    H	   HH`H`    HHHHpHǅx    H	   HHXHX    HHHH`Hǅh    H	   HHPHP    HHHHPHǅX    H	   HHHHH    HHHH@HǅH    H	   HH@H@    HHHH0Hǅ8    H	   HH8H8    HHHH Hǅ(    H	   HH0H0    HHHHHǅ    H	   HH(H(    HHHH Hǅ    H	   HH H     HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HH H     HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHpHǅx    H	   HHH    HHHH`Hǅh    H	   HHH    HHHHPHǅX    H	   HHH    HHHH@HǅH    H	   HHH    HHHH0Hǅ8    H	   HHH    HHHH Hǅ(    H	   HHH    HHHHHǅ    H	   HHH    HHHH Hǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHxHx    HHHHHǅ    H	   HHpHp    HHHHHǅ    H	   HHhHh    HHHHHǅ    H	   HH`H`    HHHHpHǅx    H	   HHXHX    HHHH`Hǅh    H	   HHPHP    HHHHPHǅX    H	   HHHHH    HHHH@HǅH    H	   HH@H@    HHHH0Hǅ8    H	   HH8H8    HHHH Hǅ(    H	   HH0H0    HHHHHǅ    H	   HH(H(    HHHH Hǅ    H	   HH H     HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HH H     HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHH    HHHHHǅ    H	   HHH    HHHH    HHHHpHǅx    H	   HHH    HHIH	   HHHH    HHHH    HHHH`Hǅh    H	   HHH    HHHHPHǅX    H	   HHH    HHHH@HǅH    H	   HHH    HHHH0Hǅ8    H	   HHH    HHHH Hǅ(    H	   HHH    HHHHHǅ    H	   HHH    HHHH Hǅ    H	   HHH    HHHHHǅ    H	   HHH    HHIH	   HHHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHxHx    HHHHHǅ    H	   HHpHp    HHHHHǅ    H	   HHhHh    HHHHHǅ    H	   HH`H`    HHHHHǅ    H	   HHXHX    HHHHHǅ    H	   HHPHP    HHHHpHǅx    H	   HHHHH    HHHH`Hǅh    H	   HH@H@    HHHHPHǅX    H	   HH8H8    HHHH@HǅH    H	   HH0H0    HHHH0Hǅ8    H	   HH(H(    HHHH Hǅ(    H	   HH H     HHHHHǅ    H	   HHH    HHHH Hǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HH H     HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHpHǅx    H	   HHH    HHHH`Hǅh    H	   HHH    HHHHPHǅX    H	   HHH    HHHH@HǅH    H	   HHH    HHHH0Hǅ8    H	   HHH    HHHH Hǅ(    H
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   HHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHH    HHHHHǅ    H	   HH H     HHHHHǅ    H	   HHH    HHHHHǅ    H	   HHH    HHIH	   HHHH    HHHHHǅ    H	   HHH    HHIH	   HHHH    HHHHpHǅx    H	   HHH    HHIH	   HHHH    HHHH`Hǅh    H	   HHH    HHHHPHǅX    H	   HHH    HHIH	   HHHH    HHHH@HǅH    H	   HHH    HHHH0Hǅ8    H	   HHH    HHHH Hǅ(    H	   HHH    HHHHHǅ    H	   HHH    HHHHH Hǅ    H   HHDH    Hu
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  	              x  p  h  `  X  P  H  @  8    MIH    HĐ   L   H  H  H	  HH	      x      H  @  8  0  (  MIH    HPH	   ǅ   @9& =u                L`  HX  HP  HH
  HH	  	  	    (      X  P  H  h  MIH    H`  H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HЋ        PH    H    H  Hi  HHH        H@    f@  @ H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHXH    HP     P(H    H    H  Hi  HHHH)  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HHPH    HH    H    H  Hi  H0  HHHf   E    H
  D E   D]D9e  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H=  ~#H    H                  H    H=  #H    H                  H
   LcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLҾ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLҾ                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   ELcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLʾ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLʾ                H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                ELcM   L¾                L; ~!H HL¾                H    H    H  Hi  HH`  HH    H    H  Hi  HHh  HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HH ZIPHP  f(    YXH    H    H  Hi  HH`  H H    H    H  Hi  HHh  H
H5    H    H  Hi  HH¸  HIH4H    H    H  Hi  HH   HHH    H    H  Hi  HH  HIHH    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH5    H    H  Hi  HH  H	H9}CH    H    H  Hi  HH  HHH¾                H5    H    H  Hi  HH  H	H9~CH    H    H  Hi  HH  HHH¾                    H5    H    H  Hi  HH`  H	H=    H5    H  Hi  HHh  H6L    H=    H  Hi  LHǸ  H?HH<H5    H    H  Hi  HH   HHH5    H    H  Hi  HH  HHH4H    H    H  Hi  HH  H HHZ D9]t                ED]kH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HЋ        PH    H    H  Hi  HHH        H@    f@  @ H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHXH    HP     P(    fP,H    H    H  Hi  HHHH.  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HHPH    HH    H    H  Hi  H0  HHHf   E    H
  D E   D]D9e  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H=  ~#H    H                  H    H=  #H    H                  H
   LcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLҾ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLҾ                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   ELcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLʾ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLʾ                H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                ELcM   L¾                L; ~!H HL¾                H    H    H  Hi  HH`  HH    H    H  Hi  HHh  HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HH ZIPHP  f(    YXH    H    H  Hi  HH`  H H    H    H  Hi  HHh  H
H5    H    H  Hi  HH¸  HIH4H    H    H  Hi  HH   HHH    H    H  Hi  HH  HIHH    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH5    H    H  Hi  HH  H	H9}CH    H    H  Hi  HH  HHH¾                H5    H    H  Hi  HH  H	H9~CH    H    H  Hi  HH  HHH¾                    H5    H    H  Hi  HH`  H	H=    H5    H  Hi  HHh  H6L    H=    H  Hi  LHǸ  H?HH<H5    H    H  Hi  HH   HHH5    H    H  Hi  HH  HHH4H    H    H  Hi  HH  H HHZ D9]t                ED]k  H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HЋ        PH    H    H  Hi  HHH        H@    f@  @ H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHXH    HP     P(H    H    H  Hi  HHHH)  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HHPH    HH    H    H  Hi  H0  HHHf   E    H
  D E   D]D9e  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H=  ~#H    H                  H    H=  #H    H                  H
   LcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLҾ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLҾ                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   ELcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLʾ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLʾ                H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                ELcM   L¾                L;~!HHL¾                H    H    H  Hi  HH`  HH    H    H  Hi  HHh  HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HH ZIPHX  f(    YXH    H    H  Hi  HH`  H H    H    H  Hi  HHh  H
H5    H    H  Hi  HH¸  HIH4H    H    H  Hi  HH   HHH    H    H  Hi  HH  HIHH    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH5    H    H  Hi  HH  H	H9}CH    H    H  Hi  HH  HHH¾                H5    H    H  Hi  HH  H	H9~CH    H    H  Hi  HH  HHH¾                    H5    H    H  Hi  HH`  H	H=    H5    H  Hi  HHh  H6L    H=    H  Hi  LHǸ  H?HH<H5    H    H  Hi  HH   HHH5    H    H  Hi  HH  HHH4H    H    H  Hi  HH  H HHZ D9]t                ED]kH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HЋ        PH    H    H  Hi  HHH        H@    f@  @ H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHXH    HP     P(    fP,H    H    H  Hi  HHHH.  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HHPH    HH    H    H  Hi  H0  HHHf   E    H
  D E   D]D9e  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H=  ~#H    H                  H    H=  #H    H                  H
   LcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLҾ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLҾ                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   ELcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLʾ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLʾ                H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                ELcM   L¾                L;~!HHL¾                H    H    H  Hi  HH`  HH    H    H  Hi  HHh  HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HH ZIPHX  f(    YXH    H    H  Hi  HH`  H H    H    H  Hi  HHh  H
H5    H    H  Hi  HH¸  HIH4H    H    H  Hi  HH   HHH    H    H  Hi  HH  HIHH    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH5    H    H  Hi  HH  H	H9}CH    H    H  Hi  HH  HHH¾                H5    H    H  Hi  HH  H	H9~CH    H    H  Hi  HH  HHH¾                    H5    H    H  Hi  HH`  H	H=    H5    H  Hi  HHh  H6L    H=    H  Hi  LHǸ  H?HH<H5    H    H  Hi  HH   HHH5    H    H  Hi  HH  HHH4H    H    H  Hi  HH  H HHZ D9]t                ED]k  H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HЋ        PH    H    H  Hi  HHH        H@    f@  @ H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHXH    HP     P(H    H    H  Hi  HHHH)  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HHPH    HH    H    H  Hi  H0  HHHf   E    H
  D E   D]D9e  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H=  ~#H    H                  H    H=  #H    H                  H
   LcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLҾ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLҾ                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   ELcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLʾ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLʾ                H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                ELcM   L¾                L;~!HHL¾                H    H    H  Hi  HH`  HH    H    H  Hi  HHh  HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HH ZIPH`  f(    YXH    H    H  Hi  HH`  H H    H    H  Hi  HHh  H
H5    H    H  Hi  HH¸  HIH4H    H    H  Hi  HH   HHH    H    H  Hi  HH  HIHH    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH5    H    H  Hi  HH  H	H9}CH    H    H  Hi  HH  HHH¾                H5    H    H  Hi  HH  H	H9~CH    H    H  Hi  HH  HHH¾                    H5    H    H  Hi  HH`  H	H=    H5    H  Hi  HHh  H6L    H=    H  Hi  LHǸ  H?HH<H5    H    H  Hi  HH   HHH5    H    H  Hi  HH  HHH4H    H    H  Hi  HH  H HHZ D9]t                ED]kH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HЋ        PH    H    H  Hi  HHH        H@    f@  @ H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHXH    HP     P(    fP,H    H    H  Hi  HHHH.  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HHPH    HH    H    H  Hi  H0  HHHf   E    H
  D E   D]D9e  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H=  ~#H    H                  H    H=  #H    H                  H
   LcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLҾ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLҾ                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   ELcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLʾ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLʾ                H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                ELcM   L¾                L;~!HHL¾                H    H    H  Hi  HH`  HH    H    H  Hi  HHh  HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HH ZIPH`  f(    YXH    H    H  Hi  HH`  H H    H    H  Hi  HHh  H
H5    H    H  Hi  HH¸  HIH4H    H    H  Hi  HH   HHH    H    H  Hi  HH  HIHH    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH5    H    H  Hi  HH  H	H9}CH    H    H  Hi  HH  HHH¾                H5    H    H  Hi  HH  H	H9~CH    H    H  Hi  HH  HHH¾                    H5    H    H  Hi  HH`  H	H=    H5    H  Hi  HHh  H6L    H=    H  Hi  LHǸ  H?HH<H5    H    H  Hi  HH   HHH5    H    H  Hi  HH  HHH4H    H    H  Hi  HH  H HHZ D9]t                ED]k  H    H=	  ~#H    H	                  H    H=  #H    H	                  H    H    H	  Hi  HЋ        PH    H    H	  Hi  HHH        H@    f@  @ H    H=	  ~#H    H	                  H    H=  #H    H	                  H    H    H	  Hi  HHHH    H    HHXH    H    HHHXH    HP     P(H    H    H	  Hi  HHHH)  H        H0HHHrHPHH)HHHH    H=	  ~#H    H	                  H    H=  #H    H	                  H    H    H	  Hi  H0  HHPH    HH    H    H	  Hi  H0  HHHf   E    H
  D E   D]D9e  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H=	  ~#H    H	                  H    H=  #H    H	                  H
   LcH    H    H	  Hi  HH  H I9}AH    H    H	  Hi  HH  H HLҾ                H    H    H	  Hi  HH  H I9~AH    H    H	  Hi  HH  H HLҾ                H    H    H	  Hi  HH  H H~CH    H    H	  Hi  HH  H H                   H    H    H	  Hi  HH  H HCH    H    H	  Hi  HH  H H                   ELcH    H    H	  Hi  HH  H I9}AH    H    H	  Hi  HH  H HLʾ                H    H    H	  Hi  HH  H I9~AH    H    H	  Hi  HH  H HLʾ                H    H=	  ~#H    H	                  H    H=  #H    H	                  H
   HcH    H    H	  Hi  HH  H H9}AH    H    H	  Hi  HH  H HH                H    H    H	  Hi  HH  H H9~AH    H    H	  Hi  HH  H HH                H    H    H	  Hi  HH  H H~CH    H    H	  Hi  HH  H H                   H    H    H	  Hi  HH  H HCH    H    H	  Hi  HH  H H                   EHcH    H    H	  Hi  HH  H H9}AH    H    H	  Hi  HH  H HH                H    H    H	  Hi  HH  H H9~AH    H    H	  Hi  HH  H HH                ELcM   L¾                L;~!HHL¾                H    H    H	  Hi  HH`  HH    H    H	  Hi  HHh  HH    H    H	  Hi  HH  H HHH    H    H	  Hi  HH  H HH    H    H	  Hi  HH  H HHH    H    H	  Hi  HH  H HH ZIPHh  f(    YXH    H    H	  Hi  HH`  H H    H    H	  Hi  HHh  H
H5    H    H	  Hi  HH¸  HIH4H    H    H	  Hi  HH   HHH    H    H	  Hi  HH  HIHH    H    H	  Hi  HH  HHHZ (  H    H=	  ~#H    H	                  H    H=  #H    H	                  H
   HcH    H    H	  Hi  HH  H H9}>H    H    H	  Hi  HH  H H                H    H    H	  Hi  HH  H H9~>H    H    H	  Hi  HH  H H                H    H    H	  Hi  HH  H H~CH    H    H	  Hi  HH  H H                   H    H    H	  Hi  HH  H HCH    H    H	  Hi  HH  H H                   EHH5    H    H	  Hi  HH  H	H9}CH    H    H	  Hi  HH  HHH¾                H5    H    H	  Hi  HH  H	H9~CH    H    H	  Hi  HH  HHH¾                    H5    H    H	  Hi  HH`  H	H=    H5    H	  Hi  HHh  H6L    H=    H	  Hi  LHǸ  H?HH<H5    H    H	  Hi  HH   HHH5    H    H	  Hi  HH  HHH4H    H    H	  Hi  HH  H HHZ D9]t                ED]kH    H=
  ~#H    H
                  H    H=	  #H    H
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H5    H    H  Hi  HH¸  HIH4H    H    H  Hi  HH   HHH    H    H  Hi  HH  HIHH    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=
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  HH  EH    H=  ~#H    H                  H    H=  #H    H                  H
   LcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLҾ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLҾ                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   ELcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLʾ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLʾ                H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                ELcM   L¾                L;~!HHL¾                H    H    H  Hi  HH`  HH    H    H  Hi  HHh  HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HH ZIPHp  f(    YXH    H    H  Hi  HH`  H H    H    H  Hi  HHh  H
H5    H    H  Hi  HH¸  HIH4H    H    H  Hi  HH   HHH    H    H  Hi  HH  HIHH    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH5    H    H  Hi  HH  H	H9}CH    H    H  Hi  HH  HHH¾                H5    H    H  Hi  HH  H	H9~CH    H    H  Hi  HH  HHH¾                    H5    H    H  Hi  HH`  H	H=    H5    H  Hi  HHh  H6L    H=    H  Hi  LHǸ  H?HH<H5    H    H  Hi  HH   HHH5    H    H  Hi  HH  HHH4H    H    H  Hi  HH  H HHZ D9]t                ED]k  H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HH    H    PH    H    H  Hi  HH	H        Hf@  @
 H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8H    H    HH@HXHH    HPPH    H    H  Hi  HHHHX  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HH        fP    PH    H    H  Hi  H0  HHHf   @ E    H
  D E   D]D9eO  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H=  ~#H    H                  H    H=  #H    H                  H
   LcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLҾ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLҾ                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   ELcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLʾ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLʾ                H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                ELcM   L¾                L;~!HHL¾                H    H    H  Hi  HH`  HH    H    H  Hi  HHh  HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HH ZIPHx  f(    YXH    H    H  Hi  HH`  H H    H    H  Hi  HHh  H
H5    H    H  Hi  HH¸  HIH4H    H    H  Hi  HH   HHH    H    H  Hi  HH  HIHH    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH5    H    H  Hi  HH  H	H9}CH    H    H  Hi  HH  HHH¾                H5    H    H  Hi  HH  H	H9~CH    H    H  Hi  HH  HHH¾                    H5    H    H  Hi  HH`  H	H=    H5    H  Hi  HHh  H6L    H=    H  Hi  LHǸ  H?HH<H5    H    H  Hi  HH   HHH5    H    H  Hi  HH  HHH4H    H    H  Hi  HH  H HHZ D9]t                ED]kH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HH    HH    H    H  Hi  HHH        H@    H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8H    H    HH@HXHH    HPP    PXH    H    H  Hi  HHHHY  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HH        fP    PH    H    H  Hi  H0  HHHf   @ E    H
  D E   D]D9e  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H=  ~#H    H                  H    H=  #H    H                  H
   LcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLҾ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLҾ                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   ELcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLʾ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLʾ                H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                ELcM   L¾                L;~!HHL¾                H    H    H  Hi  HH`  HH    H    H  Hi  HHh  HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HH ZIPHx  f(    YXH    H    H  Hi  HH`  H H    H    H  Hi  HHh  H
H5    H    H  Hi  HH¸  HIH4H    H    H  Hi  HH   HHH    H    H  Hi  HH  HIHH    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH5    H    H  Hi  HH  H	H9}CH    H    H  Hi  HH  HHH¾                H5    H    H  Hi  HH  H	H9~CH    H    H  Hi  HH  HHH¾                    H5    H    H  Hi  HH`  H	H=    H5    H  Hi  HHh  H6L    H=    H  Hi  LHǸ  H?HH<H5    H    H  Hi  HH   HHH5    H    H  Hi  HH  HHH4H    H    H  Hi  HH  H HHZ D9]t                ED]k  H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HH    H    PH    H    H  Hi  HH	H        Hf@  @
 H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8H    H    HH@HXHH    HPP    PXH    H    H  Hi  HHHHY  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HH        fP    PH    H    H  Hi  H0  HHHf   @ E    H
  D E   D]D9eP  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H=  ~#H    H                  H    H=  #H    H                  H
   LcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLҾ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLҾ                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   ELcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLʾ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLʾ                H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                ELcM   L¾                L;~!HHL¾                H    H    H  Hi  HH`  HH    H    H  Hi  HHh  HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HH ZIPH  f(    YXH    H    H  Hi  HH`  H H    H    H  Hi  HHh  H
H5    H    H  Hi  HH¸  HIH4H    H    H  Hi  HH   HHH    H    H  Hi  HH  HIHH    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH5    H    H  Hi  HH  H	H9}CH    H    H  Hi  HH  HHH¾                H5    H    H  Hi  HH  H	H9~CH    H    H  Hi  HH  HHH¾                    H5    H    H  Hi  HH`  H	H=    H5    H  Hi  HHh  H6L    H=    H  Hi  LHǸ  H?HH<H5    H    H  Hi  HH   HHH5    H    H  Hi  HH  HHH4H    H    H  Hi  HH  H HHZ D9]t                ED]kH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HH    HH    H    H  Hi  HHH        H@    H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8H    H    HH@HXHH    HPP    fPXH    H    H  Hi  HHHHZ  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HH        fP    PH    H    H  Hi  H0  HHHf   @ E    H
  D E   D]D9e  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H=  ~#H    H                  H    H=  #H    H                  H
   LcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLҾ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLҾ                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   ELcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLʾ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLʾ                H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                ELcM   L¾                L;~!HHL¾                H    H    H  Hi  HH`  HH    H    H  Hi  HHh  HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HH ZIPH  f(    YXH    H    H  Hi  HH`  H H    H    H  Hi  HHh  H
H5    H    H  Hi  HH¸  HIH4H    H    H  Hi  HH   HHH    H    H  Hi  HH  HIHH    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH5    H    H  Hi  HH  H	H9}CH    H    H  Hi  HH  HHH¾                H5    H    H  Hi  HH  H	H9~CH    H    H  Hi  HH  HHH¾                    H5    H    H  Hi  HH`  H	H=    H5    H  Hi  HHh  H6L    H=    H  Hi  LHǸ  H?HH<H5    H    H  Hi  HH   HHH5    H    H  Hi  HH  HHH4H    H    H  Hi  HH  H HHZ D9]t                ED]k  H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HH    H    PH    H    H  Hi  HH	H        Hf@  @
 H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8H    H    HH@HXHH    HPP    PXH    H    H  Hi  HHHHY  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HH        fP    PH    H    H  Hi  H0  HHHf   @ E    H
  D E   D]D9eP  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H=  ~#H    H                  H    H=  #H    H                  H
   LcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLҾ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLҾ                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   ELcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLʾ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLʾ                H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                ELcM   L¾                L;~!HHL¾                H    H    H  Hi  HH`  HH    H    H  Hi  HHh  HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HH ZIPH  f(    YXH    H    H  Hi  HH`  H H    H    H  Hi  HHh  H
H5    H    H  Hi  HH¸  HIH4H    H    H  Hi  HH   HHH    H    H  Hi  HH  HIHH    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH5    H    H  Hi  HH  H	H9}CH    H    H  Hi  HH  HHH¾                H5    H    H  Hi  HH  H	H9~CH    H    H  Hi  HH  HHH¾                    H5    H    H  Hi  HH`  H	H=    H5    H  Hi  HHh  H6L    H=    H  Hi  LHǸ  H?HH<H5    H    H  Hi  HH   HHH5    H    H  Hi  HH  HHH4H    H    H  Hi  HH  H HHZ D9]t                ED]kH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HH    HH    H    H  Hi  HHH        H@    H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8H    H    HH@HXHH    HPP    fPXH    H    H  Hi  HHHHZ  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HH        fP    PH    H    H  Hi  H0  HHHf   @ E    H
  D E   D]D9e  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H=  ~#H    H                  H    H=  #H    H                  H
   LcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLҾ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLҾ                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   ELcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLʾ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLʾ                H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                ELcM   L¾                L;~!HHL¾                H    H    H  Hi  HH`  HH    H    H  Hi  HHh  HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HH ZIPH  f(    YXH    H    H  Hi  HH`  H H    H    H  Hi  HHh  H
H5    H    H  Hi  HH¸  HIH4H    H    H  Hi  HH   HHH    H    H  Hi  HH  HIHH    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH5    H    H  Hi  HH  H	H9}CH    H    H  Hi  HH  HHH¾                H5    H    H  Hi  HH  H	H9~CH    H    H  Hi  HH  HHH¾                    H5    H    H  Hi  HH`  H	H=    H5    H  Hi  HHh  H6L    H=    H  Hi  LHǸ  H?HH<H5    H    H  Hi  HH   HHH5    H    H  Hi  HH  HHH4H    H    H  Hi  HH  H HHZ D9]t                ED]k  H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HЋ        PH    H    H  Hi  HHH        H@    f@  @ H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHXH    HP     P(    P,H    H    H  Hi  HHHH-  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HHPH    HH    H    H  Hi  H0  HHHf   E    H
  D(E   ]D9m  }u                EHH   H¾                H;~!HHH¾                HPH
  HH	  EH    H=  ~#H    H                  H    H=  #H    H                  H
   LcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLھ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLھ                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   ELcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLҾ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLҾ                H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                LcM   L¾                L;@~!H@HL¾                ELcM   Lʾ                L;H~!HHHLʾ                H    H    H  Hi  HH`  L H    H    H  Hi  HHh  HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HL ZLIH0IHx  f(    YXH    H    H  Hi  HH`  H H    H    H  Hi  HHh  H
H5    H    H  Hi  HH¸  HIH4H    H    H  Hi  HH   HHH    H    H  Hi  HH  HIHH    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH5    H    H  Hi  HH  H	H9}CH    H    H  Hi  HH  HHH¾                H5    H    H  Hi  HH  H	H9~CH    H    H  Hi  HH  HHH¾                    H5    H    H  Hi  HH`  H	H=    H5    H  Hi  HHh  H6L    H=    H  Hi  LHǸ  H?HH<H5    H    H  Hi  HH   HHH5    H    H  Hi  HH  HHH4H    H    H  Hi  HH  H HHZ 9]t                E]H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H    H    H    H  Hi  HHH        H        HHpH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHXH    HP     P(    fP,    P.H    H    H  Hi  HHHH/  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HHPH    HH    H    H  Hi  H0  HHHf   E    H
  D(E   ]D9m  }u                EHH   H¾                H;~!HHH¾                HPH
  HH	  EH    H=  ~#H    H                  H    H=  #H    H                  H
   LcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLھ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLھ                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   ELcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLҾ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLҾ                H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                LcM   L¾                L;@~!H@HL¾                ELcM   Lʾ                L;H~!HHHLʾ                H    H    H  Hi  HH`  L H    H    H  Hi  HHh  HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HL ZLIH0IHx  f(    YXH    H    H  Hi  HH`  H H    H    H  Hi  HHh  H
H5    H    H  Hi  HH¸  HIH4H    H    H  Hi  HH   HHH    H    H  Hi  HH  HIHH    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH5    H    H  Hi  HH  H	H9}CH    H    H  Hi  HH  HHH¾                H5    H    H  Hi  HH  H	H9~CH    H    H  Hi  HH  HHH¾                    H5    H    H  Hi  HH`  H	H=    H5    H  Hi  HHh  H6L    H=    H  Hi  LHǸ  H?HH<H5    H    H  Hi  HH   HHH5    H    H  Hi  HH  HHH4H    H    H  Hi  HH  H HHZ 9]t                E]  H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HЋ        PH    H    H  Hi  HHH        H@    f@  @ H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHXH    HP     P(    fP,H    H    H  Hi  HHHH.  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HHPH    HH    H    H  Hi  H0  HHHf   E    H
  D(E   ]D9m  }u                EHH   H¾                H;~!HHH¾                HPH
  HH	  EH    H=  ~#H    H                  H    H=  #H    H                  H
   LcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLھ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLھ                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   ELcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLҾ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLҾ                H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                LcM   L¾                L;0~!H0HL¾                ELcM   Lʾ                L;8~!H8HLʾ                H    H    H  Hi  HH`  L H    H    H  Hi  HHh  HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HL ZLIH IH  f(    YXH    H    H  Hi  HH`  H H    H    H  Hi  HHh  H
H5    H    H  Hi  HH¸  HIH4H    H    H  Hi  HH   HHH    H    H  Hi  HH  HIHH    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH5    H    H  Hi  HH  H	H9}CH    H    H  Hi  HH  HHH¾                H5    H    H  Hi  HH  H	H9~CH    H    H  Hi  HH  HHH¾                    H5    H    H  Hi  HH`  H	H=    H5    H  Hi  HHh  H6L    H=    H  Hi  LHǸ  H?HH<H5    H    H  Hi  HH   HHH5    H    H  Hi  HH  HHH4H    H    H  Hi  HH  H HHZ 9]t                E]H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H    H    H    H  Hi  HHH        H        HHpH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    H  Hi  HHHH0  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HHPH    HH    H    H  Hi  H0  HHHf   E    H
  D(E   ]D9m  }u                EHH   H¾                H;~!HHH¾                HPH
  HH	  EH    H=  ~#H    H                  H    H=  #H    H                  H
   LcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLھ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLھ                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   ELcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLҾ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLҾ                H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                LcM   L¾                L;0~!H0HL¾                ELcM   Lʾ                L;8~!H8HLʾ                H    H    H  Hi  HH`  L H    H    H  Hi  HHh  HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HL ZLIH IH  f(    YXH    H    H  Hi  HH`  H H    H    H  Hi  HHh  H
H5    H    H  Hi  HH¸  HIH4H    H    H  Hi  HH   HHH    H    H  Hi  HH  HIHH    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH5    H    H  Hi  HH  H	H9}CH    H    H  Hi  HH  HHH¾                H5    H    H  Hi  HH  H	H9~CH    H    H  Hi  HH  HHH¾                    H5    H    H  Hi  HH`  H	H=    H5    H  Hi  HHh  H6L    H=    H  Hi  LHǸ  H?HH<H5    H    H  Hi  HH   HHH5    H    H  Hi  HH  HHH4H    H    H  Hi  HH  H HHZ 9]t                E]  H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HЋ        PH    H    H  Hi  HHH        H@    f@  @ H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8    P@    PDH    H    H  Hi  HHHHE  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HHPH    HH    H    H  Hi  H0  HHHf   E    H
  D E   D]D9e0  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H=  ~#H    H                  H    H=  #H    H                  H
   LcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLҾ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLҾ                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   ELcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLʾ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLʾ                H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                ELcM   L¾                L;P~!HPHL¾                H    H    H  Hi  HH`  HH    H    H  Hi  HHh  HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HH ZIPH  f(    YXH    H    H  Hi  HH`  H H    H    H  Hi  HHh  H
H5    H    H  Hi  HH¸  HIH4H    H    H  Hi  HH   HHH    H    H  Hi  HH  HIHH    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH5    H    H  Hi  HH  H	H9}CH    H    H  Hi  HH  HHH¾                H5    H    H  Hi  HH  H	H9~CH    H    H  Hi  HH  HHH¾                    H5    H    H  Hi  HH`  H	H=    H5    H  Hi  HHh  H6L    H=    H  Hi  LHǸ  H?HH<H5    H    H  Hi  HH   HHH5    H    H  Hi  HH  HHH4H    H    H  Hi  HH  H HHZ D9]t                ED]kH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H    H    H    H  Hi  HHH        H        HHpH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8    P@    fPD    PFH    H    H  Hi  HHHHG  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HHPH    HH    H    H  Hi  H0  HHHf   E    H
  D E   D]D9e  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H=  ~#H    H                  H    H=  #H    H                  H
   LcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLҾ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLҾ                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   ELcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLʾ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLʾ                H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                ELcM   L¾                L;P~!HPHL¾                H    H    H  Hi  HH`  HH    H    H  Hi  HHh  HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HH ZIPH  f(    YXH    H    H  Hi  HH`  H H    H    H  Hi  HHh  H
H5    H    H  Hi  HH¸  HIH4H    H    H  Hi  HH   HHH    H    H  Hi  HH  HIHH    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH5    H    H  Hi  HH  H	H9}CH    H    H  Hi  HH  HHH¾                H5    H    H  Hi  HH  H	H9~CH    H    H  Hi  HH  HHH¾                    H5    H    H  Hi  HH`  H	H=    H5    H  Hi  HHh  H6L    H=    H  Hi  LHǸ  H?HH<H5    H    H  Hi  HH   HHH5    H    H  Hi  HH  HHH4H    H    H  Hi  HH  H HHZ D9]t                ED]k  H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HЋ        PH    H    H  Hi  HHH        H@    f@  @ H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8    P@H    H    H  Hi  HHHHD  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HHPH    HH    H    H  Hi  H0  HHHf   E    H
  D E   D]D9e0  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H=  ~#H    H                  H    H=  #H    H                  H
   LcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLҾ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLҾ                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   ELcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLʾ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLʾ                H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                ELcM   L¾                L;H~!HHHL¾                H    H    H  Hi  HH`  HH    H    H  Hi  HHh  HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HH ZIPH  f(    YXH    H    H  Hi  HH`  H H    H    H  Hi  HHh  H
H5    H    H  Hi  HH¸  HIH4H    H    H  Hi  HH   HHH    H    H  Hi  HH  HIHH    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH5    H    H  Hi  HH  H	H9}CH    H    H  Hi  HH  HHH¾                H5    H    H  Hi  HH  H	H9~CH    H    H  Hi  HH  HHH¾                    H5    H    H  Hi  HH`  H	H=    H5    H  Hi  HHh  H6L    H=    H  Hi  LHǸ  H?HH<H5    H    H  Hi  HH   HHH5    H    H  Hi  HH  HHH4H    H    H  Hi  HH  H HHZ D9]t                ED]kH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H    H    H    H  Hi  HHH        H        HHpH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8    P@    fPD    PFH    H    H  Hi  HHHHG  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HHPH    HH    H    H  Hi  H0  HHHf   E    H
  D E   D]D9e  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H=  ~#H    H                  H    H=  #H    H                  H
   LcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLҾ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLҾ                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   ELcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLʾ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLʾ                H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                ELcM   L¾                L;H~!HHHL¾                H    H    H  Hi  HH`  HH    H    H  Hi  HHh  HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HH ZIPH  f(    YXH    H    H  Hi  HH`  H H    H    H  Hi  HHh  H
H5    H    H  Hi  HH¸  HIH4H    H    H  Hi  HH   HHH    H    H  Hi  HH  HIHH    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH5    H    H  Hi  HH  H	H9}CH    H    H  Hi  HH  HHH¾                H5    H    H  Hi  HH  H	H9~CH    H    H  Hi  HH  HHH¾                    H5    H    H  Hi  HH`  H	H=    H5    H  Hi  HHh  H6L    H=    H  Hi  LHǸ  H?HH<H5    H    H  Hi  HH   HHH5    H    H  Hi  HH  HHH4H    H    H  Hi  HH  H HHZ D9]t                ED]k  H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HЋ        PH    H    H  Hi  HHH        H@    f@  @ H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8    P@H    H    H  Hi  HHHHD  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HHPH    HH    H    H  Hi  H0  HHHf   E    H
  D E   D]D9e0  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H=  ~#H    H                  H    H=  #H    H                  H
   LcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLҾ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLҾ                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   ELcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLʾ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLʾ                H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                ELcM   L¾                L;~!HHL¾                H    H    H  Hi  HH`  HH    H    H  Hi  HHh  HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HH ZIPH  f(    YXH    H    H  Hi  HH`  H H    H    H  Hi  HHh  H
H5    H    H  Hi  HH¸  HIH4H    H    H  Hi  HH   HHH    H    H  Hi  HH  HIHH    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH5    H    H  Hi  HH  H	H9}CH    H    H  Hi  HH  HHH¾                H5    H    H  Hi  HH  H	H9~CH    H    H  Hi  HH  HHH¾                    H5    H    H  Hi  HH`  H	H=    H5    H  Hi  HHh  H6L    H=    H  Hi  LHǸ  H?HH<H5    H    H  Hi  HH   HHH5    H    H  Hi  HH  HHH4H    H    H  Hi  HH  H HHZ D9]t                ED]kH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H    H    H    H  Hi  HHH        H        HHpH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8    P@    fPD    PFH    H    H  Hi  HHHHG  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HHPH    HH    H    H  Hi  H0  HHHf   E    H
  D E   D]D9e  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H=  ~#H    H                  H    H=  #H    H                  H
   LcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLҾ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLҾ                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   ELcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLʾ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLʾ                H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                ELcM   L¾                L;~!HHL¾                H    H    H  Hi  HH`  HH    H    H  Hi  HHh  HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HH ZIPH  f(    YXH    H    H  Hi  HH`  H H    H    H  Hi  HHh  H
H5    H    H  Hi  HH¸  HIH4H    H    H  Hi  HH   HHH    H    H  Hi  HH  HIHH    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH5    H    H  Hi  HH  H	H9}CH    H    H  Hi  HH  HHH¾                H5    H    H  Hi  HH  H	H9~CH    H    H  Hi  HH  HHH¾                    H5    H    H  Hi  HH`  H	H=    H5    H  Hi  HHh  H6L    H=    H  Hi  LHǸ  H?HH<H5    H    H  Hi  HH   HHH5    H    H  Hi  HH  HHH4H    H    H  Hi  HH  H HHZ D9]t                ED]k  H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HЋ        PH    H    H  Hi  HHH        H@    f@  @ H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8    P@H    H    H  Hi  HHHHD  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HHPH    HH    H    H  Hi  H0  HHHf   E    H
  D E   D]D9e0  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H=  ~#H    H                  H    H=  #H    H                  H
   LcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLҾ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLҾ                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   ELcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLʾ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLʾ                H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                ELcM   L¾                L;~!HHL¾                H    H    H  Hi  HH`  HH    H    H  Hi  HHh  HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HH ZIPH  f(    YXH    H    H  Hi  HH`  H H    H    H  Hi  HHh  H
H5    H    H  Hi  HH¸  HIH4H    H    H  Hi  HH   HHH    H    H  Hi  HH  HIHH    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH5    H    H  Hi  HH  H	H9}CH    H    H  Hi  HH  HHH¾                H5    H    H  Hi  HH  H	H9~CH    H    H  Hi  HH  HHH¾                    H5    H    H  Hi  HH`  H	H=    H5    H  Hi  HHh  H6L    H=    H  Hi  LHǸ  H?HH<H5    H    H  Hi  HH   HHH5    H    H  Hi  HH  HHH4H    H    H  Hi  HH  H HHZ D9]t                ED]kH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H    H    H    H  Hi  HHH        H        HHpH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8    P@    fPD    PFH    H    H  Hi  HHHHG  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HHPH    HH    H    H  Hi  H0  HHHf   E    H
  D E   D]D9e  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H=  ~#H    H                  H    H=  #H    H                  H
   LcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLҾ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLҾ                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   ELcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLʾ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLʾ                H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                ELcM   L¾                L;~!HHL¾                H    H    H  Hi  HH`  HH    H    H  Hi  HHh  HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HH ZIPH  f(    YXH    H    H  Hi  HH`  H H    H    H  Hi  HHh  H
H5    H    H  Hi  HH¸  HIH4H    H    H  Hi  HH   HHH    H    H  Hi  HH  HIHH    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH5    H    H  Hi  HH  H	H9}CH    H    H  Hi  HH  HHH¾                H5    H    H  Hi  HH  H	H9~CH    H    H  Hi  HH  HHH¾                    H5    H    H  Hi  HH`  H	H=    H5    H  Hi  HHh  H6L    H=    H  Hi  LHǸ  H?HH<H5    H    H  Hi  HH   HHH5    H    H  Hi  HH  HHH4H    H    H  Hi  HH  H HHZ D9]t                ED]k  H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HH    H    fPH    H    H  Hi  HH
H        Hf@  H    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8H    H    HH@HXHH    HPP    PXH    H    H  Hi  HHHH\  H        H0HHHrHPHH)HHHH    H=  ~#H    H                  H    H=  #H    H                  H    H    H  Hi  H0  HHPH    HH    H    H  Hi  H0  HHHf   E    H
  D E   D]D9eY  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H=  ~#H    H                  H    H=  #H    H                  H
   LcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLҾ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLҾ                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   ELcH    H    H  Hi  HH  H I9}AH    H    H  Hi  HH  H HLʾ                H    H    H  Hi  HH  H I9~AH    H    H  Hi  HH  H HLʾ                H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHcH    H    H  Hi  HH  H H9}AH    H    H  Hi  HH  H HH                H    H    H  Hi  HH  H H9~AH    H    H  Hi  HH  H HH                ELcM   L¾                L;@~!H@HL¾                H    H    H  Hi  HH`  HH    H    H  Hi  HHh  HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HH    H    H  Hi  HH  H HHH    H    H  Hi  HH  H HH ZIPH  f(    YXH    H    H  Hi  HH`  H H    H    H  Hi  HHh  H
H5    H    H  Hi  HH¸  HIH4H    H    H  Hi  HH   HHH    H    H  Hi  HH  HIHH    H    H  Hi  HH  HHHZ (  H    H=  ~#H    H                  H    H=  #H    H                  H
   HcH    H    H  Hi  HH  H H9}>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H9~>H    H    H  Hi  HH  H H                H    H    H  Hi  HH  H H~CH    H    H  Hi  HH  H H                   H    H    H  Hi  HH  H HCH    H    H  Hi  HH  H H                   EHH5    H    H  Hi  HH  H	H9}CH    H    H  Hi  HH  HHH¾                H5    H    H  Hi  HH  H	H9~CH    H    H  Hi  HH  HHH¾                    H5    H    H  Hi  HH`  H	H=    H5    H  Hi  HHh  H6L    H=    H  Hi  LHǸ  H?HH<H5    H    H  Hi  HH   HHH5    H    H  Hi  HH  HHH4H    H    H  Hi  HH  H HHZ D9]t                ED]kH    H=   ~#H    H                   H    H=  #H    H                   H    H    H   Hi  HH    H    PH    H    H   Hi  HH	H        Hf@  @
 H    H=   ~#H    H                   H    H=  #H    H                   H    H    H   Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8H    H    HH@HXHH    HPP    PX    fP\    P^H    H    H   Hi  HHHH_  H        H0HHHrHPHH)HHHH    H=   ~#H    H                   H    H=  #H    H                   H    H    H   Hi  H0  HHPH    HH    H    H   Hi  H0  HHHf   E    H
  D E   D]D9e  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H=   ~#H    H                   H    H=  #H    H                   H
   LcH    H    H   Hi  HH  H I9}AH    H    H   Hi  HH  H HLҾ                H    H    H   Hi  HH  H I9~AH    H    H   Hi  HH  H HLҾ                H    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   ELcH    H    H   Hi  HH  H I9}AH    H    H   Hi  HH  H HLʾ                H    H    H   Hi  HH  H I9~AH    H    H   Hi  HH  H HLʾ                H    H=   ~#H    H                   H    H=  #H    H                   H
   HcH    H    H   Hi  HH  H H9}AH    H    H   Hi  HH  H HH                H    H    H   Hi  HH  H H9~AH    H    H   Hi  HH  H HH                H    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHcH    H    H   Hi  HH  H H9}AH    H    H   Hi  HH  H HH                H    H    H   Hi  HH  H H9~AH    H    H   Hi  HH  H HH                ELcM   L¾                L;@~!H@HL¾                H    H    H   Hi  HH`  HH    H    H   Hi  HHh  HH    H    H   Hi  HH  H HHH    H    H   Hi  HH  H HH    H    H   Hi  HH  H HHH    H    H   Hi  HH  H HH ZIPH  f(    YXH    H    H   Hi  HH`  H H    H    H   Hi  HHh  H
H5    H    H   Hi  HH¸  HIH4H    H    H   Hi  HH   HHH    H    H   Hi  HH  HIHH    H    H   Hi  HH  HHHZ (  H    H=   ~#H    H                   H    H=  #H    H                   H
   HcH    H    H   Hi  HH  H H9}>H    H    H   Hi  HH  H H                H    H    H   Hi  HH  H H9~>H    H    H   Hi  HH  H H                H    H    H   Hi  HH  H H~CH    H    H   Hi  HH  H H                   H    H    H   Hi  HH  H HCH    H    H   Hi  HH  H H                   EHH5    H    H   Hi  HH  H	H9}CH    H    H   Hi  HH  HHH¾                H5    H    H   Hi  HH  H	H9~CH    H    H   Hi  HH  HHH¾                    H5    H    H   Hi  HH`  H	H=    H5    H   Hi  HHh  H6L    H=    H   Hi  LHǸ  H?HH<H5    H    H   Hi  HH   HHH5    H    H   Hi  HH  HHH4H    H    H   Hi  HH  H HHZ D9]t                ED]k  H    H=!  ~#H    H!                  H    H=   #H    H!                  H    H    H!  Hi  HH    H    fPH    H    H!  Hi  HH
H        Hf@  H    H=!  ~#H    H!                  H    H=   #H    H!                  H    H    H!  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8H    H    HH@HXHH    HPP    PXH    H    H!  Hi  HHHH\  H        H0HHHrHPHH)HHHH    H=!  ~#H    H!                  H    H=   #H    H!                  H    H    H!  Hi  H0  HHPH    HH    H    H!  Hi  H0  HHHf   E    H
  D E   D]D9eN  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H=!  ~#H    H!                  H    H=   #H    H!                  H
   LcH    H    H!  Hi  HH  H I9}AH    H    H!  Hi  HH  H HLҾ                H    H    H!  Hi  HH  H I9~AH    H    H!  Hi  HH  H HLҾ                H    H    H!  Hi  HH  H H~CH    H    H!  Hi  HH  H H                   H    H    H!  Hi  HH  H HCH    H    H!  Hi  HH  H H                   ELcH    H    H!  Hi  HH  H I9}AH    H    H!  Hi  HH  H HLʾ                H    H    H!  Hi  HH  H I9~AH    H    H!  Hi  HH  H HLʾ                H    H=!  ~#H    H!                  H    H=   #H    H!                  H
   HcH    H    H!  Hi  HH  H H9}AH    H    H!  Hi  HH  H HH                H    H    H!  Hi  HH  H H9~AH    H    H!  Hi  HH  H HH                H    H    H!  Hi  HH  H H~CH    H    H!  Hi  HH  H H                   H    H    H!  Hi  HH  H HCH    H    H!  Hi  HH  H H                   EHcH    H    H!  Hi  HH  H H9}AH    H    H!  Hi  HH  H HH                H    H    H!  Hi  HH  H H9~AH    H    H!  Hi  HH  H HH                ELcM   L¾                L;8~!H8HL¾                H    H    H!  Hi  HH`  HH    H    H!  Hi  HHh  HH    H    H!  Hi  HH  H HHH    H    H!  Hi  HH  H HH    H    H!  Hi  HH  H HHH    H    H!  Hi  HH  H HH ZIPH  f(    YXH    H    H!  Hi  HH`  H H    H    H!  Hi  HHh  H
H5    H    H!  Hi  HH¸  HIH4H    H    H!  Hi  HH   HHH    H    H!  Hi  HH  HIHH    H    H!  Hi  HH  HHHZ (  H    H=!  ~#H    H!                  H    H=   #H    H!                  H
   HcH    H    H!  Hi  HH  H H9}>H    H    H!  Hi  HH  H H                H    H    H!  Hi  HH  H H9~>H    H    H!  Hi  HH  H H                H    H    H!  Hi  HH  H H~CH    H    H!  Hi  HH  H H                   H    H    H!  Hi  HH  H HCH    H    H!  Hi  HH  H H                   EHH5    H    H!  Hi  HH  H	H9}CH    H    H!  Hi  HH  HHH¾                H5    H    H!  Hi  HH  H	H9~CH    H    H!  Hi  HH  HHH¾                    H5    H    H!  Hi  HH`  H	H=    H5    H!  Hi  HHh  H6L    H=    H!  Hi  LHǸ  H?HH<H5    H    H!  Hi  HH   HHH5    H    H!  Hi  HH  HHH4H    H    H!  Hi  HH  H HHZ D9]t                ED]kH    H="  ~#H    H"                  H    H=!  #H    H"                  H    H    H"  Hi  HH    H    PH    H    H"  Hi  HH	H        Hf@  @
 H    H="  ~#H    H"                  H    H=!  #H    H"                  H    H    H"  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8H    H    HH@HXHH    HPP    PX    P\H    H    H"  Hi  HHHH]  H        H0HHHrHPHH)HHHH    H="  ~#H    H"                  H    H=!  #H    H"                  H    H    H"  Hi  H0  HHPH    HH    H    H"  Hi  H0  HHHf   E    H
  D E   D]D9e  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H="  ~#H    H"                  H    H=!  #H    H"                  H
   LcH    H    H"  Hi  HH  H I9}AH    H    H"  Hi  HH  H HLҾ                H    H    H"  Hi  HH  H I9~AH    H    H"  Hi  HH  H HLҾ                H    H    H"  Hi  HH  H H~CH    H    H"  Hi  HH  H H                   H    H    H"  Hi  HH  H HCH    H    H"  Hi  HH  H H                   ELcH    H    H"  Hi  HH  H I9}AH    H    H"  Hi  HH  H HLʾ                H    H    H"  Hi  HH  H I9~AH    H    H"  Hi  HH  H HLʾ                H    H="  ~#H    H"                  H    H=!  #H    H"                  H
   HcH    H    H"  Hi  HH  H H9}AH    H    H"  Hi  HH  H HH                H    H    H"  Hi  HH  H H9~AH    H    H"  Hi  HH  H HH                H    H    H"  Hi  HH  H H~CH    H    H"  Hi  HH  H H                   H    H    H"  Hi  HH  H HCH    H    H"  Hi  HH  H H                   EHcH    H    H"  Hi  HH  H H9}AH    H    H"  Hi  HH  H HH                H    H    H"  Hi  HH  H H9~AH    H    H"  Hi  HH  H HH                ELcM   L¾                L;8~!H8HL¾                H    H    H"  Hi  HH`  HH    H    H"  Hi  HHh  HH    H    H"  Hi  HH  H HHH    H    H"  Hi  HH  H HH    H    H"  Hi  HH  H HHH    H    H"  Hi  HH  H HH ZIPH  f(    YXH    H    H"  Hi  HH`  H H    H    H"  Hi  HHh  H
H5    H    H"  Hi  HH¸  HIH4H    H    H"  Hi  HH   HHH    H    H"  Hi  HH  HIHH    H    H"  Hi  HH  HHHZ (  H    H="  ~#H    H"                  H    H=!  #H    H"                  H
   HcH    H    H"  Hi  HH  H H9}>H    H    H"  Hi  HH  H H                H    H    H"  Hi  HH  H H9~>H    H    H"  Hi  HH  H H                H    H    H"  Hi  HH  H H~CH    H    H"  Hi  HH  H H                   H    H    H"  Hi  HH  H HCH    H    H"  Hi  HH  H H                   EHH5    H    H"  Hi  HH  H	H9}CH    H    H"  Hi  HH  HHH¾                H5    H    H"  Hi  HH  H	H9~CH    H    H"  Hi  HH  HHH¾                    H5    H    H"  Hi  HH`  H	H=    H5    H"  Hi  HHh  H6L    H=    H"  Hi  LHǸ  H?HH<H5    H    H"  Hi  HH   HHH5    H    H"  Hi  HH  HHH4H    H    H"  Hi  HH  H HHZ D9]t                ED]k  H    H=#  ~#H    H#                  H    H="  #H    H#                  H    H    H#  Hi  HH    H    fPH    H    H#  Hi  HH
H        Hf@  H    H=#  ~#H    H#                  H    H="  #H    H#                  H    H    H#  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8H    H    HH@HXHH    HPP    fPX    PZH    H    H#  Hi  HHHH[  H        H0HHHrHPHH)HHHH    H=#  ~#H    H#                  H    H="  #H    H#                  H    H    H#  Hi  H0  HHPH    HH    H    H#  Hi  H0  HHHf   E    H
  D E   D]D9eN  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H=#  ~#H    H#                  H    H="  #H    H#                  H
   LcH    H    H#  Hi  HH  H I9}AH    H    H#  Hi  HH  H HLҾ                H    H    H#  Hi  HH  H I9~AH    H    H#  Hi  HH  H HLҾ                H    H    H#  Hi  HH  H H~CH    H    H#  Hi  HH  H H                   H    H    H#  Hi  HH  H HCH    H    H#  Hi  HH  H H                   ELcH    H    H#  Hi  HH  H I9}AH    H    H#  Hi  HH  H HLʾ                H    H    H#  Hi  HH  H I9~AH    H    H#  Hi  HH  H HLʾ                H    H=#  ~#H    H#                  H    H="  #H    H#                  H
   HcH    H    H#  Hi  HH  H H9}AH    H    H#  Hi  HH  H HH                H    H    H#  Hi  HH  H H9~AH    H    H#  Hi  HH  H HH                H    H    H#  Hi  HH  H H~CH    H    H#  Hi  HH  H H                   H    H    H#  Hi  HH  H HCH    H    H#  Hi  HH  H H                   EHcH    H    H#  Hi  HH  H H9}AH    H    H#  Hi  HH  H HH                H    H    H#  Hi  HH  H H9~AH    H    H#  Hi  HH  H HH                ELcM   L¾                L;0~!H0HL¾                H    H    H#  Hi  HH`  HH    H    H#  Hi  HHh  HH    H    H#  Hi  HH  H HHH    H    H#  Hi  HH  H HH    H    H#  Hi  HH  H HHH    H    H#  Hi  HH  H HH ZIPH  f(    YXH    H    H#  Hi  HH`  H H    H    H#  Hi  HHh  H
H5    H    H#  Hi  HH¸  HIH4H    H    H#  Hi  HH   HHH    H    H#  Hi  HH  HIHH    H    H#  Hi  HH  HHHZ (  H    H=#  ~#H    H#                  H    H="  #H    H#                  H
   HcH    H    H#  Hi  HH  H H9}>H    H    H#  Hi  HH  H H                H    H    H#  Hi  HH  H H9~>H    H    H#  Hi  HH  H H                H    H    H#  Hi  HH  H H~CH    H    H#  Hi  HH  H H                   H    H    H#  Hi  HH  H HCH    H    H#  Hi  HH  H H                   EHH5    H    H#  Hi  HH  H	H9}CH    H    H#  Hi  HH  HHH¾                H5    H    H#  Hi  HH  H	H9~CH    H    H#  Hi  HH  HHH¾                    H5    H    H#  Hi  HH`  H	H=    H5    H#  Hi  HHh  H6L    H=    H#  Hi  LHǸ  H?HH<H5    H    H#  Hi  HH   HHH5    H    H#  Hi  HH  HHH4H    H    H#  Hi  HH  H HHZ D9]t                ED]kH    H=$  ~#H    H$                  H    H=#  #H    H$                  H    H    H$  Hi  HH    H    PH    H    H$  Hi  HH	H        Hf@  @
 H    H=$  ~#H    H$                  H    H=#  #H    H$                  H    H    H$  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8H    H    HH@HXHH    HPP    PX    P\H    H    H$  Hi  HHHH]  H        H0HHHrHPHH)HHHH    H=$  ~#H    H$                  H    H=#  #H    H$                  H    H    H$  Hi  H0  HHPH    HH    H    H$  Hi  H0  HHHf   E    H
  D E   D]D9e  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H=$  ~#H    H$                  H    H=#  #H    H$                  H
   LcH    H    H$  Hi  HH  H I9}AH    H    H$  Hi  HH  H HLҾ                H    H    H$  Hi  HH  H I9~AH    H    H$  Hi  HH  H HLҾ                H    H    H$  Hi  HH  H H~CH    H    H$  Hi  HH  H H                   H    H    H$  Hi  HH  H HCH    H    H$  Hi  HH  H H                   ELcH    H    H$  Hi  HH  H I9}AH    H    H$  Hi  HH  H HLʾ                H    H    H$  Hi  HH  H I9~AH    H    H$  Hi  HH  H HLʾ                H    H=$  ~#H    H$                  H    H=#  #H    H$                  H
   HcH    H    H$  Hi  HH  H H9}AH    H    H$  Hi  HH  H HH                H    H    H$  Hi  HH  H H9~AH    H    H$  Hi  HH  H HH                H    H    H$  Hi  HH  H H~CH    H    H$  Hi  HH  H H                   H    H    H$  Hi  HH  H HCH    H    H$  Hi  HH  H H                   EHcH    H    H$  Hi  HH  H H9}AH    H    H$  Hi  HH  H HH                H    H    H$  Hi  HH  H H9~AH    H    H$  Hi  HH  H HH                ELcM   L¾                L;0~!H0HL¾                H    H    H$  Hi  HH`  HH    H    H$  Hi  HHh  HH    H    H$  Hi  HH  H HHH    H    H$  Hi  HH  H HH    H    H$  Hi  HH  H HHH    H    H$  Hi  HH  H HH ZIPH  f(    YXH    H    H$  Hi  HH`  H H    H    H$  Hi  HHh  H
H5    H    H$  Hi  HH¸  HIH4H    H    H$  Hi  HH   HHH    H    H$  Hi  HH  HIHH    H    H$  Hi  HH  HHHZ (  H    H=$  ~#H    H$                  H    H=#  #H    H$                  H
   HcH    H    H$  Hi  HH  H H9}>H    H    H$  Hi  HH  H H                H    H    H$  Hi  HH  H H9~>H    H    H$  Hi  HH  H H                H    H    H$  Hi  HH  H H~CH    H    H$  Hi  HH  H H                   H    H    H$  Hi  HH  H HCH    H    H$  Hi  HH  H H                   EHH5    H    H$  Hi  HH  H	H9}CH    H    H$  Hi  HH  HHH¾                H5    H    H$  Hi  HH  H	H9~CH    H    H$  Hi  HH  HHH¾                    H5    H    H$  Hi  HH`  H	H=    H5    H$  Hi  HHh  H6L    H=    H$  Hi  LHǸ  H?HH<H5    H    H$  Hi  HH   HHH5    H    H$  Hi  HH  HHH4H    H    H$  Hi  HH  H HHZ D9]t                ED]k  H    H=%  ~#H    H%                  H    H=$  #H    H%                  H    H    H%  Hi  HH    H    fPH    H    H%  Hi  HH
H        Hf@  H    H=%  ~#H    H%                  H    H=$  #H    H%                  H    H    H%  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8H    H    HH@HXHH    HPP    fPX    PZH    H    H%  Hi  HHHH[  H        H0HHHrHPHH)HHHH    H=%  ~#H    H%                  H    H=$  #H    H%                  H    H    H%  Hi  H0  HHPH    HH    H    H%  Hi  H0  HHHf   E    H
  D E   D]D9eN  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H=%  ~#H    H%                  H    H=$  #H    H%                  H
   LcH    H    H%  Hi  HH  H I9}AH    H    H%  Hi  HH  H HLҾ                H    H    H%  Hi  HH  H I9~AH    H    H%  Hi  HH  H HLҾ                H    H    H%  Hi  HH  H H~CH    H    H%  Hi  HH  H H                   H    H    H%  Hi  HH  H HCH    H    H%  Hi  HH  H H                   ELcH    H    H%  Hi  HH  H I9}AH    H    H%  Hi  HH  H HLʾ                H    H    H%  Hi  HH  H I9~AH    H    H%  Hi  HH  H HLʾ                H    H=%  ~#H    H%                  H    H=$  #H    H%                  H
   HcH    H    H%  Hi  HH  H H9}AH    H    H%  Hi  HH  H HH                H    H    H%  Hi  HH  H H9~AH    H    H%  Hi  HH  H HH                H    H    H%  Hi  HH  H H~CH    H    H%  Hi  HH  H H                   H    H    H%  Hi  HH  H HCH    H    H%  Hi  HH  H H                   EHcH    H    H%  Hi  HH  H H9}AH    H    H%  Hi  HH  H HH                H    H    H%  Hi  HH  H H9~AH    H    H%  Hi  HH  H HH                ELcM   L¾                L;~!HHL¾                H    H    H%  Hi  HH`  HH    H    H%  Hi  HHh  HH    H    H%  Hi  HH  H HHH    H    H%  Hi  HH  H HH    H    H%  Hi  HH  H HHH    H    H%  Hi  HH  H HH ZIPH  f(    YXH    H    H%  Hi  HH`  H H    H    H%  Hi  HHh  H
H5    H    H%  Hi  HH¸  HIH4H    H    H%  Hi  HH   HHH    H    H%  Hi  HH  HIHH    H    H%  Hi  HH  HHHZ (  H    H=%  ~#H    H%                  H    H=$  #H    H%                  H
   HcH    H    H%  Hi  HH  H H9}>H    H    H%  Hi  HH  H H                H    H    H%  Hi  HH  H H9~>H    H    H%  Hi  HH  H H                H    H    H%  Hi  HH  H H~CH    H    H%  Hi  HH  H H                   H    H    H%  Hi  HH  H HCH    H    H%  Hi  HH  H H                   EHH5    H    H%  Hi  HH  H	H9}CH    H    H%  Hi  HH  HHH¾                H5    H    H%  Hi  HH  H	H9~CH    H    H%  Hi  HH  HHH¾                    H5    H    H%  Hi  HH`  H	H=    H5    H%  Hi  HHh  H6L    H=    H%  Hi  LHǸ  H?HH<H5    H    H%  Hi  HH   HHH5    H    H%  Hi  HH  HHH4H    H    H%  Hi  HH  H HHZ D9]t                ED]kH    H=&  ~#H    H&                  H    H=%  #H    H&                  H    H    H&  Hi  HH    H    PH    H    H&  Hi  HH	H        Hf@  @
 H    H=&  ~#H    H&                  H    H=%  #H    H&                  H    H    H&  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8H    H    HH@HXHH    HPP    PX    P\H    H    H&  Hi  HHHH]  H        H0HHHrHPHH)HHHH    H=&  ~#H    H&                  H    H=%  #H    H&                  H    H    H&  Hi  H0  HHPH    HH    H    H&  Hi  H0  HHHf   E    H
  D E   D]D9e  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H=&  ~#H    H&                  H    H=%  #H    H&                  H
   LcH    H    H&  Hi  HH  H I9}AH    H    H&  Hi  HH  H HLҾ                H    H    H&  Hi  HH  H I9~AH    H    H&  Hi  HH  H HLҾ                H    H    H&  Hi  HH  H H~CH    H    H&  Hi  HH  H H                   H    H    H&  Hi  HH  H HCH    H    H&  Hi  HH  H H                   ELcH    H    H&  Hi  HH  H I9}AH    H    H&  Hi  HH  H HLʾ                H    H    H&  Hi  HH  H I9~AH    H    H&  Hi  HH  H HLʾ                H    H=&  ~#H    H&                  H    H=%  #H    H&                  H
   HcH    H    H&  Hi  HH  H H9}AH    H    H&  Hi  HH  H HH                H    H    H&  Hi  HH  H H9~AH    H    H&  Hi  HH  H HH                H    H    H&  Hi  HH  H H~CH    H    H&  Hi  HH  H H                   H    H    H&  Hi  HH  H HCH    H    H&  Hi  HH  H H                   EHcH    H    H&  Hi  HH  H H9}AH    H    H&  Hi  HH  H HH                H    H    H&  Hi  HH  H H9~AH    H    H&  Hi  HH  H HH                ELcM   L¾                L;~!HHL¾                H    H    H&  Hi  HH`  HH    H    H&  Hi  HHh  HH    H    H&  Hi  HH  H HHH    H    H&  Hi  HH  H HH    H    H&  Hi  HH  H HHH    H    H&  Hi  HH  H HH ZIPH  f(    YXH    H    H&  Hi  HH`  H H    H    H&  Hi  HHh  H
H5    H    H&  Hi  HH¸  HIH4H    H    H&  Hi  HH   HHH    H    H&  Hi  HH  HIHH    H    H&  Hi  HH  HHHZ (  H    H=&  ~#H    H&                  H    H=%  #H    H&                  H
   HcH    H    H&  Hi  HH  H H9}>H    H    H&  Hi  HH  H H                H    H    H&  Hi  HH  H H9~>H    H    H&  Hi  HH  H H                H    H    H&  Hi  HH  H H~CH    H    H&  Hi  HH  H H                   H    H    H&  Hi  HH  H HCH    H    H&  Hi  HH  H H                   EHH5    H    H&  Hi  HH  H	H9}CH    H    H&  Hi  HH  HHH¾                H5    H    H&  Hi  HH  H	H9~CH    H    H&  Hi  HH  HHH¾                    H5    H    H&  Hi  HH`  H	H=    H5    H&  Hi  HHh  H6L    H=    H&  Hi  LHǸ  H?HH<H5    H    H&  Hi  HH   HHH5    H    H&  Hi  HH  HHH4H    H    H&  Hi  HH  H HHZ D9]t                ED]k  H    H='  ~#H    H'                  H    H=&  #H    H'                  H    H    H'  Hi  HH    H    fPH    H    H'  Hi  HH
H        Hf@  H    H='  ~#H    H'                  H    H=&  #H    H'                  H    H    H'  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8H    H    HH@HXHH    HPP    fPX    PZH    H    H'  Hi  HHHH[  H        H0HHHrHPHH)HHHH    H='  ~#H    H'                  H    H=&  #H    H'                  H    H    H'  Hi  H0  HHPH    HH    H    H'  Hi  H0  HHHf   E    H
  D E   D]D9eD  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H='  ~#H    H'                  H    H=&  #H    H'                  H
   LcH    H    H'  Hi  HH  H I9}AH    H    H'  Hi  HH  H HLҾ                H    H    H'  Hi  HH  H I9~AH    H    H'  Hi  HH  H HLҾ                H    H    H'  Hi  HH  H H~CH    H    H'  Hi  HH  H H                   H    H    H'  Hi  HH  H HCH    H    H'  Hi  HH  H H                   ELcH    H    H'  Hi  HH  H I9}AH    H    H'  Hi  HH  H HLʾ                H    H    H'  Hi  HH  H I9~AH    H    H'  Hi  HH  H HLʾ                H    H='  ~#H    H'                  H    H=&  #H    H'                  H
   HcH    H    H'  Hi  HH  H H9}AH    H    H'  Hi  HH  H HH                H    H    H'  Hi  HH  H H9~AH    H    H'  Hi  HH  H HH                H    H    H'  Hi  HH  H H~CH    H    H'  Hi  HH  H H                   H    H    H'  Hi  HH  H HCH    H    H'  Hi  HH  H H                   EHcH    H    H'  Hi  HH  H H9}AH    H    H'  Hi  HH  H HH                H    H    H'  Hi  HH  H H9~AH    H    H'  Hi  HH  H HH                ELcM   L¾                L;~!HHL¾                H    H    H'  Hi  HH`  HH    H    H'  Hi  HHh  HH    H    H'  Hi  HH  H HHH    H    H'  Hi  HH  H HH    H    H'  Hi  HH  H HHH    H    H'  Hi  HH  H HH ZIPH  f(    YXH    H    H'  Hi  HH`  H H    H    H'  Hi  HHh  H
H5    H    H'  Hi  HH¸  HIH4H    H    H'  Hi  HH   HHH    H    H'  Hi  HH  HIHH    H    H'  Hi  HH  HHHZ (  H    H='  ~#H    H'                  H    H=&  #H    H'                  H
   HcH    H    H'  Hi  HH  H H9}>H    H    H'  Hi  HH  H H                H    H    H'  Hi  HH  H H9~>H    H    H'  Hi  HH  H H                H    H    H'  Hi  HH  H H~CH    H    H'  Hi  HH  H H                   H    H    H'  Hi  HH  H HCH    H    H'  Hi  HH  H H                   EHH5    H    H'  Hi  HH  H	H9}CH    H    H'  Hi  HH  HHH¾                H5    H    H'  Hi  HH  H	H9~CH    H    H'  Hi  HH  HHH¾                    H5    H    H'  Hi  HH`  H	H=    H5    H'  Hi  HHh  H6L    H=    H'  Hi  LHǸ  H?HH<H5    H    H'  Hi  HH   HHH5    H    H'  Hi  HH  HHH4H    H    H'  Hi  HH  H HHZ D9]t                ED]kH    H=(  ~#H    H(                  H    H='  #H    H(                  H    H    H(  Hi  HH    H    PH    H    H(  Hi  HH	H        Hf@  @
 H    H=(  ~#H    H(                  H    H='  #H    H(                  H    H    H(  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8H    H    HH@HXHH    HPP    PXH    H    H(  Hi  HHHH\  H        H0HHHrHPHH)HHHH    H=(  ~#H    H(                  H    H='  #H    H(                  H    H    H(  Hi  H0  HHPH    HH    H    H(  Hi  H0  HHHf   E    H
  D E   D]D9e  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H=(  ~#H    H(                  H    H='  #H    H(                  H
   LcH    H    H(  Hi  HH  H I9}AH    H    H(  Hi  HH  H HLҾ                H    H    H(  Hi  HH  H I9~AH    H    H(  Hi  HH  H HLҾ                H    H    H(  Hi  HH  H H~CH    H    H(  Hi  HH  H H                   H    H    H(  Hi  HH  H HCH    H    H(  Hi  HH  H H                   ELcH    H    H(  Hi  HH  H I9}AH    H    H(  Hi  HH  H HLʾ                H    H    H(  Hi  HH  H I9~AH    H    H(  Hi  HH  H HLʾ                H    H=(  ~#H    H(                  H    H='  #H    H(                  H
   HcH    H    H(  Hi  HH  H H9}AH    H    H(  Hi  HH  H HH                H    H    H(  Hi  HH  H H9~AH    H    H(  Hi  HH  H HH                H    H    H(  Hi  HH  H H~CH    H    H(  Hi  HH  H H                   H    H    H(  Hi  HH  H HCH    H    H(  Hi  HH  H H                   EHcH    H    H(  Hi  HH  H H9}AH    H    H(  Hi  HH  H HH                H    H    H(  Hi  HH  H H9~AH    H    H(  Hi  HH  H HH                ELcM   L¾                L;~!HHL¾                H    H    H(  Hi  HH`  HH    H    H(  Hi  HHh  HH    H    H(  Hi  HH  H HHH    H    H(  Hi  HH  H HH    H    H(  Hi  HH  H HHH    H    H(  Hi  HH  H HH ZIPH  f(    YXH    H    H(  Hi  HH`  H H    H    H(  Hi  HHh  H
H5    H    H(  Hi  HH¸  HIH4H    H    H(  Hi  HH   HHH    H    H(  Hi  HH  HIHH    H    H(  Hi  HH  HHHZ (  H    H=(  ~#H    H(                  H    H='  #H    H(                  H
   HcH    H    H(  Hi  HH  H H9}>H    H    H(  Hi  HH  H H                H    H    H(  Hi  HH  H H9~>H    H    H(  Hi  HH  H H                H    H    H(  Hi  HH  H H~CH    H    H(  Hi  HH  H H                   H    H    H(  Hi  HH  H HCH    H    H(  Hi  HH  H H                   EHH5    H    H(  Hi  HH  H	H9}CH    H    H(  Hi  HH  HHH¾                H5    H    H(  Hi  HH  H	H9~CH    H    H(  Hi  HH  HHH¾                    H5    H    H(  Hi  HH`  H	H=    H5    H(  Hi  HHh  H6L    H=    H(  Hi  LHǸ  H?HH<H5    H    H(  Hi  HH   HHH5    H    H(  Hi  HH  HHH4H    H    H(  Hi  HH  H HHZ D9]t                ED]k  H    H=)  ~#H    H)                  H    H=(  #H    H)                  H    H    H)  Hi  HH    H    fPH    H    H)  Hi  HH
H        Hf@  H    H=)  ~#H    H)                  H    H=(  #H    H)                  H    H    H)  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8H    H    HH@HXHH    HPP    fPX    PZH    H    H)  Hi  HHHH[  H        H0HHHrHPHH)HHHH    H=)  ~#H    H)                  H    H=(  #H    H)                  H    H    H)  Hi  H0  HHPH    HH    H    H)  Hi  H0  HHHf   E    H
  D E   D]D9eD  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H=)  ~#H    H)                  H    H=(  #H    H)                  H
   LcH    H    H)  Hi  HH  H I9}AH    H    H)  Hi  HH  H HLҾ                H    H    H)  Hi  HH  H I9~AH    H    H)  Hi  HH  H HLҾ                H    H    H)  Hi  HH  H H~CH    H    H)  Hi  HH  H H                   H    H    H)  Hi  HH  H HCH    H    H)  Hi  HH  H H                   ELcH    H    H)  Hi  HH  H I9}AH    H    H)  Hi  HH  H HLʾ                H    H    H)  Hi  HH  H I9~AH    H    H)  Hi  HH  H HLʾ                H    H=)  ~#H    H)                  H    H=(  #H    H)                  H
   HcH    H    H)  Hi  HH  H H9}AH    H    H)  Hi  HH  H HH                H    H    H)  Hi  HH  H H9~AH    H    H)  Hi  HH  H HH                H    H    H)  Hi  HH  H H~CH    H    H)  Hi  HH  H H                   H    H    H)  Hi  HH  H HCH    H    H)  Hi  HH  H H                   EHcH    H    H)  Hi  HH  H H9}AH    H    H)  Hi  HH  H HH                H    H    H)  Hi  HH  H H9~AH    H    H)  Hi  HH  H HH                ELcM   L¾                L;x~!HxHL¾                H    H    H)  Hi  HH`  HH    H    H)  Hi  HHh  HH    H    H)  Hi  HH  H HHH    H    H)  Hi  HH  H HH    H    H)  Hi  HH  H HHH    H    H)  Hi  HH  H HH ZIPH  f(    YXH    H    H)  Hi  HH`  H H    H    H)  Hi  HHh  H
H5    H    H)  Hi  HH¸  HIH4H    H    H)  Hi  HH   HHH    H    H)  Hi  HH  HIHH    H    H)  Hi  HH  HHHZ (  H    H=)  ~#H    H)                  H    H=(  #H    H)                  H
   HcH    H    H)  Hi  HH  H H9}>H    H    H)  Hi  HH  H H                H    H    H)  Hi  HH  H H9~>H    H    H)  Hi  HH  H H                H    H    H)  Hi  HH  H H~CH    H    H)  Hi  HH  H H                   H    H    H)  Hi  HH  H HCH    H    H)  Hi  HH  H H                   EHH5    H    H)  Hi  HH  H	H9}CH    H    H)  Hi  HH  HHH¾                H5    H    H)  Hi  HH  H	H9~CH    H    H)  Hi  HH  HHH¾                    H5    H    H)  Hi  HH`  H	H=    H5    H)  Hi  HHh  H6L    H=    H)  Hi  LHǸ  H?HH<H5    H    H)  Hi  HH   HHH5    H    H)  Hi  HH  HHH4H    H    H)  Hi  HH  H HHZ D9]t                ED]kH    H=*  ~#H    H*                  H    H=)  #H    H*                  H    H    H*  Hi  HH    H    PH    H    H*  Hi  HH	H        Hf@  @
 H    H=*  ~#H    H*                  H    H=)  #H    H*                  H    H    H*  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8H    H    HH@HXHH    HPP    PXH    H    H*  Hi  HHHH\  H        H0HHHrHPHH)HHHH    H=*  ~#H    H*                  H    H=)  #H    H*                  H    H    H*  Hi  H0  HHPH    HH    H    H*  Hi  H0  HHHf   E    H
  D E   D]D9e  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H=*  ~#H    H*                  H    H=)  #H    H*                  H
   LcH    H    H*  Hi  HH  H I9}AH    H    H*  Hi  HH  H HLҾ                H    H    H*  Hi  HH  H I9~AH    H    H*  Hi  HH  H HLҾ                H    H    H*  Hi  HH  H H~CH    H    H*  Hi  HH  H H                   H    H    H*  Hi  HH  H HCH    H    H*  Hi  HH  H H                   ELcH    H    H*  Hi  HH  H I9}AH    H    H*  Hi  HH  H HLʾ                H    H    H*  Hi  HH  H I9~AH    H    H*  Hi  HH  H HLʾ                H    H=*  ~#H    H*                  H    H=)  #H    H*                  H
   HcH    H    H*  Hi  HH  H H9}AH    H    H*  Hi  HH  H HH                H    H    H*  Hi  HH  H H9~AH    H    H*  Hi  HH  H HH                H    H    H*  Hi  HH  H H~CH    H    H*  Hi  HH  H H                   H    H    H*  Hi  HH  H HCH    H    H*  Hi  HH  H H                   EHcH    H    H*  Hi  HH  H H9}AH    H    H*  Hi  HH  H HH                H    H    H*  Hi  HH  H H9~AH    H    H*  Hi  HH  H HH                ELcM   L¾                L;x~!HxHL¾                H    H    H*  Hi  HH`  HH    H    H*  Hi  HHh  HH    H    H*  Hi  HH  H HHH    H    H*  Hi  HH  H HH    H    H*  Hi  HH  H HHH    H    H*  Hi  HH  H HH ZIPH  f(    YXH    H    H*  Hi  HH`  H H    H    H*  Hi  HHh  H
H5    H    H*  Hi  HH¸  HIH4H    H    H*  Hi  HH   HHH    H    H*  Hi  HH  HIHH    H    H*  Hi  HH  HHHZ (  H    H=*  ~#H    H*                  H    H=)  #H    H*                  H
   HcH    H    H*  Hi  HH  H H9}>H    H    H*  Hi  HH  H H                H    H    H*  Hi  HH  H H9~>H    H    H*  Hi  HH  H H                H    H    H*  Hi  HH  H H~CH    H    H*  Hi  HH  H H                   H    H    H*  Hi  HH  H HCH    H    H*  Hi  HH  H H                   EHH5    H    H*  Hi  HH  H	H9}CH    H    H*  Hi  HH  HHH¾                H5    H    H*  Hi  HH  H	H9~CH    H    H*  Hi  HH  HHH¾                    H5    H    H*  Hi  HH`  H	H=    H5    H*  Hi  HHh  H6L    H=    H*  Hi  LHǸ  H?HH<H5    H    H*  Hi  HH   HHH5    H    H*  Hi  HH  HHH4H    H    H*  Hi  HH  H HHZ D9]t                ED]kL  H  HH  H  HHH	  	  	                    8    @  h  `  0  X  P  (                                MIH    H     H    H=+  ~#H    H+                  H    H=*  #H    H+                  H    H    H+  Hi  HH    H    fPH    H    H+  Hi  HH
H        Hf@  H    H=+  ~#H    H+                  H    H=*  #H    H+                  H    H    H+  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8H    H    HH@HXHH    HPP    fPXH    H    H+  Hi  HHHHZ  H        H0HHHrHPHH)HHHH    H=+  ~#H    H+                  H    H=*  #H    H+                  H    H    H+  Hi  H0  HHPH    HH    H    H+  Hi  H0  HHHf   E    H
  D E   D]D9eD  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H=+  ~#H    H+                  H    H=*  #H    H+                  H
   LcH    H    H+  Hi  HH  H I9}AH    H    H+  Hi  HH  H HLҾ                H    H    H+  Hi  HH  H I9~AH    H    H+  Hi  HH  H HLҾ                H    H    H+  Hi  HH  H H~CH    H    H+  Hi  HH  H H                   H    H    H+  Hi  HH  H HCH    H    H+  Hi  HH  H H                   ELcH    H    H+  Hi  HH  H I9}AH    H    H+  Hi  HH  H HLʾ                H    H    H+  Hi  HH  H I9~AH    H    H+  Hi  HH  H HLʾ                H    H=+  ~#H    H+                  H    H=*  #H    H+                  H
   HcH    H    H+  Hi  HH  H H9}AH    H    H+  Hi  HH  H HH                H    H    H+  Hi  HH  H H9~AH    H    H+  Hi  HH  H HH                H    H    H+  Hi  HH  H H~CH    H    H+  Hi  HH  H H                   H    H    H+  Hi  HH  H HCH    H    H+  Hi  HH  H H                   EHcH    H    H+  Hi  HH  H H9}AH    H    H+  Hi  HH  H HH                H    H    H+  Hi  HH  H H9~AH    H    H+  Hi  HH  H HH                ELcM   L¾                L;~!HHL¾                H    H    H+  Hi  HH`  HH    H    H+  Hi  HHh  HH    H    H+  Hi  HH  H HHH    H    H+  Hi  HH  H HH    H    H+  Hi  HH  H HHH    H    H+  Hi  HH  H HH ZIPH  f(    YXH    H    H+  Hi  HH`  H H    H    H+  Hi  HHh  H
H5    H    H+  Hi  HH¸  HIH4H    H    H+  Hi  HH   HHH    H    H+  Hi  HH  HIHH    H    H+  Hi  HH  HHHZ (  H    H=+  ~#H    H+                  H    H=*  #H    H+                  H
   HcH    H    H+  Hi  HH  H H9}>H    H    H+  Hi  HH  H H                H    H    H+  Hi  HH  H H9~>H    H    H+  Hi  HH  H H                H    H    H+  Hi  HH  H H~CH    H    H+  Hi  HH  H H                   H    H    H+  Hi  HH  H HCH    H    H+  Hi  HH  H H                   EHH5    H    H+  Hi  HH  H	H9}CH    H    H+  Hi  HH  HHH¾                H5    H    H+  Hi  HH  H	H9~CH    H    H+  Hi  HH  HHH¾                    H5    H    H+  Hi  HH`  H	H=    H5    H+  Hi  HHh  H6L    H=    H+  Hi  LHǸ  H?HH<H5    H    H+  Hi  HH   HHH5    H    H+  Hi  HH  HHH4H    H    H+  Hi  HH  H HHZ D9]t                ED]kH    H=,  ~#H    H,                  H    H=+  #H    H,                  H    H    H,  Hi  HH    H    PH    H    H,  Hi  HH	H        Hf@  @
 H    H=,  ~#H    H,                  H    H=+  #H    H,                  H    H    H,  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8H    H    HH@HXHH    HPP    PXH    H    H,  Hi  HHHH\  H        H0HHHrHPHH)HHHH    H=,  ~#H    H,                  H    H=+  #H    H,                  H    H    H,  Hi  H0  HHPH    HH    H    H,  Hi  H0  HHHf   E    H
  D E   D]D9e  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H=,  ~#H    H,                  H    H=+  #H    H,                  H
   LcH    H    H,  Hi  HH  H I9}AH    H    H,  Hi  HH  H HLҾ                H    H    H,  Hi  HH  H I9~AH    H    H,  Hi  HH  H HLҾ                H    H    H,  Hi  HH  H H~CH    H    H,  Hi  HH  H H                   H    H    H,  Hi  HH  H HCH    H    H,  Hi  HH  H H                   ELcH    H    H,  Hi  HH  H I9}AH    H    H,  Hi  HH  H HLʾ                H    H    H,  Hi  HH  H I9~AH    H    H,  Hi  HH  H HLʾ                H    H=,  ~#H    H,                  H    H=+  #H    H,                  H
   HcH    H    H,  Hi  HH  H H9}AH    H    H,  Hi  HH  H HH                H    H    H,  Hi  HH  H H9~AH    H    H,  Hi  HH  H HH                H    H    H,  Hi  HH  H H~CH    H    H,  Hi  HH  H H                   H    H    H,  Hi  HH  H HCH    H    H,  Hi  HH  H H                   EHcH    H    H,  Hi  HH  H H9}AH    H    H,  Hi  HH  H HH                H    H    H,  Hi  HH  H H9~AH    H    H,  Hi  HH  H HH                ELcM   L¾                L;~!HHL¾                H    H    H,  Hi  HH`  HH    H    H,  Hi  HHh  HH    H    H,  Hi  HH  H HHH    H    H,  Hi  HH  H HH    H    H,  Hi  HH  H HHH    H    H,  Hi  HH  H HH ZIPH  f(    YXH    H    H,  Hi  HH`  H H    H    H,  Hi  HHh  H
H5    H    H,  Hi  HH¸  HIH4H    H    H,  Hi  HH   HHH    H    H,  Hi  HH  HIHH    H    H,  Hi  HH  HHHZ (  H    H=,  ~#H    H,                  H    H=+  #H    H,                  H
   HcH    H    H,  Hi  HH  H H9}>H    H    H,  Hi  HH  H H                H    H    H,  Hi  HH  H H9~>H    H    H,  Hi  HH  H H                H    H    H,  Hi  HH  H H~CH    H    H,  Hi  HH  H H                   H    H    H,  Hi  HH  H HCH    H    H,  Hi  HH  H H                   EHH5    H    H,  Hi  HH  H	H9}CH    H    H,  Hi  HH  HHH¾                H5    H    H,  Hi  HH  H	H9~CH    H    H,  Hi  HH  HHH¾                    H5    H    H,  Hi  HH`  H	H=    H5    H,  Hi  HHh  H6L    H=    H,  Hi  LHǸ  H?HH<H5    H    H,  Hi  HH   HHH5    H    H,  Hi  HH  HHH4H    H    H,  Hi  HH  H HHZ D9]t                ED]k  H    H=-  ~#H    H-                  H    H=,  #H    H-                  H    H    H-  Hi  HH    H    fPH    H    H-  Hi  HH
H        Hf@  H    H=-  ~#H    H-                  H    H=,  #H    H-                  H    H    H-  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8H    H    HH@HXHH    HPP    fPXH    H    H-  Hi  HHHHZ  H        H0HHHrHPHH)HHHH    H=-  ~#H    H-                  H    H=,  #H    H-                  H    H    H-  Hi  H0  HHPH    HH    H    H-  Hi  H0  HHHf   E    H
  D E   D]D9eD  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H=-  ~#H    H-                  H    H=,  #H    H-                  H
   LcH    H    H-  Hi  HH  H I9}AH    H    H-  Hi  HH  H HLҾ                H    H    H-  Hi  HH  H I9~AH    H    H-  Hi  HH  H HLҾ                H    H    H-  Hi  HH  H H~CH    H    H-  Hi  HH  H H                   H    H    H-  Hi  HH  H HCH    H    H-  Hi  HH  H H                   ELcH    H    H-  Hi  HH  H I9}AH    H    H-  Hi  HH  H HLʾ                H    H    H-  Hi  HH  H I9~AH    H    H-  Hi  HH  H HLʾ                H    H=-  ~#H    H-                  H    H=,  #H    H-                  H
   HcH    H    H-  Hi  HH  H H9}AH    H    H-  Hi  HH  H HH                H    H    H-  Hi  HH  H H9~AH    H    H-  Hi  HH  H HH                H    H    H-  Hi  HH  H H~CH    H    H-  Hi  HH  H H                   H    H    H-  Hi  HH  H HCH    H    H-  Hi  HH  H H                   EHcH    H    H-  Hi  HH  H H9}AH    H    H-  Hi  HH  H HH                H    H    H-  Hi  HH  H H9~AH    H    H-  Hi  HH  H HH                ELcM   L¾                L;~!HHL¾                H    H    H-  Hi  HH`  HH    H    H-  Hi  HHh  HH    H    H-  Hi  HH  H HHH    H    H-  Hi  HH  H HH    H    H-  Hi  HH  H HHH    H    H-  Hi  HH  H HH ZIPH   f(    YXH    H    H-  Hi  HH`  H H    H    H-  Hi  HHh  H
H5    H    H-  Hi  HH¸  HIH4H    H    H-  Hi  HH   HHH    H    H-  Hi  HH  HIHH    H    H-  Hi  HH  HHHZ (  H    H=-  ~#H    H-                  H    H=,  #H    H-                  H
   HcH    H    H-  Hi  HH  H H9}>H    H    H-  Hi  HH  H H                H    H    H-  Hi  HH  H H9~>H    H    H-  Hi  HH  H H                H    H    H-  Hi  HH  H H~CH    H    H-  Hi  HH  H H                   H    H    H-  Hi  HH  H HCH    H    H-  Hi  HH  H H                   EHH5    H    H-  Hi  HH  H	H9}CH    H    H-  Hi  HH  HHH¾                H5    H    H-  Hi  HH  H	H9~CH    H    H-  Hi  HH  HHH¾                    H5    H    H-  Hi  HH`  H	H=    H5    H-  Hi  HHh  H6L    H=    H-  Hi  LHǸ  H?HH<H5    H    H-  Hi  HH   HHH5    H    H-  Hi  HH  HHH4H    H    H-  Hi  HH  H HHZ D9]t                ED]kH    H=.  ~#H    H.                  H    H=-  #H    H.                  H    H    H.  Hi  HH    H    PH    H    H.  Hi  HH	H        Hf@  @
 H    H=.  ~#H    H.                  H    H=-  #H    H.                  H    H    H.  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8H    H    HH@HXHH    HPP    PXH    H    H.  Hi  HHHH\  H        H0HHHrHPHH)HHHH    H=.  ~#H    H.                  H    H=-  #H    H.                  H    H    H.  Hi  H0  HHPH    HH    H    H.  Hi  H0  HHHf   E    H
  D E   D]D9e  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H=.  ~#H    H.                  H    H=-  #H    H.                  H
   LcH    H    H.  Hi  HH  H I9}AH    H    H.  Hi  HH  H HLҾ                H    H    H.  Hi  HH  H I9~AH    H    H.  Hi  HH  H HLҾ                H    H    H.  Hi  HH  H H~CH    H    H.  Hi  HH  H H                   H    H    H.  Hi  HH  H HCH    H    H.  Hi  HH  H H                   ELcH    H    H.  Hi  HH  H I9}AH    H    H.  Hi  HH  H HLʾ                H    H    H.  Hi  HH  H I9~AH    H    H.  Hi  HH  H HLʾ                H    H=.  ~#H    H.                  H    H=-  #H    H.                  H
   HcH    H    H.  Hi  HH  H H9}AH    H    H.  Hi  HH  H HH                H    H    H.  Hi  HH  H H9~AH    H    H.  Hi  HH  H HH                H    H    H.  Hi  HH  H H~CH    H    H.  Hi  HH  H H                   H    H    H.  Hi  HH  H HCH    H    H.  Hi  HH  H H                   EHcH    H    H.  Hi  HH  H H9}AH    H    H.  Hi  HH  H HH                H    H    H.  Hi  HH  H H9~AH    H    H.  Hi  HH  H HH                ELcM   L¾                L;~!HHL¾                H    H    H.  Hi  HH`  HH    H    H.  Hi  HHh  HH    H    H.  Hi  HH  H HHH    H    H.  Hi  HH  H HH    H    H.  Hi  HH  H HHH    H    H.  Hi  HH  H HH ZIPH   f(    YXH    H    H.  Hi  HH`  H H    H    H.  Hi  HHh  H
H5    H    H.  Hi  HH¸  HIH4H    H    H.  Hi  HH   HHH    H    H.  Hi  HH  HIHH    H    H.  Hi  HH  HHHZ (  H    H=.  ~#H    H.                  H    H=-  #H    H.                  H
   HcH    H    H.  Hi  HH  H H9}>H    H    H.  Hi  HH  H H                H    H    H.  Hi  HH  H H9~>H    H    H.  Hi  HH  H H                H    H    H.  Hi  HH  H H~CH    H    H.  Hi  HH  H H                   H    H    H.  Hi  HH  H HCH    H    H.  Hi  HH  H H                   EHH5    H    H.  Hi  HH  H	H9}CH    H    H.  Hi  HH  HHH¾                H5    H    H.  Hi  HH  H	H9~CH    H    H.  Hi  HH  HHH¾                    H5    H    H.  Hi  HH`  H	H=    H5    H.  Hi  HHh  H6L    H=    H.  Hi  LHǸ  H?HH<H5    H    H.  Hi  HH   HHH5    H    H.  Hi  HH  HHH4H    H    H.  Hi  HH  H HHZ D9]t                ED]k  H    H=/  ~#H    H/                  H    H=.  #H    H/                  H    H    H/  Hi  HH    H    fPH    H    H/  Hi  HH
H        Hf@  H    H=/  ~#H    H/                  H    H=.  #H    H/                  H    H    H/  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8H    H    HH@HXHH    HPP    PXH    H    H/  Hi  HHHHY  H        H0HHHrHPHH)HHHH    H=/  ~#H    H/                  H    H=.  #H    H/                  H    H    H/  Hi  H0  HHPH    HH    H    H/  Hi  H0  HHHf   E    H
  D E   D]D9eP  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H=/  ~#H    H/                  H    H=.  #H    H/                  H
   LcH    H    H/  Hi  HH  H I9}AH    H    H/  Hi  HH  H HLҾ                H    H    H/  Hi  HH  H I9~AH    H    H/  Hi  HH  H HLҾ                H    H    H/  Hi  HH  H H~CH    H    H/  Hi  HH  H H                   H    H    H/  Hi  HH  H HCH    H    H/  Hi  HH  H H                   ELcH    H    H/  Hi  HH  H I9}AH    H    H/  Hi  HH  H HLʾ                H    H    H/  Hi  HH  H I9~AH    H    H/  Hi  HH  H HLʾ                H    H=/  ~#H    H/                  H    H=.  #H    H/                  H
   HcH    H    H/  Hi  HH  H H9}AH    H    H/  Hi  HH  H HH                H    H    H/  Hi  HH  H H9~AH    H    H/  Hi  HH  H HH                H    H    H/  Hi  HH  H H~CH    H    H/  Hi  HH  H H                   H    H    H/  Hi  HH  H HCH    H    H/  Hi  HH  H H                   EHcH    H    H/  Hi  HH  H H9}AH    H    H/  Hi  HH  H HH                H    H    H/  Hi  HH  H H9~AH    H    H/  Hi  HH  H HH                ELcM   L¾                L;~!HHL¾                H    H    H/  Hi  HH`  HH    H    H/  Hi  HHh  HH    H    H/  Hi  HH  H HHH    H    H/  Hi  HH  H HH    H    H/  Hi  HH  H HHH    H    H/  Hi  HH  H HH ZIPH  f(    YXH    H    H/  Hi  HH`  H H    H    H/  Hi  HHh  H
H5    H    H/  Hi  HH¸  HIH4H    H    H/  Hi  HH   HHH    H    H/  Hi  HH  HIHH    H    H/  Hi  HH  HHHZ (  H    H=/  ~#H    H/                  H    H=.  #H    H/                  H
   HcH    H    H/  Hi  HH  H H9}>H    H    H/  Hi  HH  H H                H    H    H/  Hi  HH  H H9~>H    H    H/  Hi  HH  H H                H    H    H/  Hi  HH  H H~CH    H    H/  Hi  HH  H H                   H    H    H/  Hi  HH  H HCH    H    H/  Hi  HH  H H                   EHH5    H    H/  Hi  HH  H	H9}CH    H    H/  Hi  HH  HHH¾                H5    H    H/  Hi  HH  H	H9~CH    H    H/  Hi  HH  HHH¾                    H5    H    H/  Hi  HH`  H	H=    H5    H/  Hi  HHh  H6L    H=    H/  Hi  LHǸ  H?HH<H5    H    H/  Hi  HH   HHH5    H    H/  Hi  HH  HHH4H    H    H/  Hi  HH  H HHZ D9]t                ED]kH    H=0  ~#H    H0                  H    H=/  #H    H0                  H    H    H0  Hi  HH    H    PH    H    H0  Hi  HH	H        Hf@  @
 H    H=0  ~#H    H0                  H    H=/  #H    H0                  H    H    H0  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8H    H    HH@HXHH    HPP    fPX    PZH    H    H0  Hi  HHHH[  H        H0HHHrHPHH)HHHH    H=0  ~#H    H0                  H    H=/  #H    H0                  H    H    H0  Hi  H0  HHPH    HH    H    H0  Hi  H0  HHHf   E    H
  D E   D]D9e  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H=0  ~#H    H0                  H    H=/  #H    H0                  H
   LcH    H    H0  Hi  HH  H I9}AH    H    H0  Hi  HH  H HLҾ                H    H    H0  Hi  HH  H I9~AH    H    H0  Hi  HH  H HLҾ                H    H    H0  Hi  HH  H H~CH    H    H0  Hi  HH  H H                   H    H    H0  Hi  HH  H HCH    H    H0  Hi  HH  H H                   ELcH    H    H0  Hi  HH  H I9}AH    H    H0  Hi  HH  H HLʾ                H    H    H0  Hi  HH  H I9~AH    H    H0  Hi  HH  H HLʾ                H    H=0  ~#H    H0                  H    H=/  #H    H0                  H
   HcH    H    H0  Hi  HH  H H9}AH    H    H0  Hi  HH  H HH                H    H    H0  Hi  HH  H H9~AH    H    H0  Hi  HH  H HH                H    H    H0  Hi  HH  H H~CH    H    H0  Hi  HH  H H                   H    H    H0  Hi  HH  H HCH    H    H0  Hi  HH  H H                   EHcH    H    H0  Hi  HH  H H9}AH    H    H0  Hi  HH  H HH                H    H    H0  Hi  HH  H H9~AH    H    H0  Hi  HH  H HH                ELcM   L¾                L;~!HHL¾                H    H    H0  Hi  HH`  HH    H    H0  Hi  HHh  HH    H    H0  Hi  HH  H HHH    H    H0  Hi  HH  H HH    H    H0  Hi  HH  H HHH    H    H0  Hi  HH  H HH ZIPH  f(    YXH    H    H0  Hi  HH`  H H    H    H0  Hi  HHh  H
H5    H    H0  Hi  HH¸  HIH4H    H    H0  Hi  HH   HHH    H    H0  Hi  HH  HIHH    H    H0  Hi  HH  HHHZ (  H    H=0  ~#H    H0                  H    H=/  #H    H0                  H
   HcH    H    H0  Hi  HH  H H9}>H    H    H0  Hi  HH  H H                H    H    H0  Hi  HH  H H9~>H    H    H0  Hi  HH  H H                H    H    H0  Hi  HH  H H~CH    H    H0  Hi  HH  H H                   H    H    H0  Hi  HH  H HCH    H    H0  Hi  HH  H H                   EHH5    H    H0  Hi  HH  H	H9}CH    H    H0  Hi  HH  HHH¾                H5    H    H0  Hi  HH  H	H9~CH    H    H0  Hi  HH  HHH¾                    H5    H    H0  Hi  HH`  H	H=    H5    H0  Hi  HHh  H6L    H=    H0  Hi  LHǸ  H?HH<H5    H    H0  Hi  HH   HHH5    H    H0  Hi  HH  HHH4H    H    H0  Hi  HH  H HHZ D9]t                ED]k  H    H=1  ~#H    H1                  H    H=0  #H    H1                  H    H    H1  Hi  HH    H    fPH    H    H1  Hi  HH
H        Hf@  H    H=1  ~#H    H1                  H    H=0  #H    H1                  H    H    H1  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8H    H    HH@HXHH    HPP    PXH    H    H1  Hi  HHHHY  H        H0HHHrHPHH)HHHH    H=1  ~#H    H1                  H    H=0  #H    H1                  H    H    H1  Hi  H0  HHPH    HH    H    H1  Hi  H0  HHHf   E    H
  D E   D]D9eF  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H=1  ~#H    H1                  H    H=0  #H    H1                  H
   LcH    H    H1  Hi  HH  H I9}AH    H    H1  Hi  HH  H HLҾ                H    H    H1  Hi  HH  H I9~AH    H    H1  Hi  HH  H HLҾ                H    H    H1  Hi  HH  H H~CH    H    H1  Hi  HH  H H                   H    H    H1  Hi  HH  H HCH    H    H1  Hi  HH  H H                   ELcH    H    H1  Hi  HH  H I9}AH    H    H1  Hi  HH  H HLʾ                H    H    H1  Hi  HH  H I9~AH    H    H1  Hi  HH  H HLʾ                H    H=1  ~#H    H1                  H    H=0  #H    H1                  H
   HcH    H    H1  Hi  HH  H H9}AH    H    H1  Hi  HH  H HH                H    H    H1  Hi  HH  H H9~AH    H    H1  Hi  HH  H HH                H    H    H1  Hi  HH  H H~CH    H    H1  Hi  HH  H H                   H    H    H1  Hi  HH  H HCH    H    H1  Hi  HH  H H                   EHcH    H    H1  Hi  HH  H H9}AH    H    H1  Hi  HH  H HH                H    H    H1  Hi  HH  H H9~AH    H    H1  Hi  HH  H HH                ELcM   L¾                L; ~!H HL¾                H    H    H1  Hi  HH`  HH    H    H1  Hi  HHh  HH    H    H1  Hi  HH  H HHH    H    H1  Hi  HH  H HH    H    H1  Hi  HH  H HHH    H    H1  Hi  HH  H HH ZIPH  f(    YXH    H    H1  Hi  HH`  H H    H    H1  Hi  HHh  H
H5    H    H1  Hi  HH¸  HIH4H    H    H1  Hi  HH   HHH    H    H1  Hi  HH  HIHH    H    H1  Hi  HH  HHHZ (  H    H=1  ~#H    H1                  H    H=0  #H    H1                  H
   HcH    H    H1  Hi  HH  H H9}>H    H    H1  Hi  HH  H H                H    H    H1  Hi  HH  H H9~>H    H    H1  Hi  HH  H H                H    H    H1  Hi  HH  H H~CH    H    H1  Hi  HH  H H                   H    H    H1  Hi  HH  H HCH    H    H1  Hi  HH  H H                   EHH5    H    H1  Hi  HH  H	H9}CH    H    H1  Hi  HH  HHH¾                H5    H    H1  Hi  HH  H	H9~CH    H    H1  Hi  HH  HHH¾                    H5    H    H1  Hi  HH`  H	H=    H5    H1  Hi  HHh  H6L    H=    H1  Hi  LHǸ  H?HH<H5    H    H1  Hi  HH   HHH5    H    H1  Hi  HH  HHH4H    H    H1  Hi  HH  H HHZ D9]t                ED]kH    H=2  ~#H    H2                  H    H=1  #H    H2                  H    H    H2  Hi  HH    H    PH    H    H2  Hi  HH	H        Hf@  @
 H    H=2  ~#H    H2                  H    H=1  #H    H2                  H    H    H2  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8H    H    HH@HXHH    HPP    fPXH    H    H2  Hi  HHHHZ  H        H0HHHrHPHH)HHHH    H=2  ~#H    H2                  H    H=1  #H    H2                  H    H    H2  Hi  H0  HHPH    HH    H    H2  Hi  H0  HHHf   E    H
  D E   D]D9e  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H=2  ~#H    H2                  H    H=1  #H    H2                  H
   LcH    H    H2  Hi  HH  H I9}AH    H    H2  Hi  HH  H HLҾ                H    H    H2  Hi  HH  H I9~AH    H    H2  Hi  HH  H HLҾ                H    H    H2  Hi  HH  H H~CH    H    H2  Hi  HH  H H                   H    H    H2  Hi  HH  H HCH    H    H2  Hi  HH  H H                   ELcH    H    H2  Hi  HH  H I9}AH    H    H2  Hi  HH  H HLʾ                H    H    H2  Hi  HH  H I9~AH    H    H2  Hi  HH  H HLʾ                H    H=2  ~#H    H2                  H    H=1  #H    H2                  H
   HcH    H    H2  Hi  HH  H H9}AH    H    H2  Hi  HH  H HH                H    H    H2  Hi  HH  H H9~AH    H    H2  Hi  HH  H HH                H    H    H2  Hi  HH  H H~CH    H    H2  Hi  HH  H H                   H    H    H2  Hi  HH  H HCH    H    H2  Hi  HH  H H                   EHcH    H    H2  Hi  HH  H H9}AH    H    H2  Hi  HH  H HH                H    H    H2  Hi  HH  H H9~AH    H    H2  Hi  HH  H HH                ELcM   L¾                L; ~!H HL¾                H    H    H2  Hi  HH`  HH    H    H2  Hi  HHh  HH    H    H2  Hi  HH  H HHH    H    H2  Hi  HH  H HH    H    H2  Hi  HH  H HHH    H    H2  Hi  HH  H HH ZIPH  f(    YXH    H    H2  Hi  HH`  H H    H    H2  Hi  HHh  H
H5    H    H2  Hi  HH¸  HIH4H    H    H2  Hi  HH   HHH    H    H2  Hi  HH  HIHH    H    H2  Hi  HH  HHHZ (  H    H=2  ~#H    H2                  H    H=1  #H    H2                  H
   HcH    H    H2  Hi  HH  H H9}>H    H    H2  Hi  HH  H H                H    H    H2  Hi  HH  H H9~>H    H    H2  Hi  HH  H H                H    H    H2  Hi  HH  H H~CH    H    H2  Hi  HH  H H                   H    H    H2  Hi  HH  H HCH    H    H2  Hi  HH  H H                   EHH5    H    H2  Hi  HH  H	H9}CH    H    H2  Hi  HH  HHH¾                H5    H    H2  Hi  HH  H	H9~CH    H    H2  Hi  HH  HHH¾                    H5    H    H2  Hi  HH`  H	H=    H5    H2  Hi  HHh  H6L    H=    H2  Hi  LHǸ  H?HH<H5    H    H2  Hi  HH   HHH5    H    H2  Hi  HH  HHH4H    H    H2  Hi  HH  H HHZ D9]t                ED]k  H    H=3  ~#H    H3                  H    H=2  #H    H3                  H    H    H3  Hi  HH    H    fPH    H    H3  Hi  HH
H        Hf@  H    H=3  ~#H    H3                  H    H=2  #H    H3                  H    H    H3  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8H    H    HH@HXHH    HPP    PX    fP\H    H    H3  Hi  HHHH^  H        H0HHHrHPHH)HHHH    H=3  ~#H    H3                  H    H=2  #H    H3                  H    H    H3  Hi  H0  HH        fP    PH    H    H3  Hi  H0  HHHf   @ E    H
  D E   D]D9ep  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H=3  ~#H    H3                  H    H=2  #H    H3                  H
   LcH    H    H3  Hi  HH  H I9}AH    H    H3  Hi  HH  H HLҾ                H    H    H3  Hi  HH  H I9~AH    H    H3  Hi  HH  H HLҾ                H    H    H3  Hi  HH  H H~CH    H    H3  Hi  HH  H H                   H    H    H3  Hi  HH  H HCH    H    H3  Hi  HH  H H                   ELcH    H    H3  Hi  HH  H I9}AH    H    H3  Hi  HH  H HLʾ                H    H    H3  Hi  HH  H I9~AH    H    H3  Hi  HH  H HLʾ                H    H=3  ~#H    H3                  H    H=2  #H    H3                  H
   HcH    H    H3  Hi  HH  H H9}AH    H    H3  Hi  HH  H HH                H    H    H3  Hi  HH  H H9~AH    H    H3  Hi  HH  H HH                H    H    H3  Hi  HH  H H~CH    H    H3  Hi  HH  H H                   H    H    H3  Hi  HH  H HCH    H    H3  Hi  HH  H H                   EHcH    H    H3  Hi  HH  H H9}AH    H    H3  Hi  HH  H HH                H    H    H3  Hi  HH  H H9~AH    H    H3  Hi  HH  H HH                ELcM   L¾                L;~!HHL¾                H    H    H3  Hi  HH`  HH    H    H3  Hi  HHh  HH    H    H3  Hi  HH  H HHH    H    H3  Hi  HH  H HH    H    H3  Hi  HH  H HHH    H    H3  Hi  HH  H HH ZIPH  f(    YXH    H    H3  Hi  HH`  H H    H    H3  Hi  HHh  H
H5    H    H3  Hi  HH¸  HIH4H    H    H3  Hi  HH   HHH    H    H3  Hi  HH  HIHH    H    H3  Hi  HH  HHHZ (  H    H=3  ~#H    H3                  H    H=2  #H    H3                  H
   HcH    H    H3  Hi  HH  H H9}>H    H    H3  Hi  HH  H H                H    H    H3  Hi  HH  H H9~>H    H    H3  Hi  HH  H H                H    H    H3  Hi  HH  H H~CH    H    H3  Hi  HH  H H                   H    H    H3  Hi  HH  H HCH    H    H3  Hi  HH  H H                   EHH5    H    H3  Hi  HH  H	H9}CH    H    H3  Hi  HH  HHH¾                H5    H    H3  Hi  HH  H	H9~CH    H    H3  Hi  HH  HHH¾                    H5    H    H3  Hi  HH`  H	H=    H5    H3  Hi  HHh  H6L    H=    H3  Hi  LHǸ  H?HH<H5    H    H3  Hi  HH   HHH5    H    H3  Hi  HH  HHH4H    H    H3  Hi  HH  H HHZ D9]t                ED]kH    H=4  ~#H    H4                  H    H=3  #H    H4                  H    H    H4  Hi  HH    H    PH    H    H4  Hi  HH	H        Hf@  @
 H    H=4  ~#H    H4                  H    H=3  #H    H4                  H    H    H4  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8H    H    HH@HXHH    HPP    PX    fP\    P^H    H    H4  Hi  HHHH_  H        H0HHHrHPHH)HHHH    H=4  ~#H    H4                  H    H=3  #H    H4                  H    H    H4  Hi  H0  HH        fP    PH    H    H4  Hi  H0  HHHf   @ E    H
  D E   D]D9e  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H=4  ~#H    H4                  H    H=3  #H    H4                  H
   LcH    H    H4  Hi  HH  H I9}AH    H    H4  Hi  HH  H HLҾ                H    H    H4  Hi  HH  H I9~AH    H    H4  Hi  HH  H HLҾ                H    H    H4  Hi  HH  H H~CH    H    H4  Hi  HH  H H                   H    H    H4  Hi  HH  H HCH    H    H4  Hi  HH  H H                   ELcH    H    H4  Hi  HH  H I9}AH    H    H4  Hi  HH  H HLʾ                H    H    H4  Hi  HH  H I9~AH    H    H4  Hi  HH  H HLʾ                H    H=4  ~#H    H4                  H    H=3  #H    H4                  H
   HcH    H    H4  Hi  HH  H H9}AH    H    H4  Hi  HH  H HH                H    H    H4  Hi  HH  H H9~AH    H    H4  Hi  HH  H HH                H    H    H4  Hi  HH  H H~CH    H    H4  Hi  HH  H H                   H    H    H4  Hi  HH  H HCH    H    H4  Hi  HH  H H                   EHcH    H    H4  Hi  HH  H H9}AH    H    H4  Hi  HH  H HH                H    H    H4  Hi  HH  H H9~AH    H    H4  Hi  HH  H HH                ELcM   L¾                L;~!HHL¾                H    H    H4  Hi  HH`  HH    H    H4  Hi  HHh  HH    H    H4  Hi  HH  H HHH    H    H4  Hi  HH  H HH    H    H4  Hi  HH  H HHH    H    H4  Hi  HH  H HH ZIPH  f(    YXH    H    H4  Hi  HH`  H H    H    H4  Hi  HHh  H
H5    H    H4  Hi  HH¸  HIH4H    H    H4  Hi  HH   HHH    H    H4  Hi  HH  HIHH    H    H4  Hi  HH  HHHZ (  H    H=4  ~#H    H4                  H    H=3  #H    H4                  H
   HcH    H    H4  Hi  HH  H H9}>H    H    H4  Hi  HH  H H                H    H    H4  Hi  HH  H H9~>H    H    H4  Hi  HH  H H                H    H    H4  Hi  HH  H H~CH    H    H4  Hi  HH  H H                   H    H    H4  Hi  HH  H HCH    H    H4  Hi  HH  H H                   EHH5    H    H4  Hi  HH  H	H9}CH    H    H4  Hi  HH  HHH¾                H5    H    H4  Hi  HH  H	H9~CH    H    H4  Hi  HH  HHH¾                    H5    H    H4  Hi  HH`  H	H=    H5    H4  Hi  HHh  H6L    H=    H4  Hi  LHǸ  H?HH<H5    H    H4  Hi  HH   HHH5    H    H4  Hi  HH  HHH4H    H    H4  Hi  HH  H HHZ D9]t                ED]k  H    H=5  ~#H    H5                  H    H=4  #H    H5                  H    H    H5  Hi  HH    H    fPH    H    H5  Hi  HH
H        Hf@  H    H=5  ~#H    H5                  H    H=4  #H    H5                  H    H    H5  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8H    H    HH@HXHH    HPP    PX    fP\    P^H    H    H5  Hi  HHHH_  H        H0HHHrHPHH)HHHH    H=5  ~#H    H5                  H    H=4  #H    H5                  H    H    H5  Hi  H0  HH        fP    PH    H    H5  Hi  H0  HHHf   @ E    H
  D E   D]D9e]  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H=5  ~#H    H5                  H    H=4  #H    H5                  H
   LcH    H    H5  Hi  HH  H I9}AH    H    H5  Hi  HH  H HLҾ                H    H    H5  Hi  HH  H I9~AH    H    H5  Hi  HH  H HLҾ                H    H    H5  Hi  HH  H H~CH    H    H5  Hi  HH  H H                   H    H    H5  Hi  HH  H HCH    H    H5  Hi  HH  H H                   ELcH    H    H5  Hi  HH  H I9}AH    H    H5  Hi  HH  H HLʾ                H    H    H5  Hi  HH  H I9~AH    H    H5  Hi  HH  H HLʾ                H    H=5  ~#H    H5                  H    H=4  #H    H5                  H
   HcH    H    H5  Hi  HH  H H9}AH    H    H5  Hi  HH  H HH                H    H    H5  Hi  HH  H H9~AH    H    H5  Hi  HH  H HH                H    H    H5  Hi  HH  H H~CH    H    H5  Hi  HH  H H                   H    H    H5  Hi  HH  H HCH    H    H5  Hi  HH  H H                   EHcH    H    H5  Hi  HH  H H9}AH    H    H5  Hi  HH  H HH                H    H    H5  Hi  HH  H H9~AH    H    H5  Hi  HH  H HH                ELcM   L¾                L;~!HHL¾                H    H    H5  Hi  HH`  HH    H    H5  Hi  HHh  HH    H    H5  Hi  HH  H HHH    H    H5  Hi  HH  H HH    H    H5  Hi  HH  H HHH    H    H5  Hi  HH  H HH ZIPH  f(    YXH    H    H5  Hi  HH`  H H    H    H5  Hi  HHh  H
H5    H    H5  Hi  HH¸  HIH4H    H    H5  Hi  HH   HHH    H    H5  Hi  HH  HIHH    H    H5  Hi  HH  HHHZ (  H    H=5  ~#H    H5                  H    H=4  #H    H5                  H
   HcH    H    H5  Hi  HH  H H9}>H    H    H5  Hi  HH  H H                H    H    H5  Hi  HH  H H9~>H    H    H5  Hi  HH  H H                H    H    H5  Hi  HH  H H~CH    H    H5  Hi  HH  H H                   H    H    H5  Hi  HH  H HCH    H    H5  Hi  HH  H H                   EHH5    H    H5  Hi  HH  H	H9}CH    H    H5  Hi  HH  HHH¾                H5    H    H5  Hi  HH  H	H9~CH    H    H5  Hi  HH  HHH¾                    H5    H    H5  Hi  HH`  H	H=    H5    H5  Hi  HHh  H6L    H=    H5  Hi  LHǸ  H?HH<H5    H    H5  Hi  HH   HHH5    H    H5  Hi  HH  HHH4H    H    H5  Hi  HH  H HHZ D9]t                ED]kH    H=6  ~#H    H6                  H    H=5  #H    H6                  H    H    H6  Hi  HH    H    PH    H    H6  Hi  HH	H        Hf@  @
 H    H=6  ~#H    H6                  H    H=5  #H    H6                  H    H    H6  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8H    H    HH@HXHH    H    HHPHXXH    H    H6  Hi  HHHH`  H        H0HHHrHPHH)HHHH    H=6  ~#H    H6                  H    H=5  #H    H6                  H    H    H6  Hi  H0  HH        fP    PH    H    H6  Hi  H0  HHHf   @ E    H
  D E   D]D9e  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H=6  ~#H    H6                  H    H=5  #H    H6                  H
   LcH    H    H6  Hi  HH  H I9}AH    H    H6  Hi  HH  H HLҾ                H    H    H6  Hi  HH  H I9~AH    H    H6  Hi  HH  H HLҾ                H    H    H6  Hi  HH  H H~CH    H    H6  Hi  HH  H H                   H    H    H6  Hi  HH  H HCH    H    H6  Hi  HH  H H                   ELcH    H    H6  Hi  HH  H I9}AH    H    H6  Hi  HH  H HLʾ                H    H    H6  Hi  HH  H I9~AH    H    H6  Hi  HH  H HLʾ                H    H=6  ~#H    H6                  H    H=5  #H    H6                  H
   HcH    H    H6  Hi  HH  H H9}AH    H    H6  Hi  HH  H HH                H    H    H6  Hi  HH  H H9~AH    H    H6  Hi  HH  H HH                H    H    H6  Hi  HH  H H~CH    H    H6  Hi  HH  H H                   H    H    H6  Hi  HH  H HCH    H    H6  Hi  HH  H H                   EHcH    H    H6  Hi  HH  H H9}AH    H    H6  Hi  HH  H HH                H    H    H6  Hi  HH  H H9~AH    H    H6  Hi  HH  H HH                ELcM   L¾                L;~!HHL¾                H    H    H6  Hi  HH`  HH    H    H6  Hi  HHh  HH    H    H6  Hi  HH  H HHH    H    H6  Hi  HH  H HH    H    H6  Hi  HH  H HHH    H    H6  Hi  HH  H HH ZIPH  f(    YXH    H    H6  Hi  HH`  H H    H    H6  Hi  HHh  H
H5    H    H6  Hi  HH¸  HIH4H    H    H6  Hi  HH   HHH    H    H6  Hi  HH  HIHH    H    H6  Hi  HH  HHHZ (  H    H=6  ~#H    H6                  H    H=5  #H    H6                  H
   HcH    H    H6  Hi  HH  H H9}>H    H    H6  Hi  HH  H H                H    H    H6  Hi  HH  H H9~>H    H    H6  Hi  HH  H H                H    H    H6  Hi  HH  H H~CH    H    H6  Hi  HH  H H                   H    H    H6  Hi  HH  H HCH    H    H6  Hi  HH  H H                   EHH5    H    H6  Hi  HH  H	H9}CH    H    H6  Hi  HH  HHH¾                H5    H    H6  Hi  HH  H	H9~CH    H    H6  Hi  HH  HHH¾                    H5    H    H6  Hi  HH`  H	H=    H5    H6  Hi  HHh  H6L    H=    H6  Hi  LHǸ  H?HH<H5    H    H6  Hi  HH   HHH5    H    H6  Hi  HH  HHH4H    H    H6  Hi  HH  H HHZ D9]t                ED]k  H    H=7  ~#H    H7                  H    H=6  #H    H7                  H    H    H7  Hi  HH    H    fPH    H    H7  Hi  HH
H        Hf@  H    H=7  ~#H    H7                  H    H=6  #H    H7                  H    H    H7  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8H    H    HH@HXHH    H    HHPHXXH    HP`H    H    H7  Hi  HHHHh  H        H0HHHrHPHH)HHHH    H=7  ~#H    H7                  H    H=6  #H    H7                  H    H    H7  Hi  H0  HH        fP    PH    H    H7  Hi  H0  HHHf   @ E    H
  D E   D]D9er  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H=7  ~#H    H7                  H    H=6  #H    H7                  H
   LcH    H    H7  Hi  HH  H I9}AH    H    H7  Hi  HH  H HLҾ                H    H    H7  Hi  HH  H I9~AH    H    H7  Hi  HH  H HLҾ                H    H    H7  Hi  HH  H H~CH    H    H7  Hi  HH  H H                   H    H    H7  Hi  HH  H HCH    H    H7  Hi  HH  H H                   ELcH    H    H7  Hi  HH  H I9}AH    H    H7  Hi  HH  H HLʾ                H    H    H7  Hi  HH  H I9~AH    H    H7  Hi  HH  H HLʾ                H    H=7  ~#H    H7                  H    H=6  #H    H7                  H
   HcH    H    H7  Hi  HH  H H9}AH    H    H7  Hi  HH  H HH                H    H    H7  Hi  HH  H H9~AH    H    H7  Hi  HH  H HH                H    H    H7  Hi  HH  H H~CH    H    H7  Hi  HH  H H                   H    H    H7  Hi  HH  H HCH    H    H7  Hi  HH  H H                   EHcH    H    H7  Hi  HH  H H9}AH    H    H7  Hi  HH  H HH                H    H    H7  Hi  HH  H H9~AH    H    H7  Hi  HH  H HH                ELcM   L¾                L;~!HHL¾                H    H    H7  Hi  HH`  HH    H    H7  Hi  HHh  HH    H    H7  Hi  HH  H HHH    H    H7  Hi  HH  H HH    H    H7  Hi  HH  H HHH    H    H7  Hi  HH  H HH ZIPH   f(    YXH    H    H7  Hi  HH`  H H    H    H7  Hi  HHh  H
H5    H    H7  Hi  HH¸  HIH4H    H    H7  Hi  HH   HHH    H    H7  Hi  HH  HIHH    H    H7  Hi  HH  HHHZ (  H    H=7  ~#H    H7                  H    H=6  #H    H7                  H
   HcH    H    H7  Hi  HH  H H9}>H    H    H7  Hi  HH  H H                H    H    H7  Hi  HH  H H9~>H    H    H7  Hi  HH  H H                H    H    H7  Hi  HH  H H~CH    H    H7  Hi  HH  H H                   H    H    H7  Hi  HH  H HCH    H    H7  Hi  HH  H H                   EHH5    H    H7  Hi  HH  H	H9}CH    H    H7  Hi  HH  HHH¾                H5    H    H7  Hi  HH  H	H9~CH    H    H7  Hi  HH  HHH¾                    H5    H    H7  Hi  HH`  H	H=    H5    H7  Hi  HHh  H6L    H=    H7  Hi  LHǸ  H?HH<H5    H    H7  Hi  HH   HHH5    H    H7  Hi  HH  HHH4H    H    H7  Hi  HH  H HHZ D9]t                ED]kH    H=8  ~#H    H8                  H    H=7  #H    H8                  H    H    H8  Hi  HH    H    PH    H    H8  Hi  HH	H        Hf@  @
 H    H=8  ~#H    H8                  H    H=7  #H    H8                  H    H    H8  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8H    H    HH@HXHH    H    HHPHXXH    HP`    PhH    H    H8  Hi  HHHHi  H        H0HHHrHPHH)HHHH    H=8  ~#H    H8                  H    H=7  #H    H8                  H    H    H8  Hi  H0  HH        fP    PH    H    H8  Hi  H0  HHHf   @ E    H
  D E   D]D9e  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H=8  ~#H    H8                  H    H=7  #H    H8                  H
   LcH    H    H8  Hi  HH  H I9}AH    H    H8  Hi  HH  H HLҾ                H    H    H8  Hi  HH  H I9~AH    H    H8  Hi  HH  H HLҾ                H    H    H8  Hi  HH  H H~CH    H    H8  Hi  HH  H H                   H    H    H8  Hi  HH  H HCH    H    H8  Hi  HH  H H                   ELcH    H    H8  Hi  HH  H I9}AH    H    H8  Hi  HH  H HLʾ                H    H    H8  Hi  HH  H I9~AH    H    H8  Hi  HH  H HLʾ                H    H=8  ~#H    H8                  H    H=7  #H    H8                  H
   HcH    H    H8  Hi  HH  H H9}AH    H    H8  Hi  HH  H HH                H    H    H8  Hi  HH  H H9~AH    H    H8  Hi  HH  H HH                H    H    H8  Hi  HH  H H~CH    H    H8  Hi  HH  H H                   H    H    H8  Hi  HH  H HCH    H    H8  Hi  HH  H H                   EHcH    H    H8  Hi  HH  H H9}AH    H    H8  Hi  HH  H HH                H    H    H8  Hi  HH  H H9~AH    H    H8  Hi  HH  H HH                ELcM   L¾                L;~!HHL¾                H    H    H8  Hi  HH`  HH    H    H8  Hi  HHh  HH    H    H8  Hi  HH  H HHH    H    H8  Hi  HH  H HH    H    H8  Hi  HH  H HHH    H    H8  Hi  HH  H HH ZIPH   f(    YXH    H    H8  Hi  HH`  H H    H    H8  Hi  HHh  H
H5    H    H8  Hi  HH¸  HIH4H    H    H8  Hi  HH   HHH    H    H8  Hi  HH  HIHH    H    H8  Hi  HH  HHHZ (  H    H=8  ~#H    H8                  H    H=7  #H    H8                  H
   HcH    H    H8  Hi  HH  H H9}>H    H    H8  Hi  HH  H H                H    H    H8  Hi  HH  H H9~>H    H    H8  Hi  HH  H H                H    H    H8  Hi  HH  H H~CH    H    H8  Hi  HH  H H                   H    H    H8  Hi  HH  H HCH    H    H8  Hi  HH  H H                   EHH5    H    H8  Hi  HH  H	H9}CH    H    H8  Hi  HH  HHH¾                H5    H    H8  Hi  HH  H	H9~CH    H    H8  Hi  HH  HHH¾                    H5    H    H8  Hi  HH`  H	H=    H5    H8  Hi  HHh  H6L    H=    H8  Hi  LHǸ  H?HH<H5    H    H8  Hi  HH   HHH5    H    H8  Hi  HH  HHH4H    H    H8  Hi  HH  H HHZ D9]t                ED]k  H    H=9  ~#H    H9                  H    H=8  #H    H9                  H    H    H9  Hi  HH    H    fPH    H    H9  Hi  HH
H        Hf@  H    H=9  ~#H    H9                  H    H=8  #H    H9                  H    H    H9  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8H    HP@    fPHH    H    H9  Hi  HHHHJ  H        H0HHHrHPHH)HHHH    H=9  ~#H    H9                  H    H=8  #H    H9                  H    H    H9  Hi  H0  HH        fP    PH    H    H9  Hi  H0  HHHf   @ E    H
  D E   D]D9eQ  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H=9  ~#H    H9                  H    H=8  #H    H9                  H
   LcH    H    H9  Hi  HH  H I9}AH    H    H9  Hi  HH  H HLҾ                H    H    H9  Hi  HH  H I9~AH    H    H9  Hi  HH  H HLҾ                H    H    H9  Hi  HH  H H~CH    H    H9  Hi  HH  H H                   H    H    H9  Hi  HH  H HCH    H    H9  Hi  HH  H H                   ELcH    H    H9  Hi  HH  H I9}AH    H    H9  Hi  HH  H HLʾ                H    H    H9  Hi  HH  H I9~AH    H    H9  Hi  HH  H HLʾ                H    H=9  ~#H    H9                  H    H=8  #H    H9                  H
   HcH    H    H9  Hi  HH  H H9}AH    H    H9  Hi  HH  H HH                H    H    H9  Hi  HH  H H9~AH    H    H9  Hi  HH  H HH                H    H    H9  Hi  HH  H H~CH    H    H9  Hi  HH  H H                   H    H    H9  Hi  HH  H HCH    H    H9  Hi  HH  H H                   EHcH    H    H9  Hi  HH  H H9}AH    H    H9  Hi  HH  H HH                H    H    H9  Hi  HH  H H9~AH    H    H9  Hi  HH  H HH                ELcM   L¾                L;~!HHL¾                H    H    H9  Hi  HH`  HH    H    H9  Hi  HHh  HH    H    H9  Hi  HH  H HHH    H    H9  Hi  HH  H HH    H    H9  Hi  HH  H HHH    H    H9  Hi  HH  H HH ZIPH(  f(    YXH    H    H9  Hi  HH`  H H    H    H9  Hi  HHh  H
H5    H    H9  Hi  HH¸  HIH4H    H    H9  Hi  HH   HHH    H    H9  Hi  HH  HIHH    H    H9  Hi  HH  HHHZ (  H    H=9  ~#H    H9                  H    H=8  #H    H9                  H
   HcH    H    H9  Hi  HH  H H9}>H    H    H9  Hi  HH  H H                H    H    H9  Hi  HH  H H9~>H    H    H9  Hi  HH  H H                H    H    H9  Hi  HH  H H~CH    H    H9  Hi  HH  H H                   H    H    H9  Hi  HH  H HCH    H    H9  Hi  HH  H H                   EHH5    H    H9  Hi  HH  H	H9}CH    H    H9  Hi  HH  HHH¾                H5    H    H9  Hi  HH  H	H9~CH    H    H9  Hi  HH  HHH¾                    H5    H    H9  Hi  HH`  H	H=    H5    H9  Hi  HHh  H6L    H=    H9  Hi  LHǸ  H?HH<H5    H    H9  Hi  HH   HHH5    H    H9  Hi  HH  HHH4H    H    H9  Hi  HH  H HHZ D9]t                ED]kH    H=:  ~#H    H:                  H    H=9  #H    H:                  H    H    H:  Hi  HH    H    PH    H    H:  Hi  HH	H        Hf@  @
 H    H=:  ~#H    H:                  H    H=9  #H    H:                  H    H    H:  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8H    HP@    fPH    PJH    H    H:  Hi  HHHHK  H        H0HHHrHPHH)HHHH    H=:  ~#H    H:                  H    H=9  #H    H:                  H    H    H:  Hi  H0  HH        fP    PH    H    H:  Hi  H0  HHHf   @ E    H
  D E   D]D9e  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H=:  ~#H    H:                  H    H=9  #H    H:                  H
   LcH    H    H:  Hi  HH  H I9}AH    H    H:  Hi  HH  H HLҾ                H    H    H:  Hi  HH  H I9~AH    H    H:  Hi  HH  H HLҾ                H    H    H:  Hi  HH  H H~CH    H    H:  Hi  HH  H H                   H    H    H:  Hi  HH  H HCH    H    H:  Hi  HH  H H                   ELcH    H    H:  Hi  HH  H I9}AH    H    H:  Hi  HH  H HLʾ                H    H    H:  Hi  HH  H I9~AH    H    H:  Hi  HH  H HLʾ                H    H=:  ~#H    H:                  H    H=9  #H    H:                  H
   HcH    H    H:  Hi  HH  H H9}AH    H    H:  Hi  HH  H HH                H    H    H:  Hi  HH  H H9~AH    H    H:  Hi  HH  H HH                H    H    H:  Hi  HH  H H~CH    H    H:  Hi  HH  H H                   H    H    H:  Hi  HH  H HCH    H    H:  Hi  HH  H H                   EHcH    H    H:  Hi  HH  H H9}AH    H    H:  Hi  HH  H HH                H    H    H:  Hi  HH  H H9~AH    H    H:  Hi  HH  H HH                ELcM   L¾                L;~!HHL¾                H    H    H:  Hi  HH`  HH    H    H:  Hi  HHh  HH    H    H:  Hi  HH  H HHH    H    H:  Hi  HH  H HH    H    H:  Hi  HH  H HHH    H    H:  Hi  HH  H HH ZIPH(  f(    YXH    H    H:  Hi  HH`  H H    H    H:  Hi  HHh  H
H5    H    H:  Hi  HH¸  HIH4H    H    H:  Hi  HH   HHH    H    H:  Hi  HH  HIHH    H    H:  Hi  HH  HHHZ (  H    H=:  ~#H    H:                  H    H=9  #H    H:                  H
   HcH    H    H:  Hi  HH  H H9}>H    H    H:  Hi  HH  H H                H    H    H:  Hi  HH  H H9~>H    H    H:  Hi  HH  H H                H    H    H:  Hi  HH  H H~CH    H    H:  Hi  HH  H H                   H    H    H:  Hi  HH  H HCH    H    H:  Hi  HH  H H                   EHH5    H    H:  Hi  HH  H	H9}CH    H    H:  Hi  HH  HHH¾                H5    H    H:  Hi  HH  H	H9~CH    H    H:  Hi  HH  HHH¾                    H5    H    H:  Hi  HH`  H	H=    H5    H:  Hi  HHh  H6L    H=    H:  Hi  LHǸ  H?HH<H5    H    H:  Hi  HH   HHH5    H    H:  Hi  HH  HHH4H    H    H:  Hi  HH  H HHZ D9]t                ED]k  H    H=;  ~#H    H;                  H    H=:  #H    H;                  H    H    H;  Hi  HH    H    fPH    H    H;  Hi  HH
H        Hf@  H    H=;  ~#H    H;                  H    H=:  #H    H;                  H    H    H;  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8    P@    fPD    PFH    H    H;  Hi  HHHHG  H        H0HHHrHPHH)HHHH    H=;  ~#H    H;                  H    H=:  #H    H;                  H    H    H;  Hi  H0  HH        fP    PH    H    H;  Hi  H0  HHHf   @ E    H
  D E   D]D9e<  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H=;  ~#H    H;                  H    H=:  #H    H;                  H
   LcH    H    H;  Hi  HH  H I9}AH    H    H;  Hi  HH  H HLҾ                H    H    H;  Hi  HH  H I9~AH    H    H;  Hi  HH  H HLҾ                H    H    H;  Hi  HH  H H~CH    H    H;  Hi  HH  H H                   H    H    H;  Hi  HH  H HCH    H    H;  Hi  HH  H H                   ELcH    H    H;  Hi  HH  H I9}AH    H    H;  Hi  HH  H HLʾ                H    H    H;  Hi  HH  H I9~AH    H    H;  Hi  HH  H HLʾ                H    H=;  ~#H    H;                  H    H=:  #H    H;                  H
   HcH    H    H;  Hi  HH  H H9}AH    H    H;  Hi  HH  H HH                H    H    H;  Hi  HH  H H9~AH    H    H;  Hi  HH  H HH                H    H    H;  Hi  HH  H H~CH    H    H;  Hi  HH  H H                   H    H    H;  Hi  HH  H HCH    H    H;  Hi  HH  H H                   EHcH    H    H;  Hi  HH  H H9}AH    H    H;  Hi  HH  H HH                H    H    H;  Hi  HH  H H9~AH    H    H;  Hi  HH  H HH                ELcM   L¾                L;x~!HxHL¾                H    H    H;  Hi  HH`  HH    H    H;  Hi  HHh  HH    H    H;  Hi  HH  H HHH    H    H;  Hi  HH  H HH    H    H;  Hi  HH  H HHH    H    H;  Hi  HH  H HH ZIPH0  f(    YXH    H    H;  Hi  HH`  H H    H    H;  Hi  HHh  H
H5    H    H;  Hi  HH¸  HIH4H    H    H;  Hi  HH   HHH    H    H;  Hi  HH  HIHH    H    H;  Hi  HH  HHHZ (  H    H=;  ~#H    H;                  H    H=:  #H    H;                  H
   HcH    H    H;  Hi  HH  H H9}>H    H    H;  Hi  HH  H H                H    H    H;  Hi  HH  H H9~>H    H    H;  Hi  HH  H H                H    H    H;  Hi  HH  H H~CH    H    H;  Hi  HH  H H                   H    H    H;  Hi  HH  H HCH    H    H;  Hi  HH  H H                   EHH5    H    H;  Hi  HH  H	H9}CH    H    H;  Hi  HH  HHH¾                H5    H    H;  Hi  HH  H	H9~CH    H    H;  Hi  HH  HHH¾                    H5    H    H;  Hi  HH`  H	H=    H5    H;  Hi  HHh  H6L    H=    H;  Hi  LHǸ  H?HH<H5    H    H;  Hi  HH   HHH5    H    H;  Hi  HH  HHH4H    H    H;  Hi  HH  H HHZ D9]t                ED]kH    H=<  ~#H    H<                  H    H=;  #H    H<                  H    H    H<  Hi  HH    H    PH    H    H<  Hi  HH	H        Hf@  @
 H    H=<  ~#H    H<                  H    H=;  #H    H<                  H    H    H<  Hi  HHHH    H    HHXH    H    HHHXH    H    HH HX(H    H    HH0HX8H    HP@H    H    H<  Hi  HHHHH  H        H0HHHrHPHH)HHHH    H=<  ~#H    H<                  H    H=;  #H    H<                  H    H    H<  Hi  H0  HH        fP    PH    H    H<  Hi  H0  HHHf   @ E    H
  D E   D]D9e  }u                EHH   H¾                H;~!HHH¾                HPH
  HH  EH    H=<  ~#H    H<                  H    H=;  #H    H<                  H
   LcH    H    H<  Hi  HH  H I9}AH    H    H<  Hi  HH  H HLҾ                H    H    H<  Hi  HH  H I9~AH    H    H<  Hi  HH  H HLҾ                H    H    H<  Hi  HH  H H~CH    H    H<  Hi  HH  H H                   H    H    H<  Hi  HH  H HCH    H    H<  Hi  HH  H H                   ELcH    H    H<  Hi  HH  H I9}AH    H    H<  Hi  HH  H HLʾ                H    H    H<  Hi  HH  H I9~AH    H    H<  Hi  HH  H HLʾ                H    H=<  ~#H    H<                  H    H=;  #H    H<                  H
   HcH    H    H<  Hi  HH  H H9}AH    H    H<  Hi  HH  H HH                H    H    H<  Hi  HH  H H9~AH    H    H<  Hi  HH  H HH                H    H    H<  Hi  HH  H H~CH    H    H<  Hi  HH  H H                   H    H    H<  Hi  HH  H HCH    H    H<  Hi  HH  H H                   EHcH    H    H<  Hi  HH  H H9}AH    H    H<  Hi  HH  H HH                H    H    H<  Hi  HH  H H9~AH    H    H<  Hi  HH  H HH                ELcM   L¾                L;x~!HxHL¾                H    H    H<  Hi  HH`  HH    H    H<  Hi  HHh  HH    H    H<  Hi  HH  H HHH    H    H<  Hi  HH  H HH    H    H<  Hi  HH  H HHH    H    H<  Hi  HH  H HH ZIPH0  f(    YXH    H    H<  Hi  HH`  H H    H    H<  Hi  HHh  H
H5    H    H<  Hi  HH¸  HIH4H    H    H<  Hi  HH   HHH    H    H<  Hi  HH  HIHH    H    H<  Hi  HH  HHHZ (  H    H=<  ~#H    H<                  H    H=;  #H    H<                  H
   HcH    H    H<  Hi  HH  H H9}>H    H    H<  Hi  HH  H H                H    H    H<  Hi  HH  H H9~>H    H    H<  Hi  HH  H H                H    H    H<  Hi  HH  H H~CH    H    H<  Hi  HH  H H                   H    H    H<  Hi  HH  H HCH    H    H<  Hi  HH  H H                   EHH5    H    H<  Hi  HH  H	H9}CH    H    H<  Hi  HH  HHH¾                H5    H    H<  Hi  HH  H	H9~CH    H    H<  Hi  HH  HHH¾                    H5    H    H<  Hi  HH`  H	H=    H5    H<  Hi  HHh  H6L    H=    H<  Hi  LHǸ  H?HH<H5    H    H<  Hi  HH   HHH5    H    H<  Hi  HH  HHH4H    H    H<  Hi  HH  H HHZ D9]t                ED]k9@t                @.L
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  IH  BIH	  BYIH  B^QY^f(IH 	  BHH
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  ЋEHH   H¾                H;~!HHH¾                ULcM   Lʾ                L;~!HHLʾ                ULcM   L¾                L;~!HHL¾                UHcH   H                H;P~!HPHH                UHcH   H                H;8~!H8HH                UHcH                   H; ~H H                IH(  BIH8  BXHHP	  \HH  HJH	  YHP\H8  ЋEHH   H¾                H; ~!H HH¾                ULcM   Lʾ                L;x~!HxHLʾ                ULcM   L¾                L;~!HHL¾                UHcH   H                H;H~!HHHH                UHcH   H                H;0~!H0HH                UHcH                   H;~HH                IH0  BIH@  BXHHX	  \HH  HJH	  YHP\H@  D9mt                EDmLH  H	  HX  H  Hx  H  
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  	  	  	  	  8    `    @        0  (                          P    p  h  	  (  P  MIHXH@  Lp  H  HX  Hp  H	  Hh  H            
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  	  	  	  	  uuPh  `  `  X            0  (  P  8  H  P    H  X        x  MIH5H@  HH            He[A\A]A^A_]                          Recursive call to nonrecursive procedure 'scopy'        At line 16720 of file Sfc_Ibis_BioGeoPhysics.f90 Loop iterates infinitely       At line 16739 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'brr' below lower bound of %ld      At line 16740 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'brr' above upper bound of %ld      Index '%ld' of dimension 1 of array 'arr' below lower bound of %ld      Index '%ld' of dimension 1 of array 'arr' above upper bound of %ld      Loop variable has been modified Recursive call to nonrecursive procedure 'const'        At line 16693 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16712 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16713 of file Sfc_Ibis_BioGeoPhysics.f90        Recursive call to nonrecursive procedure 'irrad'        At line 16139 of file Sfc_Ibis_BioGeoPhysics.f90 Memory allocation failed       Index '%ld' of dimension 1 of array 'fupi' outside of expected range (%ld:%ld)  At line 16242 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fupgb' outside of expected range (%ld:%ld) At line 16241 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fupg' outside of expected range (%ld:%ld)  At line 16240 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fup' outside of expected range (%ld:%ld)   At line 16239 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fdowng' outside of expected range (%ld:%ld)        At line 16238 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fdown' outside of expected range (%ld:%ld) At line 16237 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'emu' outside of expected range (%ld:%ld)   At line 16232 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'ems' outside of expected range (%ld:%ld)   At line 16233 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'eml' outside of expected range (%ld:%ld)   At line 16234 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'emi' outside of expected range (%ld:%ld)   At line 16236 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'emg' outside of expected range (%ld:%ld)   At line 16235 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'avmu' outside of expected range (%ld:%ld)  At line 16243 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16271 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'vegtype0' below lower bound of %ld At line 16272 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'vegtype0' above upper bound of %ld Index '%ld' of dimension 1 of array 'avmu' below lower bound of %ld     At line 16283 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'avmu' above upper bound of %ld     Index '%ld' of dimension 1 of array 'lai' below lower bound of %ld      Index '%ld' of dimension 1 of array 'lai' above upper bound of %ld      Index '%ld' of dimension 1 of array 'emu' below lower bound of %ld      At line 16286 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'emu' above upper bound of %ld      Index '%ld' of dimension 1 of array 'avmuir_factor' below lower bound of %ld    Index '%ld' of dimension 1 of array 'avmuir_factor' above upper bound of %ld    Index '%ld' of dimension 1 of array 'ems' below lower bound of %ld      At line 16287 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'ems' above upper bound of %ld      Index '%ld' of dimension 1 of array 'sai' below lower bound of %ld      Index '%ld' of dimension 1 of array 'sai' above upper bound of %ld      Index '%ld' of dimension 1 of array 'eml' below lower bound of %ld      At line 16288 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'eml' above upper bound of %ld      Index '%ld' of dimension 1 of array 'emg' below lower bound of %ld      At line 16291 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'emg' above upper bound of %ld      Index '%ld' of dimension 2 of array 'wsoi' above upper bound of %ld     Index '%ld' of dimension 1 of array 'wsoi' below lower bound of %ld     Index '%ld' of dimension 1 of array 'wsoi' above upper bound of %ld     Index '%ld' of dimension 2 of array 'poros' above upper bound of %ld    Index '%ld' of dimension 1 of array 'poros' below lower bound of %ld    Index '%ld' of dimension 1 of array 'poros' above upper bound of %ld    At line 16292 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'emi' below lower bound of %ld      At line 16293 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'emi' above upper bound of %ld      Index '%ld' of dimension 1 of array 'fdown' below lower bound of %ld    At line 16296 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fdown' above upper bound of %ld    Index '%ld' of dimension 1 of array 'fu' below lower bound of %ld       Index '%ld' of dimension 1 of array 'fu' above upper bound of %ld       Index '%ld' of dimension 1 of array 'fira' below lower bound of %ld     Index '%ld' of dimension 1 of array 'fira' above upper bound of %ld     At line 16297 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16298 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'tu' below lower bound of %ld       Index '%ld' of dimension 1 of array 'tu' above upper bound of %ld       At line 16299 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'ts' below lower bound of %ld       Index '%ld' of dimension 1 of array 'ts' above upper bound of %ld       Index '%ld' of dimension 1 of array 'fdowng' below lower bound of %ld   At line 16301 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fdowng' above upper bound of %ld   Index '%ld' of dimension 1 of array 'tl' below lower bound of %ld       Index '%ld' of dimension 1 of array 'tl' above upper bound of %ld       Index '%ld' of dimension 1 of array 'fupg' below lower bound of %ld     At line 16303 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fupg' above upper bound of %ld     Index '%ld' of dimension 1 of array 'tg' below lower bound of %ld       Index '%ld' of dimension 1 of array 'tg' above upper bound of %ld       Index '%ld' of dimension 1 of array 'fupgb' below lower bound of %ld    At line 16305 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fupgb' above upper bound of %ld    Index '%ld' of dimension 1 of array 'fupi' below lower bound of %ld     At line 16307 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fupi' above upper bound of %ld     Index '%ld' of dimension 1 of array 'ti' below lower bound of %ld       Index '%ld' of dimension 1 of array 'ti' above upper bound of %ld       Index '%ld' of dimension 1 of array 'fup' below lower bound of %ld      At line 16309 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fup' above upper bound of %ld      Index '%ld' of dimension 1 of array 'fi' below lower bound of %ld       Index '%ld' of dimension 1 of array 'fi' above upper bound of %ld       Index '%ld' of dimension 1 of array 'fl' below lower bound of %ld       Index '%ld' of dimension 1 of array 'fl' above upper bound of %ld       At line 16310 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16311 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16313 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'firb' below lower bound of %ld     At line 16315 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'firb' above upper bound of %ld     At line 16316 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16317 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16318 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'firu' below lower bound of %ld     At line 16320 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'firu' above upper bound of %ld     At line 16321 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16322 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16323 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'firs' below lower bound of %ld     At line 16325 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'firs' above upper bound of %ld     At line 16326 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16327 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16328 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'firl' below lower bound of %ld     At line 16330 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'firl' above upper bound of %ld     At line 16331 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16332 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'firg' below lower bound of %ld     At line 16334 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'firg' above upper bound of %ld     At line 16335 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'firi' below lower bound of %ld     At line 16337 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'firi' above upper bound of %ld     Index '%ld' of dimension 1 of array 'grd' below lower bound of %ld      At line 16342 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'grd' above upper bound of %ld   (W m-2)    At line 16343 of file Sfc_Ibis_BioGeoPhysics.f90  incoming ir flux      At line 16344 of file Sfc_Ibis_BioGeoPhysics.f90 fira   At line 16346 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'imask' below lower bound of %ld    At line 16347 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'imask' above upper bound of %ld    At line 16349 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 3 of array 'grd%%buffer' below lower bound of %ld      Index '%ld' of dimension 3 of array 'grd%%buffer' above upper bound of %ld      Index '%ld' of dimension 2 of array 'grd%%buffer' below lower bound of %ld      Index '%ld' of dimension 2 of array 'grd%%buffer' above upper bound of %ld      Index '%ld' of dimension 1 of array 'grd%%buffer' below lower bound of %ld      Index '%ld' of dimension 1 of array 'grd%%buffer' above upper bound of %ld      At line 16351 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16356 of file Sfc_Ibis_BioGeoPhysics.f90   (K)  At line 16357 of file Sfc_Ibis_BioGeoPhysics.f90         temperature of upper canopy leaves     At line 16358 of file Sfc_Ibis_BioGeoPhysics.f90 tu     At line 16360 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16361 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16363 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16365 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16370 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16371 of file Sfc_Ibis_BioGeoPhysics.f90         temperature of upper canopy stems      At line 16372 of file Sfc_Ibis_BioGeoPhysics.f90 ts     At line 16374 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16375 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16377 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16379 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16384 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16385 of file Sfc_Ibis_BioGeoPhysics.f90         temperature of lower canopy leaves & stems     At line 16386 of file Sfc_Ibis_BioGeoPhysics.f90 tl     At line 16388 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16389 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16391 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16393 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16398 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16399 of file Sfc_Ibis_BioGeoPhysics.f90  soil skin temperature At line 16400 of file Sfc_Ibis_BioGeoPhysics.f90 tg     At line 16402 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16403 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16405 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16407 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16412 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16413 of file Sfc_Ibis_BioGeoPhysics.f90  snow skin temperature         At line 16414 of file Sfc_Ibis_BioGeoPhysics.f90 ti     At line 16416 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16417 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16419 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16421 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16426 of file Sfc_Ibis_BioGeoPhysics.f90   (#)  At line 16427 of file Sfc_Ibis_BioGeoPhysics.f90         ir emissivity of upper-leaves veg planeAt line 16428 of file Sfc_Ibis_BioGeoPhysics.f90 emu    At line 16430 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16431 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16433 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16435 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16440 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16441 of file Sfc_Ibis_BioGeoPhysics.f90         ir emissivity of upper-stems veg plane         At line 16442 of file Sfc_Ibis_BioGeoPhysics.f90 ems    At line 16444 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16445 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16447 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16449 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16454 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16455 of file Sfc_Ibis_BioGeoPhysics.f90         ir emissivity of lower-story veg plane         At line 16456 of file Sfc_Ibis_BioGeoPhysics.f90 eml    At line 16458 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16459 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16461 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16463 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16468 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16469 of file Sfc_Ibis_BioGeoPhysics.f90         ir emissivity (gray) of soil surface   At line 16470 of file Sfc_Ibis_BioGeoPhysics.f90 emg    At line 16472 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16473 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16475 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16477 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16482 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16483 of file Sfc_Ibis_BioGeoPhysics.f90         ir emissivity (gray) of snow surface   At line 16484 of file Sfc_Ibis_BioGeoPhysics.f90 emi    At line 16486 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16487 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16489 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16491 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16496 of file Sfc_Ibis_BioGeoPhysics.f90   (%)  At line 16497 of file Sfc_Ibis_BioGeoPhysics.f90  fractional snow cover At line 16498 of file Sfc_Ibis_BioGeoPhysics.f90 fi     At line 16500 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16501 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16503 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16505 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16510 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16511 of file Sfc_Ibis_BioGeoPhysics.f90         downward ir flux below tree level per overall area     At line 16512 of file Sfc_Ibis_BioGeoPhysics.f90 fdown  At line 16514 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16515 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16517 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16519 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16524 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16525 of file Sfc_Ibis_BioGeoPhysics.f90         upward   ir flux below tree level per overall area     At line 16526 of file Sfc_Ibis_BioGeoPhysics.f90 fdowng At line 16528 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16529 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16531 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16533 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16538 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16539 of file Sfc_Ibis_BioGeoPhysics.f90         downward ir flux below lower-story veg At line 16540 of file Sfc_Ibis_BioGeoPhysics.f90 fup    At line 16542 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16543 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16545 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16547 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16552 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16553 of file Sfc_Ibis_BioGeoPhysics.f90         upward   ir flux below lower-story veg At line 16554 of file Sfc_Ibis_BioGeoPhysics.f90 fupg   At line 16556 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16557 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16559 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16561 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16566 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16567 of file Sfc_Ibis_BioGeoPhysics.f90         upward   ir flux above bare soil surface       At line 16568 of file Sfc_Ibis_BioGeoPhysics.f90 fupgb  At line 16570 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16571 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16573 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16575 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16580 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16581 of file Sfc_Ibis_BioGeoPhysics.f90         upward   ir flux above snow surface    At line 16582 of file Sfc_Ibis_BioGeoPhysics.f90 fupi   At line 16584 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16585 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16587 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16589 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16594 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16595 of file Sfc_Ibis_BioGeoPhysics.f90         net upward ir radiation at reference atmospheric level za      At line 16596 of file Sfc_Ibis_BioGeoPhysics.f90 firb   At line 16598 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16599 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16601 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16603 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16608 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16609 of file Sfc_Ibis_BioGeoPhysics.f90         ir radiation absorbed by upper canopy stems    At line 16610 of file Sfc_Ibis_BioGeoPhysics.f90 firs   At line 16612 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16613 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16615 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16617 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16622 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16623 of file Sfc_Ibis_BioGeoPhysics.f90         ir raditaion absorbed by upper canopy leaves   At line 16624 of file Sfc_Ibis_BioGeoPhysics.f90 firu   At line 16626 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16627 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16629 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16631 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16636 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16637 of file Sfc_Ibis_BioGeoPhysics.f90         ir radiation absorbed by lower canopy leaves and stems At line 16638 of file Sfc_Ibis_BioGeoPhysics.f90 firl   At line 16640 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16641 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16643 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16645 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16650 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16651 of file Sfc_Ibis_BioGeoPhysics.f90         ir radiation absorbed by soil/ice      At line 16652 of file Sfc_Ibis_BioGeoPhysics.f90 firg   At line 16654 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16655 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16657 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16659 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16664 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16665 of file Sfc_Ibis_BioGeoPhysics.f90         ir radiation absorbed by snow  At line 16666 of file Sfc_Ibis_BioGeoPhysics.f90 firi   At line 16668 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16669 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16671 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16673 of file Sfc_Ibis_BioGeoPhysics.f90        Recursive call to nonrecursive procedure 'twoset'       At line 15891 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'otmp' outside of expected range (%ld:%ld)  At line 16011 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16041 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'indsol' below lower bound of %ld   At line 16042 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'indsol' above upper bound of %ld   Index '%ld' of dimension 2 of array 'rhoveg' below lower bound of %ld   At line 16044 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 'rhoveg' above upper bound of %ld   Index '%ld' of dimension 1 of array 'rhoveg' below lower bound of %ld   Index '%ld' of dimension 1 of array 'rhoveg' above upper bound of %ld   Index '%ld' of dimension 2 of array 'tauveg' below lower bound of %ld   At line 16045 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 'tauveg' above upper bound of %ld   Index '%ld' of dimension 1 of array 'tauveg' below lower bound of %ld   Index '%ld' of dimension 1 of array 'tauveg' above upper bound of %ld   Index '%ld' of dimension 1 of array 'oriev' below lower bound of %ld    At line 16049 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'oriev' above upper bound of %ld    Index '%ld' of dimension 1 of array 'orieh' below lower bound of %ld    Index '%ld' of dimension 1 of array 'orieh' above upper bound of %ld    Index '%ld' of dimension 1 of array 'omega' below lower bound of %ld    At line 16051 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'omega' above upper bound of %ld    Index '%ld' of dimension 1 of array 'coszen' below lower bound of %ld   At line 16056 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'coszen' above upper bound of %ld   Index '%ld' of dimension 1 of array 'tablemu' below lower bound of %ld  At line 16057 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'tablemu' above upper bound of %ld  At line 16058 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'betad' below lower bound of %ld    At line 16060 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'betad' above upper bound of %ld    At line 16061 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'betai' below lower bound of %ld    At line 16065 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'betai' above upper bound of %ld    At line 16066 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'gdir' below lower bound of %ld     At line 16070 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'gdir' above upper bound of %ld     At line 16071 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16072 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16086 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16087 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16097 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16098 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fwetl' below lower bound of %ld    At line 16099 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fwetl' above upper bound of %ld    Index '%ld' of dimension 1 of array 'rliql' below lower bound of %ld    Index '%ld' of dimension 1 of array 'rliql' above upper bound of %ld    Index '%ld' of dimension 1 of array 'omegasno' below lower bound of %ld At line 16100 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'omegasno' above upper bound of %ld Index '%ld' of dimension 1 of array 'otmp' below lower bound of %ld     At line 16101 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'otmp' above upper bound of %ld     At line 16103 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16104 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16105 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16106 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16107 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16114 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16115 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 'lai' below lower bound of %ld      At line 16116 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 'lai' above upper bound of %ld      Index '%ld' of dimension 2 of array 'sai' below lower bound of %ld      Index '%ld' of dimension 2 of array 'sai' above upper bound of %ld      Index '%ld' of dimension 1 of array 'fwetu' below lower bound of %ld    At line 16117 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fwetu' above upper bound of %ld    Index '%ld' of dimension 1 of array 'rliqu' below lower bound of %ld    Index '%ld' of dimension 1 of array 'rliqu' above upper bound of %ld    Index '%ld' of dimension 1 of array 'fwets' below lower bound of %ld    Index '%ld' of dimension 1 of array 'fwets' above upper bound of %ld    Index '%ld' of dimension 1 of array 'rliqs' below lower bound of %ld    Index '%ld' of dimension 1 of array 'rliqs' above upper bound of %ld    At line 16118 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16119 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16120 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16122 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16124 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16125 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16126 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16127 of file Sfc_Ibis_BioGeoPhysics.f90        At line 16128 of file Sfc_Ibis_BioGeoPhysics.f90        Recursive call to nonrecursive procedure 'twostr'       At line 15564 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'tmp0' outside of expected range (%ld:%ld)  At line 15697 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'omega' outside of expected range (%ld:%ld) At line 15692 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'gdir' outside of expected range (%ld:%ld)  At line 15696 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'betai' outside of expected range (%ld:%ld) At line 15694 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'betad' outside of expected range (%ld:%ld) At line 15693 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15695 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15741 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15743 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15753 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15754 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'tmp0' below lower bound of %ld     At line 15756 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'tmp0' above upper bound of %ld     At line 15758 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15759 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15760 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15767 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15768 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15769 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15770 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15772 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 'asurd' below lower bound of %ld    At line 15776 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 'asurd' above upper bound of %ld    Index '%ld' of dimension 1 of array 'asurd' below lower bound of %ld    Index '%ld' of dimension 1 of array 'asurd' above upper bound of %ld    Index '%ld' of dimension 2 of array 'asuri' below lower bound of %ld    At line 15777 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 'asuri' above upper bound of %ld    Index '%ld' of dimension 1 of array 'asuri' below lower bound of %ld    Index '%ld' of dimension 1 of array 'asuri' above upper bound of %ld    At line 15778 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15779 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15780 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15782 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fbeldd' below lower bound of %ld   At line 15819 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fbeldd' above upper bound of %ld   Index '%ld' of dimension 1 of array 'fbeldi' below lower bound of %ld   At line 15820 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fbeldi' above upper bound of %ld   Index '%ld' of dimension 1 of array 'fbelid' below lower bound of %ld   At line 15821 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fbelid' above upper bound of %ld   Index '%ld' of dimension 1 of array 'fbelii' below lower bound of %ld   At line 15822 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fbelii' above upper bound of %ld   Index '%ld' of dimension 1 of array 'refld' below lower bound of %ld    At line 15826 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'refld' above upper bound of %ld    Index '%ld' of dimension 1 of array 'refli' below lower bound of %ld    At line 15827 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'refli' above upper bound of %ld    At line 15828 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15829 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15830 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'abvegd' below lower bound of %ld   At line 15832 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'abvegd' above upper bound of %ld   Index '%ld' of dimension 1 of array 'abvegi' below lower bound of %ld   At line 15833 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'abvegi' above upper bound of %ld   At line 15840 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15841 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'terml' below lower bound of %ld    At line 15865 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'terml' above upper bound of %ld    At line 15866 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15867 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15868 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15869 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15870 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15871 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'termu' below lower bound of %ld    At line 15873 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'termu' above upper bound of %ld    At line 15874 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15875 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15876 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15877 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15878 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15879 of file Sfc_Ibis_BioGeoPhysics.f90        Recursive call to nonrecursive procedure 'solarf'       At line 15287 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15432 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15434 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 'solad' below lower bound of %ld    At line 15435 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 'solad' above upper bound of %ld    Index '%ld' of dimension 1 of array 'solad' below lower bound of %ld    Index '%ld' of dimension 1 of array 'solad' above upper bound of %ld    Index '%ld' of dimension 1 of array 'abupd' below lower bound of %ld    Index '%ld' of dimension 1 of array 'abupd' above upper bound of %ld    Index '%ld' of dimension 2 of array 'solai' below lower bound of %ld    Index '%ld' of dimension 2 of array 'solai' above upper bound of %ld    Index '%ld' of dimension 1 of array 'solai' below lower bound of %ld    Index '%ld' of dimension 1 of array 'solai' above upper bound of %ld    Index '%ld' of dimension 1 of array 'abupi' below lower bound of %ld    Index '%ld' of dimension 1 of array 'abupi' above upper bound of %ld    At line 15436 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'solu' below lower bound of %ld     At line 15437 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'solu' above upper bound of %ld     Index '%ld' of dimension 1 of array 'sols' below lower bound of %ld     At line 15438 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'sols' above upper bound of %ld     Index '%ld' of dimension 1 of array 'sol2d' below lower bound of %ld    At line 15439 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'sol2d' above upper bound of %ld    Index '%ld' of dimension 1 of array 'fupdd' below lower bound of %ld    Index '%ld' of dimension 1 of array 'fupdd' above upper bound of %ld    Index '%ld' of dimension 1 of array 'sol2i' below lower bound of %ld    At line 15440 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'sol2i' above upper bound of %ld    Index '%ld' of dimension 1 of array 'fupdi' below lower bound of %ld    Index '%ld' of dimension 1 of array 'fupdi' above upper bound of %ld    Index '%ld' of dimension 1 of array 'fupii' below lower bound of %ld    Index '%ld' of dimension 1 of array 'fupii' above upper bound of %ld    At line 15446 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15448 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'sol3d' below lower bound of %ld    At line 15449 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'sol3d' above upper bound of %ld    Index '%ld' of dimension 1 of array 'sol3i' below lower bound of %ld    At line 15450 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'sol3i' above upper bound of %ld    At line 15458 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15460 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'soll' below lower bound of %ld     At line 15461 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'soll' above upper bound of %ld     Index '%ld' of dimension 1 of array 'ablod' below lower bound of %ld    Index '%ld' of dimension 1 of array 'ablod' above upper bound of %ld    Index '%ld' of dimension 1 of array 'abloi' below lower bound of %ld    Index '%ld' of dimension 1 of array 'abloi' above upper bound of %ld    At line 15463 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'flodd' below lower bound of %ld    Index '%ld' of dimension 1 of array 'flodd' above upper bound of %ld    At line 15465 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'flodi' below lower bound of %ld    Index '%ld' of dimension 1 of array 'flodi' above upper bound of %ld    Index '%ld' of dimension 1 of array 'floii' below lower bound of %ld    Index '%ld' of dimension 1 of array 'floii' above upper bound of %ld    At line 15466 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'solg' below lower bound of %ld     At line 15468 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'solg' above upper bound of %ld     Index '%ld' of dimension 1 of array 'albsod' below lower bound of %ld   At line 15469 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'albsod' above upper bound of %ld   Index '%ld' of dimension 1 of array 'albsoi' below lower bound of %ld   Index '%ld' of dimension 1 of array 'albsoi' above upper bound of %ld   Index '%ld' of dimension 1 of array 'soli' below lower bound of %ld     At line 15471 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'soli' above upper bound of %ld     Index '%ld' of dimension 1 of array 'albsnd' below lower bound of %ld   At line 15472 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'albsnd' above upper bound of %ld   Index '%ld' of dimension 1 of array 'albsni' below lower bound of %ld   At line 15473 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'albsni' above upper bound of %ld   At line 15488 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15490 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15511 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'scalcoefu' below lower bound of %ld        At line 15515 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'scalcoefu' above upper bound of %ld        At line 15517 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15518 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15520 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15521 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15523 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15524 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15525 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'topparu' below lower bound of %ld  At line 15529 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'topparu' above upper bound of %ld  At line 15535 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'scalcoefl' below lower bound of %ld        At line 15539 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'scalcoefl' above upper bound of %ld        At line 15541 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15542 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15544 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15545 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15547 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15548 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15549 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'topparl' below lower bound of %ld  At line 15553 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'topparl' above upper bound of %ld  Recursive call to nonrecursive procedure 'solalb'       At line 14986 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15142 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15144 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15146 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15147 of file Sfc_Ibis_BioGeoPhysics.f90       At line 15196 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15198 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15200 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'relod' below lower bound of %ld    Index '%ld' of dimension 1 of array 'relod' above upper bound of %ld    At line 15201 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15202 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15204 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'reloi' below lower bound of %ld    Index '%ld' of dimension 1 of array 'reloi' above upper bound of %ld    At line 15205 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15206 of file Sfc_Ibis_BioGeoPhysics.f90       At line 15257 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15259 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15267 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'reupd' below lower bound of %ld    Index '%ld' of dimension 1 of array 'reupd' above upper bound of %ld    At line 15268 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'reupi' below lower bound of %ld    Index '%ld' of dimension 1 of array 'reupi' above upper bound of %ld    At line 15272 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15273 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15276 of file Sfc_Ibis_BioGeoPhysics.f90        At line 15277 of file Sfc_Ibis_BioGeoPhysics.f90        Recursive call to nonrecursive procedure 'solsur'       At line 14827 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'zfac' outside of expected range (%ld:%ld)  At line 14889 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'x' outside of expected range (%ld:%ld)     At line 14888 of file Sfc_Ibis_BioGeoPhysics.f90        At line 14912 of file Sfc_Ibis_BioGeoPhysics.f90        At line 14914 of file Sfc_Ibis_BioGeoPhysics.f90        At line 14918 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 'wisoi' above upper bound of %ld    Index '%ld' of dimension 1 of array 'wisoi' below lower bound of %ld    Index '%ld' of dimension 1 of array 'wisoi' above upper bound of %ld    At line 14922 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'albsav' below lower bound of %ld   Index '%ld' of dimension 1 of array 'albsav' above upper bound of %ld   At line 14923 of file Sfc_Ibis_BioGeoPhysics.f90        At line 14929 of file Sfc_Ibis_BioGeoPhysics.f90        At line 14931 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'x' below lower bound of %ld        At line 14933 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'x' above upper bound of %ld        Index '%ld' of dimension 2 of array 'tsno' above upper bound of %ld     Index '%ld' of dimension 1 of array 'tsno' below lower bound of %ld     Index '%ld' of dimension 1 of array 'tsno' above upper bound of %ld     At line 14936 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'zfac' below lower bound of %ld     At line 14938 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'zfac' above upper bound of %ld     At line 14939 of file Sfc_Ibis_BioGeoPhysics.f90        At line 14940 of file Sfc_Ibis_BioGeoPhysics.f90        At line 14948 of file Sfc_Ibis_BioGeoPhysics.f90        At line 14949 of file Sfc_Ibis_BioGeoPhysics.f90        At line 14953 of file Sfc_Ibis_BioGeoPhysics.f90        At line 14957 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'albsan' below lower bound of %ld   Index '%ld' of dimension 1 of array 'albsan' above upper bound of %ld   At line 14958 of file Sfc_Ibis_BioGeoPhysics.f90        At line 14964 of file Sfc_Ibis_BioGeoPhysics.f90        At line 14966 of file Sfc_Ibis_BioGeoPhysics.f90        At line 14968 of file Sfc_Ibis_BioGeoPhysics.f90        At line 14970 of file Sfc_Ibis_BioGeoPhysics.f90        At line 14972 of file Sfc_Ibis_BioGeoPhysics.f90        At line 14974 of file Sfc_Ibis_BioGeoPhysics.f90        At line 14975 of file Sfc_Ibis_BioGeoPhysics.f90        Recursive call to nonrecursive procedure 'solset'       At line 14689 of file Sfc_Ibis_BioGeoPhysics.f90        At line 14742 of file Sfc_Ibis_BioGeoPhysics.f90        At line 14743 of file Sfc_Ibis_BioGeoPhysics.f90        At line 14744 of file Sfc_Ibis_BioGeoPhysics.f90        At line 14745 of file Sfc_Ibis_BioGeoPhysics.f90        At line 14762 of file Sfc_Ibis_BioGeoPhysics.f90        At line 14763 of file Sfc_Ibis_BioGeoPhysics.f90        At line 14764 of file Sfc_Ibis_BioGeoPhysics.f90        At line 14765 of file Sfc_Ibis_BioGeoPhysics.f90        At line 14766 of file Sfc_Ibis_BioGeoPhysics.f90        At line 14767 of file Sfc_Ibis_BioGeoPhysics.f90        At line 14768 of file Sfc_Ibis_BioGeoPhysics.f90        At line 14769 of file Sfc_Ibis_BioGeoPhysics.f90        At line 14797 of file Sfc_Ibis_BioGeoPhysics.f90        At line 14798 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 'scalcoefl' below lower bound of %ld        At line 14799 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 'scalcoefl' above upper bound of %ld        Index '%ld' of dimension 2 of array 'scalcoefu' below lower bound of %ld        At line 14800 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 'scalcoefu' above upper bound of %ld        At line 14815 of file Sfc_Ibis_BioGeoPhysics.f90        At line 14816 of file Sfc_Ibis_BioGeoPhysics.f90        At line 14818 of file Sfc_Ibis_BioGeoPhysics.f90        Recursive call to nonrecursive procedure 'qsdt_sat'     At line 14541 of file Sfc_Ibis_BioGeoPhysics.f90        Recursive call to nonrecursive procedure 'qs_sat'       At line 14418 of file Sfc_Ibis_BioGeoPhysics.f90        Recursive call to nonrecursive procedure 'esdt_sat'     At line 14299 of file Sfc_Ibis_BioGeoPhysics.f90        Recursive call to nonrecursive procedure 'es_sat'       At line 14179 of file Sfc_Ibis_BioGeoPhysics.f90        Recursive call to nonrecursive procedure 'cvmgt'        At line 14156 of file Sfc_Ibis_BioGeoPhysics.f90        Recursive call to nonrecursive procedure 'hsubf'        At line 14132 of file Sfc_Ibis_BioGeoPhysics.f90        Recursive call to nonrecursive procedure 'hvapf'        At line 14101 of file Sfc_Ibis_BioGeoPhysics.f90        Recursive call to nonrecursive procedure 'tsati'        At line 14086 of file Sfc_Ibis_BioGeoPhysics.f90        Recursive call to nonrecursive procedure 'tsatl'        At line 14072 of file Sfc_Ibis_BioGeoPhysics.f90        Recursive call to nonrecursive procedure 'esat' At line 14057 of file Sfc_Ibis_BioGeoPhysics.f90        Pō[o@	cn@Recursive call to nonrecursive procedure 'desat'        At line 14043 of file Sfc_Ibis_BioGeoPhysics.f90        F	v?bg?Recursive call to nonrecursive procedure 'dqsat'        At line 14023 of file Sfc_Ibis_BioGeoPhysics.f90        Recursive call to nonrecursive procedure 'qsat' At line 14007 of file Sfc_Ibis_BioGeoPhysics.f90        Recursive call to nonrecursive procedure 'linsolve'     At line 13883 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'f' outside of expected range (%ld:%ld)     At line 13933 of file Sfc_Ibis_BioGeoPhysics.f90 Sfc_Ibis_BioGeoPhysics.f90     (/' *** fatal error ***'/                   /' number of linsolve eqns',i4,' exceeds limit',i4) 	   have problem at linsolve    At line 13941 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13945 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13946 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 'mplatex' below lower bound of %ld  At line 13947 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 'mplatex' above upper bound of %ld  Index '%ld' of dimension 1 of array 'mplatex' below lower bound of %ld  Index '%ld' of dimension 1 of array 'mplatex' above upper bound of %ld  Index '%ld' of dimension 2 of array 'mplate' below lower bound of %ld   Index '%ld' of dimension 2 of array 'mplate' above upper bound of %ld   Index '%ld' of dimension 1 of array 'mplate' below lower bound of %ld   Index '%ld' of dimension 1 of array 'mplate' above upper bound of %ld   At line 13955 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13956 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13958 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13959 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'f' below lower bound of %ld        At line 13960 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'f' above upper bound of %ld        Index '%ld' of dimension 3 of array 'arr' below lower bound of %ld      Index '%ld' of dimension 3 of array 'arr' above upper bound of %ld      Index '%ld' of dimension 2 of array 'arr' below lower bound of %ld      Index '%ld' of dimension 2 of array 'arr' above upper bound of %ld      At line 13963 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13964 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13965 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13966 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13968 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13972 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 'rhs' below lower bound of %ld      At line 13973 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 'rhs' above upper bound of %ld      Index '%ld' of dimension 1 of array 'rhs' below lower bound of %ld      Index '%ld' of dimension 1 of array 'rhs' above upper bound of %ld      At line 13983 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13985 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13989 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13990 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13991 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13992 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 'vec' below lower bound of %ld      Index '%ld' of dimension 2 of array 'vec' above upper bound of %ld      Index '%ld' of dimension 1 of array 'vec' below lower bound of %ld      Index '%ld' of dimension 1 of array 'vec' above upper bound of %ld      At line 13998 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13999 of file Sfc_Ibis_BioGeoPhysics.f90        Recursive call to nonrecursive procedure 'twet3'        At line 13683 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13857 of file Sfc_Ibis_BioGeoPhysics.f90        Warning, twet3 failed to converge after 20 iterations!twet3, twetold:   twetbulb is being set to the air temperature    Recursive call to nonrecursive procedure 'noveg'        At line 13598 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13652 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13654 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13656 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13657 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'wliqu' below lower bound of %ld    At line 13658 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'wliqu' above upper bound of %ld    Index '%ld' of dimension 1 of array 'wsnou' below lower bound of %ld    At line 13659 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'wsnou' above upper bound of %ld    At line 13662 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13663 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'wliqs' below lower bound of %ld    At line 13664 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'wliqs' above upper bound of %ld    Index '%ld' of dimension 1 of array 'wsnos' below lower bound of %ld    At line 13665 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'wsnos' above upper bound of %ld    At line 13668 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13669 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13672 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'wliql' below lower bound of %ld    At line 13673 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'wliql' above upper bound of %ld    Index '%ld' of dimension 1 of array 'wsnol' below lower bound of %ld    At line 13674 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'wsnol' above upper bound of %ld    Recursive call to nonrecursive procedure 'mix'  At line 13525 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13575 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'x1' below lower bound of %ld       At line 13577 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'x1' above upper bound of %ld       Index '%ld' of dimension 1 of array 'x2' below lower bound of %ld       Index '%ld' of dimension 1 of array 'x2' above upper bound of %ld       Index '%ld' of dimension 1 of array 'x3' below lower bound of %ld       Index '%ld' of dimension 1 of array 'x3' above upper bound of %ld       Index '%ld' of dimension 1 of array 't1' below lower bound of %ld       At line 13582 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 't1' above upper bound of %ld       Index '%ld' of dimension 1 of array 't2' below lower bound of %ld       Index '%ld' of dimension 1 of array 't2' above upper bound of %ld       Index '%ld' of dimension 1 of array 't3' below lower bound of %ld       Index '%ld' of dimension 1 of array 't3' above upper bound of %ld       Index '%ld' of dimension 1 of array 'xm' below lower bound of %ld       At line 13588 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'xm' above upper bound of %ld       Index '%ld' of dimension 1 of array 'tm' below lower bound of %ld       At line 13589 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'tm' above upper bound of %ld       Recursive call to nonrecursive procedure 'steph2o2'     At line 13339 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'dw' outside of expected range (%ld:%ld)    At line 13406 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'dh' outside of expected range (%ld:%ld)    At line 13405 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13450 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'wliq' below lower bound of %ld     At line 13454 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'wliq' above upper bound of %ld     Index '%ld' of dimension 1 of array 'rliq' below lower bound of %ld     Index '%ld' of dimension 1 of array 'rliq' above upper bound of %ld     Index '%ld' of dimension 1 of array 'fvapw' below lower bound of %ld    Index '%ld' of dimension 1 of array 'fvapw' above upper bound of %ld    Index '%ld' of dimension 1 of array 'wsno' below lower bound of %ld     At line 13455 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'wsno' above upper bound of %ld     At line 13459 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fveg' below lower bound of %ld     At line 13460 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fveg' above upper bound of %ld     Index '%ld' of dimension 1 of array 'xai' below lower bound of %ld      Index '%ld' of dimension 1 of array 'xai' above upper bound of %ld      At line 13468 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fvapa' below lower bound of %ld    At line 13469 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fvapa' above upper bound of %ld    Index '%ld' of dimension 1 of array 'fsena' below lower bound of %ld    At line 13470 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fsena' above upper bound of %ld    Index '%ld' of dimension 1 of array 'tveg' below lower bound of %ld     Index '%ld' of dimension 1 of array 'tveg' above upper bound of %ld     Index '%ld' of dimension 1 of array 'ta' below lower bound of %ld       Index '%ld' of dimension 1 of array 'ta' above upper bound of %ld       At line 13471 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13473 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13474 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13475 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13476 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13487 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13488 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'cveg' below lower bound of %ld     At line 13490 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'cveg' above upper bound of %ld     At line 13496 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'dh' below lower bound of %ld       At line 13497 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'dh' above upper bound of %ld       Index '%ld' of dimension 1 of array 'dw' below lower bound of %ld       At line 13498 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'dw' above upper bound of %ld       At line 13499 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13500 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13501 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13502 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13509 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13510 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13511 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13512 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13513 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13514 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13515 of file Sfc_Ibis_BioGeoPhysics.f90        Recursive call to nonrecursive procedure 'cascad2'      At line 13142 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'xai' outside of expected range (%ld:%ld)   At line 13234 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fveg' outside of expected range (%ld:%ld)  At line 13233 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13240 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13241 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13242 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13272 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13273 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13274 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13304 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13305 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13306 of file Sfc_Ibis_BioGeoPhysics.f90        Recursive call to nonrecursive procedure 'steph2o'      At line 12930 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fint' outside of expected range (%ld:%ld)  At line 13006 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'drip' outside of expected range (%ld:%ld)  At line 13007 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'blow' outside of expected range (%ld:%ld)  At line 13008 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13015 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13017 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fint' below lower bound of %ld     At line 13018 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fint' above upper bound of %ld     At line 13020 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13046 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'drip' below lower bound of %ld     At line 13050 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'drip' above upper bound of %ld     At line 13052 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13054 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'rain' below lower bound of %ld     Index '%ld' of dimension 1 of array 'rain' above upper bound of %ld     Index '%ld' of dimension 1 of array 'pflux' below lower bound of %ld    At line 13055 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'pflux' above upper bound of %ld    Index '%ld' of dimension 1 of array 'train' below lower bound of %ld    Index '%ld' of dimension 1 of array 'train' above upper bound of %ld    At line 13056 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13058 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13059 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13060 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13061 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'blow' below lower bound of %ld     At line 13065 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'blow' above upper bound of %ld     At line 13066 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13068 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'snow' below lower bound of %ld     Index '%ld' of dimension 1 of array 'snow' above upper bound of %ld     At line 13069 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'tsnow' below lower bound of %ld    Index '%ld' of dimension 1 of array 'tsnow' above upper bound of %ld    At line 13070 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13072 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13073 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13074 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13075 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13087 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13092 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13094 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13095 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13096 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13097 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13102 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13104 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13105 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13106 of file Sfc_Ibis_BioGeoPhysics.f90        At line 13107 of file Sfc_Ibis_BioGeoPhysics.f90        Recursive call to nonrecursive procedure 'cascade'      At line 12488 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12630 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'x4' outside of expected range (%ld:%ld)    At line 12639 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'x3' outside of expected range (%ld:%ld)    At line 12638 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'x2' outside of expected range (%ld:%ld)    At line 12637 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'x1' outside of expected range (%ld:%ld)    At line 12636 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'tsnow' outside of expected range (%ld:%ld) At line 12635 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'train' outside of expected range (%ld:%ld) At line 12633 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'snow' outside of expected range (%ld:%ld)  At line 12634 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'rain' outside of expected range (%ld:%ld)  At line 12632 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12655 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'rainu' below lower bound of %ld    At line 12656 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'rainu' above upper bound of %ld    Index '%ld' of dimension 1 of array 'raina' below lower bound of %ld    Index '%ld' of dimension 1 of array 'raina' above upper bound of %ld    At line 12660 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12661 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'qa' below lower bound of %ld       Index '%ld' of dimension 1 of array 'qa' above upper bound of %ld       Index '%ld' of dimension 1 of array 'psurf' below lower bound of %ld    Index '%ld' of dimension 1 of array 'psurf' above upper bound of %ld    Index '%ld' of dimension 1 of array 'trainu' below lower bound of %ld   At line 12665 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'trainu' above upper bound of %ld   At line 12666 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12667 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 't12' below lower bound of %ld      Index '%ld' of dimension 1 of array 't12' above upper bound of %ld      At line 12670 of file Sfc_Ibis_BioGeoPhysics.f90   K    At line 12671 of file Sfc_Ibis_BioGeoPhysics.f90         rainfall temperature above upper canopy antes mix      At line 12672 of file Sfc_Ibis_BioGeoPhysics.f90 trainuaAt line 12674 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12675 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12677 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12679 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12699 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12700 of file Sfc_Ibis_BioGeoPhysics.f90         rainfall temperature above upper canopy depois mix     At line 12701 of file Sfc_Ibis_BioGeoPhysics.f90 trainudAt line 12703 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12704 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12706 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12708 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12713 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'snowu' below lower bound of %ld    At line 12714 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'snowu' above upper bound of %ld    Index '%ld' of dimension 1 of array 'snowa' below lower bound of %ld    Index '%ld' of dimension 1 of array 'snowa' above upper bound of %ld    Index '%ld' of dimension 1 of array 'tsnowu' below lower bound of %ld   At line 12715 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'tsnowu' above upper bound of %ld   At line 12716 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12717 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12736 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12737 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12738 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12739 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12740 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12741 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12774 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12775 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12810 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12811 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12812 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12813 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'x4' below lower bound of %ld       At line 12814 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'x4' above upper bound of %ld       Index '%ld' of dimension 1 of array 't34' below lower bound of %ld      Index '%ld' of dimension 1 of array 't34' above upper bound of %ld      At line 12829 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12830 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12831 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12832 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12833 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12850 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12851 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12852 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'rainl' below lower bound of %ld    Index '%ld' of dimension 1 of array 'rainl' above upper bound of %ld    At line 12853 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'trainl' below lower bound of %ld   Index '%ld' of dimension 1 of array 'trainl' above upper bound of %ld   At line 12854 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'snowl' below lower bound of %ld    Index '%ld' of dimension 1 of array 'snowl' above upper bound of %ld    At line 12855 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'tsnowl' below lower bound of %ld   Index '%ld' of dimension 1 of array 'tsnowl' above upper bound of %ld   At line 12891 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12892 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12893 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12908 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12909 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12910 of file Sfc_Ibis_BioGeoPhysics.f90        Recursive call to nonrecursive procedure 'fwetcal'      At line 12342 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12434 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12436 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12437 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12439 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12440 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12442 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12443 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12444 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12451 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12453 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12454 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12456 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12457 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12459 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12460 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12461 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12468 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12470 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12471 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12473 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12474 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12476 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12477 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12478 of file Sfc_Ibis_BioGeoPhysics.f90        Recursive call to nonrecursive procedure 'impexp2'      At line 12280 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'wimp' outside of expected range (%ld:%ld)  At line 12324 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12329 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 't' below lower bound of %ld        At line 12331 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 't' above upper bound of %ld        Index '%ld' of dimension 1 of array 'told' below lower bound of %ld     Index '%ld' of dimension 1 of array 'told' above upper bound of %ld     Index '%ld' of dimension 1 of array 'wimp' below lower bound of %ld     Index '%ld' of dimension 1 of array 'wimp' above upper bound of %ld     At line 12332 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12333 of file Sfc_Ibis_BioGeoPhysics.f90        Recursive call to nonrecursive procedure 'impexp'       At line 12183 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12240 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12261 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'ch' below lower bound of %ld       At line 12263 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'ch' above upper bound of %ld       At line 12268 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12269 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12271 of file Sfc_Ibis_BioGeoPhysics.f90        Recursive call to nonrecursive procedure 'fstrat3d'     At line 11865 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'stramx' outside of expected range (%ld:%ld)        At line 11944 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 'stramx' outside of expected range (%ld:%ld)        Index '%ld' of dimension 1 of array 'strahx' outside of expected range (%ld:%ld)        At line 11945 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 'strahx' outside of expected range (%ld:%ld)        Index '%ld' of dimension 1 of array 'rich' outside of expected range (%ld:%ld)  At line 11936 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'nq' outside of expected range (%ld:%ld)    At line 11951 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'np' outside of expected range (%ld:%ld)    At line 11950 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'indq' outside of expected range (%ld:%ld)  At line 11943 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 'indq' outside of expected range (%ld:%ld)  Index '%ld' of dimension 1 of array 'indp' outside of expected range (%ld:%ld)  At line 11942 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 'indp' outside of expected range (%ld:%ld)  At line 11963 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11964 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'layerrichu' outside of expected range (%ld:%ld)    At line 11965 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 'layerrichu' outside of expected range (%ld:%ld)    Index '%ld' of dimension 1 of array 'layerstramu' outside of expected range (%ld:%ld)   At line 11966 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 'layerstramu' outside of expected range (%ld:%ld)   Index '%ld' of dimension 1 of array 'layerstrahu' outside of expected range (%ld:%ld)   At line 11967 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 'layerstrahu' outside of expected range (%ld:%ld)   At line 11971 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11972 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 't_reflayer' below lower bound of %ld       At line 11976 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 't_reflayer' above upper bound of %ld       Index '%ld' of dimension 1 of array 't_reflayer' below lower bound of %ld       Index '%ld' of dimension 1 of array 't_reflayer' above upper bound of %ld       Index '%ld' of dimension 1 of array 'bps' below lower bound of %ld      Index '%ld' of dimension 1 of array 'bps' above upper bound of %ld      Index '%ld' of dimension 2 of array 'q_reflayer' below lower bound of %ld       Index '%ld' of dimension 2 of array 'q_reflayer' above upper bound of %ld       Index '%ld' of dimension 1 of array 'q_reflayer' below lower bound of %ld       Index '%ld' of dimension 1 of array 'q_reflayer' above upper bound of %ld       At line 11977 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 'zlayer' below lower bound of %ld   At line 11978 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 'zlayer' above upper bound of %ld   Index '%ld' of dimension 1 of array 'zlayer' below lower bound of %ld   Index '%ld' of dimension 1 of array 'zlayer' above upper bound of %ld   At line 11979 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 'layerrichu' below lower bound of %ld       At line 11983 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 'layerrichu' above upper bound of %ld       Index '%ld' of dimension 1 of array 'layerrichu' below lower bound of %ld       Index '%ld' of dimension 1 of array 'layerrichu' above upper bound of %ld       Index '%ld' of dimension 2 of array 'u_reflayer' below lower bound of %ld       At line 11984 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 'u_reflayer' above upper bound of %ld       Index '%ld' of dimension 1 of array 'u_reflayer' below lower bound of %ld       Index '%ld' of dimension 1 of array 'u_reflayer' above upper bound of %ld       At line 11988 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11989 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11998 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11999 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12001 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'np' below lower bound of %ld       At line 12002 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'np' above upper bound of %ld       Index '%ld' of dimension 2 of array 'indp' below lower bound of %ld     At line 12003 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 'indp' above upper bound of %ld     Index '%ld' of dimension 1 of array 'indp' below lower bound of %ld     Index '%ld' of dimension 1 of array 'indp' above upper bound of %ld     Index '%ld' of dimension 1 of array 'nq' below lower bound of %ld       At line 12005 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'nq' above upper bound of %ld       Index '%ld' of dimension 2 of array 'indq' below lower bound of %ld     At line 12006 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 'indq' above upper bound of %ld     Index '%ld' of dimension 1 of array 'indq' below lower bound of %ld     Index '%ld' of dimension 1 of array 'indq' above upper bound of %ld     At line 12018 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12020 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12022 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12024 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 'alog_layer' below lower bound of %ld       At line 12036 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 'alog_layer' above upper bound of %ld       Index '%ld' of dimension 1 of array 'alog_layer' below lower bound of %ld       Index '%ld' of dimension 1 of array 'alog_layer' above upper bound of %ld       Index '%ld' of dimension 2 of array 'alogreflayer' below lower bound of %ld     Index '%ld' of dimension 2 of array 'alogreflayer' above upper bound of %ld     Index '%ld' of dimension 1 of array 'alogreflayer' below lower bound of %ld     Index '%ld' of dimension 1 of array 'alogreflayer' above upper bound of %ld     At line 12043 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12050 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 'stramx' below lower bound of %ld   At line 12112 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 'stramx' above upper bound of %ld   Index '%ld' of dimension 1 of array 'stramx' below lower bound of %ld   Index '%ld' of dimension 1 of array 'stramx' above upper bound of %ld   Index '%ld' of dimension 2 of array 'strahx' below lower bound of %ld   At line 12113 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 'strahx' above upper bound of %ld   Index '%ld' of dimension 1 of array 'strahx' below lower bound of %ld   Index '%ld' of dimension 1 of array 'strahx' above upper bound of %ld   At line 12128 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12130 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12132 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12134 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'rich' below lower bound of %ld     At line 12138 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'rich' above upper bound of %ld     At line 12140 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12141 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12155 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12158 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 'layerstramu' below lower bound of %ld      At line 12160 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 'layerstramu' above upper bound of %ld      Index '%ld' of dimension 1 of array 'layerstramu' below lower bound of %ld      Index '%ld' of dimension 1 of array 'layerstramu' above upper bound of %ld      Index '%ld' of dimension 2 of array 'layerstrahu' below lower bound of %ld      At line 12161 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 'layerstrahu' above upper bound of %ld      Index '%ld' of dimension 1 of array 'layerstrahu' below lower bound of %ld      Index '%ld' of dimension 1 of array 'layerstrahu' above upper bound of %ld      At line 12169 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12171 of file Sfc_Ibis_BioGeoPhysics.f90        At line 12172 of file Sfc_Ibis_BioGeoPhysics.f90        Recursive call to nonrecursive procedure 'fstrat'       At line 11585 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11646 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11647 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11645 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11644 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11670 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'tt' below lower bound of %ld       At line 11674 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'tt' above upper bound of %ld       Index '%ld' of dimension 1 of array 'qt' below lower bound of %ld       Index '%ld' of dimension 1 of array 'qt' above upper bound of %ld       Index '%ld' of dimension 1 of array 'tb' below lower bound of %ld       At line 11675 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'tb' above upper bound of %ld       Index '%ld' of dimension 1 of array 'qb' below lower bound of %ld       Index '%ld' of dimension 1 of array 'qb' above upper bound of %ld       At line 11679 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'zt' below lower bound of %ld       Index '%ld' of dimension 1 of array 'zt' above upper bound of %ld       Index '%ld' of dimension 1 of array 'zb' below lower bound of %ld       Index '%ld' of dimension 1 of array 'zb' above upper bound of %ld       Index '%ld' of dimension 1 of array 'u' below lower bound of %ld        At line 11680 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'u' above upper bound of %ld        At line 11684 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11690 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11692 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11694 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11697 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11710 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11712 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'alt' below lower bound of %ld      At line 11724 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'alt' above upper bound of %ld      Index '%ld' of dimension 1 of array 'albm' below lower bound of %ld     Index '%ld' of dimension 1 of array 'albm' above upper bound of %ld     At line 11731 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'albh' below lower bound of %ld     Index '%ld' of dimension 1 of array 'albh' above upper bound of %ld     At line 11738 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11801 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11802 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11817 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11819 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11823 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11825 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11826 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11840 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'stram' below lower bound of %ld    At line 11842 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'stram' above upper bound of %ld    Index '%ld' of dimension 1 of array 'strah' below lower bound of %ld    At line 11843 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'strah' above upper bound of %ld    At line 11851 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11853 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11854 of file Sfc_Ibis_BioGeoPhysics.f90        Recursive call to nonrecursive procedure 'turvap'       At line 10237 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'vec' outside of expected range (%ld:%ld)   At line 10662 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'tupre' outside of expected range (%ld:%ld) At line 10651 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'tspre' outside of expected range (%ld:%ld) At line 10652 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'tlpre' outside of expected range (%ld:%ld) At line 10653 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'tipre' outside of expected range (%ld:%ld) At line 10655 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'tgpre' outside of expected range (%ld:%ld) At line 10654 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'suw' outside of expected range (%ld:%ld)   At line 10640 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'sut' outside of expected range (%ld:%ld)   At line 10643 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'suh' outside of expected range (%ld:%ld)   At line 10646 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'ssw' outside of expected range (%ld:%ld)   At line 10641 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'ssh' outside of expected range (%ld:%ld)   At line 10647 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'slw' outside of expected range (%ld:%ld)   At line 10642 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'slt0' outside of expected range (%ld:%ld)  At line 10645 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'slt' outside of expected range (%ld:%ld)   At line 10644 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'slh' outside of expected range (%ld:%ld)   At line 10648 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'rhs' outside of expected range (%ld:%ld)   At line 10661 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'qu' outside of expected range (%ld:%ld)    At line 10629 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'qs' outside of expected range (%ld:%ld)    At line 10630 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'ql' outside of expected range (%ld:%ld)    At line 10631 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'qi' outside of expected range (%ld:%ld)    At line 10633 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'qgfac0' outside of expected range (%ld:%ld)        At line 10650 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'qgfac' outside of expected range (%ld:%ld) At line 10649 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'qg' outside of expected range (%ld:%ld)    At line 10632 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fradu' outside of expected range (%ld:%ld) At line 10626 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'frads' outside of expected range (%ld:%ld) At line 10627 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fradl' outside of expected range (%ld:%ld) At line 10628 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'dqu' outside of expected range (%ld:%ld)   At line 10634 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'dqs' outside of expected range (%ld:%ld)   At line 10635 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'dql' outside of expected range (%ld:%ld)   At line 10636 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'dqi' outside of expected range (%ld:%ld)   At line 10638 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'dqg' outside of expected range (%ld:%ld)   At line 10637 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'arr' outside of expected range (%ld:%ld)   At line 10660 of file Sfc_Ibis_BioGeoPhysics.f90        At line 10813 of file Sfc_Ibis_BioGeoPhysics.f90        At line 10814 of file Sfc_Ibis_BioGeoPhysics.f90        At line 10815 of file Sfc_Ibis_BioGeoPhysics.f90        At line 10820 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'xu' below lower bound of %ld       At line 10821 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'xu' above upper bound of %ld       Index '%ld' of dimension 1 of array 'xs' below lower bound of %ld       At line 10822 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'xs' above upper bound of %ld       Index '%ld' of dimension 1 of array 'xl' below lower bound of %ld       At line 10823 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'xl' above upper bound of %ld       At line 10828 of file Sfc_Ibis_BioGeoPhysics.f90        At line 10829 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'chux' below lower bound of %ld     At line 10830 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'chux' above upper bound of %ld     Index '%ld' of dimension 1 of array 'chu' below lower bound of %ld      Index '%ld' of dimension 1 of array 'chu' above upper bound of %ld      Index '%ld' of dimension 1 of array 'chsx' below lower bound of %ld     At line 10831 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'chsx' above upper bound of %ld     Index '%ld' of dimension 1 of array 'chs' below lower bound of %ld      Index '%ld' of dimension 1 of array 'chs' above upper bound of %ld      Index '%ld' of dimension 1 of array 'chlx' below lower bound of %ld     At line 10832 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'chlx' above upper bound of %ld     Index '%ld' of dimension 1 of array 'chl' below lower bound of %ld      Index '%ld' of dimension 1 of array 'chl' above upper bound of %ld      At line 10835 of file Sfc_Ibis_BioGeoPhysics.f90        At line 10837 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'chgx' below lower bound of %ld     At line 10839 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'chgx' above upper bound of %ld     Index '%ld' of dimension 1 of array 'wpud' below lower bound of %ld     Index '%ld' of dimension 1 of array 'wpud' above upper bound of %ld     Index '%ld' of dimension 1 of array 'wipud' below lower bound of %ld    Index '%ld' of dimension 1 of array 'wipud' above upper bound of %ld    At line 10840 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 'csoi' above upper bound of %ld     Index '%ld' of dimension 1 of array 'csoi' below lower bound of %ld     Index '%ld' of dimension 1 of array 'csoi' above upper bound of %ld     Index '%ld' of dimension 2 of array 'rhosoi' above upper bound of %ld   Index '%ld' of dimension 1 of array 'rhosoi' below lower bound of %ld   Index '%ld' of dimension 1 of array 'rhosoi' above upper bound of %ld   At line 10841 of file Sfc_Ibis_BioGeoPhysics.f90        At line 10842 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 'hsoi' above upper bound of %ld     At line 10843 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'hsoi' below lower bound of %ld     Index '%ld' of dimension 1 of array 'hsoi' above upper bound of %ld     Index '%ld' of dimension 1 of array 'wlgx' below lower bound of %ld     At line 10845 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'wlgx' above upper bound of %ld     At line 10846 of file Sfc_Ibis_BioGeoPhysics.f90        At line 10847 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'wigx' below lower bound of %ld     At line 10849 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'wigx' above upper bound of %ld     At line 10855 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'cog' below lower bound of %ld      At line 10856 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'cog' above upper bound of %ld      Index '%ld' of dimension 2 of array 'consoi' above upper bound of %ld   Index '%ld' of dimension 1 of array 'consoi' below lower bound of %ld   Index '%ld' of dimension 1 of array 'consoi' above upper bound of %ld   Index '%ld' of dimension 1 of array 'coi' below lower bound of %ld      At line 10857 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'coi' above upper bound of %ld      Index '%ld' of dimension 2 of array 'hsno' above upper bound of %ld     Index '%ld' of dimension 1 of array 'hsno' below lower bound of %ld     Index '%ld' of dimension 1 of array 'hsno' above upper bound of %ld     At line 10864 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'zirg' below lower bound of %ld     At line 10865 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'zirg' above upper bound of %ld     Index '%ld' of dimension 1 of array 'ziri' below lower bound of %ld     At line 10866 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'ziri' above upper bound of %ld     At line 10871 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'tuold' below lower bound of %ld    At line 10872 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'tuold' above upper bound of %ld    Index '%ld' of dimension 1 of array 'tsold' below lower bound of %ld    At line 10873 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'tsold' above upper bound of %ld    Index '%ld' of dimension 1 of array 'tlold' below lower bound of %ld    At line 10874 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'tlold' above upper bound of %ld    Index '%ld' of dimension 1 of array 'tgold' below lower bound of %ld    At line 10875 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'tgold' above upper bound of %ld    Index '%ld' of dimension 1 of array 'tiold' below lower bound of %ld    At line 10876 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'tiold' above upper bound of %ld    At line 10954 of file Sfc_Ibis_BioGeoPhysics.f90        At line 10955 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'wu' below lower bound of %ld       Index '%ld' of dimension 1 of array 'wu' above upper bound of %ld       At line 10956 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'ws' below lower bound of %ld       Index '%ld' of dimension 1 of array 'ws' above upper bound of %ld       At line 10957 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'wl' below lower bound of %ld       Index '%ld' of dimension 1 of array 'wl' above upper bound of %ld       At line 10958 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'wg' below lower bound of %ld       Index '%ld' of dimension 1 of array 'wg' above upper bound of %ld       At line 10959 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'wi' below lower bound of %ld       Index '%ld' of dimension 1 of array 'wi' above upper bound of %ld       At line 10964 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'tupre' below lower bound of %ld    At line 10965 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'tupre' above upper bound of %ld    Index '%ld' of dimension 1 of array 'tspre' below lower bound of %ld    At line 10966 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'tspre' above upper bound of %ld    Index '%ld' of dimension 1 of array 'tlpre' below lower bound of %ld    At line 10967 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'tlpre' above upper bound of %ld    Index '%ld' of dimension 1 of array 'tgpre' below lower bound of %ld    At line 10968 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'tgpre' above upper bound of %ld    Index '%ld' of dimension 1 of array 'tipre' below lower bound of %ld    At line 10969 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'tipre' above upper bound of %ld    At line 10982 of file Sfc_Ibis_BioGeoPhysics.f90        At line 10991 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'qu' below lower bound of %ld       At line 10992 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'qu' above upper bound of %ld       Index '%ld' of dimension 1 of array 'dqu' below lower bound of %ld      At line 10993 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'dqu' above upper bound of %ld      At line 10994 of file Sfc_Ibis_BioGeoPhysics.f90        At line 10996 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'qs' below lower bound of %ld       At line 10997 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'qs' above upper bound of %ld       Index '%ld' of dimension 1 of array 'dqs' below lower bound of %ld      At line 10998 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'dqs' above upper bound of %ld      At line 10999 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11001 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'ql' below lower bound of %ld       At line 11002 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'ql' above upper bound of %ld       Index '%ld' of dimension 1 of array 'dql' below lower bound of %ld      At line 11003 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'dql' above upper bound of %ld      At line 11004 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11006 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'qg' below lower bound of %ld       At line 11007 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'qg' above upper bound of %ld       Index '%ld' of dimension 1 of array 'dqg' below lower bound of %ld      At line 11008 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'dqg' above upper bound of %ld      At line 11009 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11011 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'qi' below lower bound of %ld       At line 11012 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'qi' above upper bound of %ld       Index '%ld' of dimension 1 of array 'dqi' below lower bound of %ld      At line 11013 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'dqi' above upper bound of %ld      At line 11014 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11037 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11042 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11043 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 'suction' above upper bound of %ld  At line 11053 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'suction' below lower bound of %ld  Index '%ld' of dimension 1 of array 'suction' above upper bound of %ld  Index '%ld' of dimension 2 of array 'bex' above upper bound of %ld      Index '%ld' of dimension 1 of array 'bex' below lower bound of %ld      Index '%ld' of dimension 1 of array 'bex' above upper bound of %ld      At line 11054 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'q34' below lower bound of %ld      At line 11062 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'q34' above upper bound of %ld      Index '%ld' of dimension 2 of array 'swilt' above upper bound of %ld    At line 11069 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'swilt' below lower bound of %ld    Index '%ld' of dimension 1 of array 'swilt' above upper bound of %ld    At line 11075 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11076 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11077 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'cp' below lower bound of %ld       At line 11079 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'cp' above upper bound of %ld       Index '%ld' of dimension 1 of array 'sg' below lower bound of %ld       Index '%ld' of dimension 1 of array 'sg' above upper bound of %ld       Index '%ld' of dimension 1 of array 'qgfac0' below lower bound of %ld   At line 11085 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'qgfac0' above upper bound of %ld   At line 11100 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fwetux' below lower bound of %ld   At line 11102 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fwetux' above upper bound of %ld   Index '%ld' of dimension 1 of array 'q12' below lower bound of %ld      At line 11103 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'q12' above upper bound of %ld      Index '%ld' of dimension 1 of array 'fwetsx' below lower bound of %ld   At line 11105 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fwetsx' above upper bound of %ld   At line 11106 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fwetlx' below lower bound of %ld   At line 11108 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fwetlx' above upper bound of %ld   At line 11109 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'qgfac' below lower bound of %ld    At line 11111 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'qgfac' above upper bound of %ld    At line 11112 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fradu' below lower bound of %ld    At line 11116 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fradu' above upper bound of %ld    At line 11118 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11119 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'frads' below lower bound of %ld    At line 11121 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'frads' above upper bound of %ld    At line 11123 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11124 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fradl' below lower bound of %ld    At line 11126 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fradl' above upper bound of %ld    At line 11128 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11129 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11130 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11144 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'suw' below lower bound of %ld      At line 11148 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'suw' above upper bound of %ld      Index '%ld' of dimension 1 of array 'su' below lower bound of %ld       Index '%ld' of dimension 1 of array 'su' above upper bound of %ld       At line 11149 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11150 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'sut' below lower bound of %ld      At line 11154 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'sut' above upper bound of %ld      Index '%ld' of dimension 1 of array 'totcondub' below lower bound of %ld        At line 11155 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'totcondub' above upper bound of %ld        Index '%ld' of dimension 2 of array 'frac' above upper bound of %ld     Index '%ld' of dimension 1 of array 'frac' below lower bound of %ld     Index '%ld' of dimension 1 of array 'frac' above upper bound of %ld     At line 11156 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11157 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'totconduc' below lower bound of %ld        At line 11158 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'totconduc' above upper bound of %ld        At line 11159 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11160 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11161 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11162 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11164 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'suh' below lower bound of %ld      At line 11168 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'suh' above upper bound of %ld      At line 11169 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11170 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'ssw' below lower bound of %ld      At line 11174 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'ssw' above upper bound of %ld      Index '%ld' of dimension 1 of array 'ss' below lower bound of %ld       Index '%ld' of dimension 1 of array 'ss' above upper bound of %ld       At line 11175 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11176 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'ssh' below lower bound of %ld      At line 11180 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'ssh' above upper bound of %ld      At line 11181 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'slw' below lower bound of %ld      At line 11185 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'slw' above upper bound of %ld      Index '%ld' of dimension 1 of array 'sl' below lower bound of %ld       Index '%ld' of dimension 1 of array 'sl' above upper bound of %ld       At line 11186 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11187 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'slt0' below lower bound of %ld     At line 11193 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'slt0' above upper bound of %ld     Index '%ld' of dimension 1 of array 'totcondls' below lower bound of %ld        At line 11194 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'totcondls' above upper bound of %ld        At line 11195 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'totcondl4' below lower bound of %ld        At line 11196 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'totcondl4' above upper bound of %ld        Index '%ld' of dimension 1 of array 'totcondl3' below lower bound of %ld        At line 11197 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'totcondl3' above upper bound of %ld        At line 11199 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'slt' below lower bound of %ld      At line 11203 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'slt' above upper bound of %ld      Index '%ld' of dimension 1 of array 'slh' below lower bound of %ld      At line 11207 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'slh' above upper bound of %ld      At line 11208 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11209 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11218 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11219 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11220 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11221 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11225 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11226 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11227 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11238 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11240 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11241 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11242 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11243 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11244 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11245 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11246 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11247 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11248 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11249 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'pfluxu' below lower bound of %ld   Index '%ld' of dimension 1 of array 'pfluxu' above upper bound of %ld   At line 11255 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11257 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11258 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11259 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11260 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11261 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11262 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11263 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11264 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11265 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11266 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'pfluxs' below lower bound of %ld   Index '%ld' of dimension 1 of array 'pfluxs' above upper bound of %ld   At line 11272 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11276 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11277 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11278 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11279 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11280 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11281 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11282 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11283 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11284 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11285 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'pfluxl' below lower bound of %ld   Index '%ld' of dimension 1 of array 'pfluxl' above upper bound of %ld   At line 11294 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11296 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11297 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11298 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11299 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11300 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'cu' below lower bound of %ld       Index '%ld' of dimension 1 of array 'cu' above upper bound of %ld       Index '%ld' of dimension 1 of array 'cl' below lower bound of %ld       Index '%ld' of dimension 1 of array 'cl' above upper bound of %ld       At line 11301 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11302 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11303 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11304 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11311 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11313 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11314 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'si' below lower bound of %ld       Index '%ld' of dimension 1 of array 'si' above upper bound of %ld       At line 11315 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11316 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11317 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11318 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11319 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11320 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11321 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11322 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11323 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11330 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11332 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11333 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11334 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11335 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11336 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11338 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11339 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11340 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11341 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11347 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11349 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11350 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11351 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11352 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11353 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11354 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11355 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11356 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11357 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11358 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11359 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11371 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11373 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11374 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'hvasug' below lower bound of %ld   Index '%ld' of dimension 1 of array 'hvasug' above upper bound of %ld   At line 11375 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11376 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11377 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11378 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11379 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11380 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 'tsoi' above upper bound of %ld     Index '%ld' of dimension 1 of array 'tsoi' below lower bound of %ld     Index '%ld' of dimension 1 of array 'tsoi' above upper bound of %ld     At line 11381 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11389 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11391 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11392 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'hvasui' below lower bound of %ld   Index '%ld' of dimension 1 of array 'hvasui' above upper bound of %ld   At line 11393 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11394 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11395 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11396 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11397 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11398 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11399 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11405 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11417 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11426 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11428 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11429 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11430 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11431 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11432 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11433 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11434 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11436 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11437 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11453 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11455 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11457 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fseng' below lower bound of %ld    At line 11458 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fseng' above upper bound of %ld    At line 11460 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fseni' below lower bound of %ld    At line 11461 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fseni' above upper bound of %ld    At line 11463 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fsenu' below lower bound of %ld    At line 11464 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fsenu' above upper bound of %ld    At line 11466 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fsens' below lower bound of %ld    At line 11467 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fsens' above upper bound of %ld    At line 11469 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fsenl' below lower bound of %ld    At line 11470 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fsenl' above upper bound of %ld    At line 11478 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11482 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11487 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fvapuw' below lower bound of %ld   At line 11489 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fvapuw' above upper bound of %ld   Index '%ld' of dimension 1 of array 'fvaput' below lower bound of %ld   At line 11490 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fvaput' above upper bound of %ld   At line 11494 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fvaps' below lower bound of %ld    At line 11495 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fvaps' above upper bound of %ld    At line 11501 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fvaplw' below lower bound of %ld   At line 11502 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fvaplw' above upper bound of %ld   Index '%ld' of dimension 1 of array 'fvaplt' below lower bound of %ld   At line 11503 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fvaplt' above upper bound of %ld   At line 11507 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fvapg' below lower bound of %ld    At line 11508 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fvapg' above upper bound of %ld    At line 11512 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fvapi' below lower bound of %ld    At line 11513 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'fvapi' above upper bound of %ld    At line 11519 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11521 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11522 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11523 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11524 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11528 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11536 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11537 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 'upsoiu' below lower bound of %ld   At line 11543 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 'upsoiu' above upper bound of %ld   Index '%ld' of dimension 1 of array 'upsoiu' below lower bound of %ld   Index '%ld' of dimension 1 of array 'upsoiu' above upper bound of %ld   Index '%ld' of dimension 2 of array 'stressu' below lower bound of %ld  At line 11544 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 'stressu' above upper bound of %ld  Index '%ld' of dimension 1 of array 'stressu' below lower bound of %ld  Index '%ld' of dimension 1 of array 'stressu' above upper bound of %ld  Index '%ld' of dimension 1 of array 'stresstu' below lower bound of %ld Index '%ld' of dimension 1 of array 'stresstu' above upper bound of %ld Index '%ld' of dimension 2 of array 'upsoil' below lower bound of %ld   At line 11546 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 'upsoil' above upper bound of %ld   Index '%ld' of dimension 1 of array 'upsoil' below lower bound of %ld   Index '%ld' of dimension 1 of array 'upsoil' above upper bound of %ld   At line 11547 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 'stressl' below lower bound of %ld  At line 11548 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 2 of array 'stressl' above upper bound of %ld  Index '%ld' of dimension 1 of array 'stressl' below lower bound of %ld  Index '%ld' of dimension 1 of array 'stressl' above upper bound of %ld  Index '%ld' of dimension 1 of array 'stresstl' below lower bound of %ld Index '%ld' of dimension 1 of array 'stresstl' above upper bound of %ld At line 11556 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'ginvap' below lower bound of %ld   At line 11560 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'ginvap' above upper bound of %ld   At line 11561 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11562 of file Sfc_Ibis_BioGeoPhysics.f90        At line 11563 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'gsuvap' below lower bound of %ld   At line 11567 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'gsuvap' above upper bound of %ld   Index '%ld' of dimension 1 of array 'gtrans' below lower bound of %ld   At line 11571 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'gtrans' above upper bound of %ld   At line 11572 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'gtransu' below lower bound of %ld  At line 11574 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'gtransu' above upper bound of %ld  Index '%ld' of dimension 1 of array 'gtransl' below lower bound of %ld  At line 11575 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'gtransl' above upper bound of %ld  Recursive call to nonrecursive procedure 'turcof'       At line 9672 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'yu' outside of expected range (%ld:%ld)    At line 9870 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'yl' outside of expected range (%ld:%ld)    At line 9871 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'xfac' outside of expected range (%ld:%ld)  At line 9849 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9876 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9923 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'alog4' below lower bound of %ld    At line 9925 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'alog4' above upper bound of %ld    Index '%ld' of dimension 1 of array 'alogav' below lower bound of %ld   Index '%ld' of dimension 1 of array 'alogav' above upper bound of %ld   Index '%ld' of dimension 1 of array 'bdl' below lower bound of %ld      Index '%ld' of dimension 1 of array 'bdl' above upper bound of %ld      Index '%ld' of dimension 1 of array 'expl' below lower bound of %ld     At line 9927 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'expl' above upper bound of %ld     Index '%ld' of dimension 1 of array 'yl' below lower bound of %ld       At line 9928 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'yl' above upper bound of %ld       At line 9929 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'alogl' below lower bound of %ld    At line 9931 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'alogl' above upper bound of %ld    Index '%ld' of dimension 1 of array 'alog3' below lower bound of %ld    Index '%ld' of dimension 1 of array 'alog3' above upper bound of %ld    At line 9940 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'alog2' below lower bound of %ld    At line 9942 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'alog2' above upper bound of %ld    Index '%ld' of dimension 1 of array 'bdu' below lower bound of %ld      Index '%ld' of dimension 1 of array 'bdu' above upper bound of %ld      Index '%ld' of dimension 1 of array 'straml' below lower bound of %ld   Index '%ld' of dimension 1 of array 'straml' above upper bound of %ld   Index '%ld' of dimension 1 of array 'expu' below lower bound of %ld     At line 9944 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'expu' above upper bound of %ld     Index '%ld' of dimension 1 of array 'yu' below lower bound of %ld       At line 9945 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'yu' above upper bound of %ld       Index '%ld' of dimension 1 of array 'alogu' below lower bound of %ld    At line 9947 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'alogu' above upper bound of %ld    Index '%ld' of dimension 1 of array 'alog1' below lower bound of %ld    Index '%ld' of dimension 1 of array 'alog1' above upper bound of %ld    At line 9965 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'ua' below lower bound of %ld       At line 9991 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'ua' above upper bound of %ld       Index '%ld' of dimension 1 of array 'aloga' below lower bound of %ld    Index '%ld' of dimension 1 of array 'aloga' above upper bound of %ld    Index '%ld' of dimension 1 of array 'stramu' below lower bound of %ld   Index '%ld' of dimension 1 of array 'stramu' above upper bound of %ld   At line 10006 of file Sfc_Ibis_BioGeoPhysics.f90        At line 10007 of file Sfc_Ibis_BioGeoPhysics.f90        At line 10025 of file Sfc_Ibis_BioGeoPhysics.f90        At line 10027 of file Sfc_Ibis_BioGeoPhysics.f90        At line 10028 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'u1' below lower bound of %ld       At line 10035 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'u1' above upper bound of %ld       Index '%ld' of dimension 1 of array 'u12' below lower bound of %ld      At line 10037 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'u12' above upper bound of %ld      Index '%ld' of dimension 1 of array 'exphu' below lower bound of %ld    Index '%ld' of dimension 1 of array 'exphu' above upper bound of %ld    Index '%ld' of dimension 1 of array 'u2' below lower bound of %ld       At line 10039 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'u2' above upper bound of %ld       Index '%ld' of dimension 1 of array 'u3' below lower bound of %ld       At line 10041 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'u3' above upper bound of %ld       Index '%ld' of dimension 1 of array 'u34' below lower bound of %ld      At line 10043 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'u34' above upper bound of %ld      Index '%ld' of dimension 1 of array 'exphl' below lower bound of %ld    Index '%ld' of dimension 1 of array 'exphl' above upper bound of %ld    Index '%ld' of dimension 1 of array 'u4' below lower bound of %ld       At line 10045 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'u4' above upper bound of %ld       At line 10047 of file Sfc_Ibis_BioGeoPhysics.f90        At line 10048 of file Sfc_Ibis_BioGeoPhysics.f90        At line 10049 of file Sfc_Ibis_BioGeoPhysics.f90        At line 10050 of file Sfc_Ibis_BioGeoPhysics.f90        At line 10051 of file Sfc_Ibis_BioGeoPhysics.f90        At line 10052 of file Sfc_Ibis_BioGeoPhysics.f90        At line 10053 of file Sfc_Ibis_BioGeoPhysics.f90        At line 10054 of file Sfc_Ibis_BioGeoPhysics.f90        At line 10093 of file Sfc_Ibis_BioGeoPhysics.f90        At line 10098 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'strahu' below lower bound of %ld   Index '%ld' of dimension 1 of array 'strahu' above upper bound of %ld   Index '%ld' of dimension 1 of array 'rhoa' below lower bound of %ld     At line 10104 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'rhoa' above upper bound of %ld     At line 10109 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'z1' below lower bound of %ld       Index '%ld' of dimension 1 of array 'z1' above upper bound of %ld       Index '%ld' of dimension 1 of array 'z12' below lower bound of %ld      Index '%ld' of dimension 1 of array 'z12' above upper bound of %ld      Index '%ld' of dimension 1 of array 'diu' below lower bound of %ld      At line 10118 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'diu' above upper bound of %ld      At line 10123 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'z2' below lower bound of %ld       Index '%ld' of dimension 1 of array 'z2' above upper bound of %ld       At line 10128 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'strahl' below lower bound of %ld   Index '%ld' of dimension 1 of array 'strahl' above upper bound of %ld   Index '%ld' of dimension 1 of array 'dil' below lower bound of %ld      At line 10134 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'dil' above upper bound of %ld      Index '%ld' of dimension 1 of array 'z3' below lower bound of %ld       Index '%ld' of dimension 1 of array 'z3' above upper bound of %ld       Index '%ld' of dimension 1 of array 'z34' below lower bound of %ld      Index '%ld' of dimension 1 of array 'z34' above upper bound of %ld      At line 10139 of file Sfc_Ibis_BioGeoPhysics.f90        Index '%ld' of dimension 1 of array 'z4' below lower bound of %ld       Index '%ld' of dimension 1 of array 'z4' above upper bound of %ld       At line 10144 of file Sfc_Ibis_BioGeoPhysics.f90        At line 10149 of file Sfc_Ibis_BioGeoPhysics.f90        At line 10159 of file Sfc_Ibis_BioGeoPhysics.f90        At line 10165 of file Sfc_Ibis_BioGeoPhysics.f90        At line 10171 of file Sfc_Ibis_BioGeoPhysics.f90        At line 10191 of file Sfc_Ibis_BioGeoPhysics.f90        At line 10192 of file Sfc_Ibis_BioGeoPhysics.f90        At line 10196 of file Sfc_Ibis_BioGeoPhysics.f90        At line 10197 of file Sfc_Ibis_BioGeoPhysics.f90        Recursive call to nonrecursive procedure 'canini'       At line 9187 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'zreflayer' outside of expected range (%ld:%ld)     At line 9330 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'zreflayer' outside of expected range (%ld:%ld)     Index '%ld' of dimension 1 of array 'nzcop' outside of expected range (%ld:%ld) At line 9328 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9357 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'zlayer' outside of expected range (%ld:%ld)        At line 9358 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'zlayer' outside of expected range (%ld:%ld)        At line 9365 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9368 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9370 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9371 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9373 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9383 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9390 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'z0soi' below lower bound of %ld    At line 9394 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'z0soi' above upper bound of %ld    At line 9398 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'ztop' below lower bound of %ld     Index '%ld' of dimension 1 of array 'ztop' above upper bound of %ld     At line 9402 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'zbot' below lower bound of %ld     Index '%ld' of dimension 1 of array 'zbot' above upper bound of %ld     At line 9406 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9409 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9413 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9417 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9421 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9425 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'zreflayer' above upper bound of %ld        At line 9427 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'zreflayer' below lower bound of %ld        Index '%ld' of dimension 1 of array 'zreflayer' above upper bound of %ld        At line 9428 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9429 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9430 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9431 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9432 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9433 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9434 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'za' below lower bound of %ld       Index '%ld' of dimension 1 of array 'za' above upper bound of %ld       At line 9439 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9441 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9442 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'zreflayer' below lower bound of %ld        At line 9460 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9464 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9471 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9505 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9509 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9540 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9541 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'displ' below lower bound of %ld    At line 9543 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'displ' above upper bound of %ld    At line 9550 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9552 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9559 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9577 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9586 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9596 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9613 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9614 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'dispu' below lower bound of %ld    At line 9616 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'dispu' above upper bound of %ld    At line 9622 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'alogg' below lower bound of %ld    At line 9624 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'alogg' above upper bound of %ld    Index '%ld' of dimension 1 of array 'alogi' below lower bound of %ld    At line 9625 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'alogi' above upper bound of %ld    At line 9626 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9630 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9631 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9632 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9633 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9634 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9637 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9638 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9639 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9640 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9641 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9642 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9643 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9644 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9649 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9650 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9651 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9657 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9658 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9661 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9662 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9663 of file Sfc_Ibis_BioGeoPhysics.f90 Recursive call to nonrecursive procedure 'idx'  At line 9168 of file Sfc_Ibis_BioGeoPhysics.f90 Recursive call to nonrecursive procedure 'drystress'    At line 9044 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9102 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9104 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'stressfac' below lower bound of %ld        At line 9106 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'stressfac' above upper bound of %ld        At line 9111 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9112 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9116 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'sfield' below lower bound of %ld   At line 9124 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'sfield' above upper bound of %ld   Index '%ld' of dimension 1 of array 'sfield' below lower bound of %ld   Index '%ld' of dimension 1 of array 'sfield' above upper bound of %ld   Index '%ld' of dimension 2 of array 'swilt' below lower bound of %ld    Index '%ld' of dimension 2 of array 'wsoi' below lower bound of %ld     At line 9129 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'wisoi' below lower bound of %ld    At line 9130 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9137 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9142 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'froot' below lower bound of %ld    Index '%ld' of dimension 2 of array 'froot' above upper bound of %ld    Index '%ld' of dimension 1 of array 'froot' below lower bound of %ld    Index '%ld' of dimension 1 of array 'froot' above upper bound of %ld    At line 9143 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9150 of file Sfc_Ibis_BioGeoPhysics.f90 At line 9151 of file Sfc_Ibis_BioGeoPhysics.f90 Recursive call to nonrecursive procedure 'co2'  At line 9002 of file Sfc_Ibis_BioGeoPhysics.f90 Recursive call to nonrecursive procedure 'stomata'      At line 7037 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'vmaxuc' outside of expected range (%ld:%ld)        At line 7275 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'vmaxub' outside of expected range (%ld:%ld)        At line 7274 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'vmaxls' outside of expected range (%ld:%ld)        At line 7276 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'vmaxl4' outside of expected range (%ld:%ld)        At line 7278 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'vmaxl3' outside of expected range (%ld:%ld)        At line 7277 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'vmax' outside of expected range (%ld:%ld)  At line 7273 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'tempvm' outside of expected range (%ld:%ld)        At line 7257 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'rdarkuc' outside of expected range (%ld:%ld)       At line 7280 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'rdarkub' outside of expected range (%ld:%ld)       At line 7279 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'rdarkls' outside of expected range (%ld:%ld)       At line 7281 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'rdarkl4' outside of expected range (%ld:%ld)       At line 7283 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'rdarkl3' outside of expected range (%ld:%ld)       At line 7282 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'pxaiu' outside of expected range (%ld:%ld) At line 7300 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'pxail' outside of expected range (%ld:%ld) At line 7302 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'plaiu' outside of expected range (%ld:%ld) At line 7301 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'plail' outside of expected range (%ld:%ld) At line 7303 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'js_uc' outside of expected range (%ld:%ld) At line 7328 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'js_ub' outside of expected range (%ld:%ld) At line 7327 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'js_ls' outside of expected range (%ld:%ld) At line 7329 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'js_l4' outside of expected range (%ld:%ld) At line 7331 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'js_l3' outside of expected range (%ld:%ld) At line 7330 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'ji_l4' outside of expected range (%ld:%ld) At line 7337 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'je_uc' outside of expected range (%ld:%ld) At line 7318 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'je_ub' outside of expected range (%ld:%ld) At line 7317 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'je_ls' outside of expected range (%ld:%ld) At line 7319 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'je_l4' outside of expected range (%ld:%ld) At line 7321 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'je_l3' outside of expected range (%ld:%ld) At line 7320 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'jc_uc' outside of expected range (%ld:%ld) At line 7323 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'jc_ub' outside of expected range (%ld:%ld) At line 7322 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'jc_ls' outside of expected range (%ld:%ld) At line 7324 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'jc_l4' outside of expected range (%ld:%ld) At line 7326 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'jc_l3' outside of expected range (%ld:%ld) At line 7325 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'aguc' outside of expected range (%ld:%ld)  At line 7285 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'agub' outside of expected range (%ld:%ld)  At line 7284 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'agls' outside of expected range (%ld:%ld)  At line 7286 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'agl4' outside of expected range (%ld:%ld)  At line 7288 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'agl3' outside of expected range (%ld:%ld)  At line 7287 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7469 of file Sfc_Ibis_BioGeoPhysics.f90  (% )   At line 7470 of file Sfc_Ibis_BioGeoPhysics.f90 probability of existence of each plant functional type in a gridcell    At line 7471 of file Sfc_Ibis_BioGeoPhysics.f90 exist1  At line 7473 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7474 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7476 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'exist' above upper bound of %ld    Index '%ld' of dimension 1 of array 'exist' below lower bound of %ld    Index '%ld' of dimension 1 of array 'exist' above upper bound of %ld    At line 7478 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7482 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7483 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7484 of file Sfc_Ibis_BioGeoPhysics.f90 exist2  At line 7486 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7487 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7489 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7491 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7495 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7496 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7497 of file Sfc_Ibis_BioGeoPhysics.f90 exist3  At line 7499 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7500 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7502 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7504 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7508 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7509 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7510 of file Sfc_Ibis_BioGeoPhysics.f90 exist4  At line 7512 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7513 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7515 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7517 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7521 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7522 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7523 of file Sfc_Ibis_BioGeoPhysics.f90 exist5  At line 7525 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7526 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7528 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7530 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7535 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7536 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7537 of file Sfc_Ibis_BioGeoPhysics.f90 exist6  At line 7539 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7540 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7542 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7544 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7549 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7550 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7551 of file Sfc_Ibis_BioGeoPhysics.f90 exist7  At line 7553 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7554 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7556 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7558 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7562 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7563 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7564 of file Sfc_Ibis_BioGeoPhysics.f90 exist8  At line 7566 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7567 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7569 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7571 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7575 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7576 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7577 of file Sfc_Ibis_BioGeoPhysics.f90 exist9  At line 7579 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7580 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7582 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7584 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7588 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7589 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7590 of file Sfc_Ibis_BioGeoPhysics.f90 exist10 At line 7592 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7593 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7595 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7597 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7601 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7602 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7603 of file Sfc_Ibis_BioGeoPhysics.f90 exist11 At line 7605 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7606 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7608 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7610 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7614 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7615 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7616 of file Sfc_Ibis_BioGeoPhysics.f90 exist12 At line 7618 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7619 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7621 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7623 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7636 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7640 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7646 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'tempvm' below lower bound of %ld   At line 7648 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'tempvm' above upper bound of %ld   Index '%ld' of dimension 1 of array 'ciub' below lower bound of %ld     At line 7659 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'ciub' above upper bound of %ld     Index '%ld' of dimension 1 of array 'ciuc' below lower bound of %ld     At line 7660 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'ciuc' above upper bound of %ld     At line 7664 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7670 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7671 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7672 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7697 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'vmaxub' below lower bound of %ld   At line 7698 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'vmaxub' above upper bound of %ld   Index '%ld' of dimension 1 of array 'vmax_pft' above upper bound of %ld At line 7699 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7700 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7702 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'vmax' below lower bound of %ld     At line 7707 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'vmax' above upper bound of %ld     Index '%ld' of dimension 1 of array 'rdarkub' below lower bound of %ld  At line 7708 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'rdarkub' above upper bound of %ld  Index '%ld' of dimension 1 of array 'je_ub' below lower bound of %ld    At line 7716 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'je_ub' above upper bound of %ld    At line 7717 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'jc_ub' below lower bound of %ld    At line 7721 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'jc_ub' above upper bound of %ld    At line 7722 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7739 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7740 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'js_ub' below lower bound of %ld    At line 7751 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'js_ub' above upper bound of %ld    At line 7768 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7769 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'agub' below lower bound of %ld     At line 7777 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'agub' above upper bound of %ld     At line 7778 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'csub' below lower bound of %ld     At line 7789 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'csub' above upper bound of %ld     At line 7790 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'gsub' below lower bound of %ld     At line 7794 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'gsub' above upper bound of %ld     At line 7796 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7800 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7801 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7822 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'vmaxuc' below lower bound of %ld   At line 7823 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'vmaxuc' above upper bound of %ld   At line 7825 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7831 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'rdarkuc' below lower bound of %ld  At line 7833 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'rdarkuc' above upper bound of %ld  Index '%ld' of dimension 1 of array 'je_uc' below lower bound of %ld    At line 7837 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'je_uc' above upper bound of %ld    At line 7838 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'jc_uc' below lower bound of %ld    At line 7842 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'jc_uc' above upper bound of %ld    At line 7843 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7860 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7861 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'js_uc' below lower bound of %ld    At line 7872 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'js_uc' above upper bound of %ld    At line 7890 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7891 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'aguc' below lower bound of %ld     At line 7898 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'aguc' above upper bound of %ld     At line 7899 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'csuc' below lower bound of %ld     At line 7917 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'csuc' above upper bound of %ld     At line 7918 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'gsuc' below lower bound of %ld     At line 7922 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'gsuc' above upper bound of %ld     At line 7924 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7928 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7929 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7973 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7974 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7975 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7976 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'pxaiu' below lower bound of %ld    At line 7982 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'pxaiu' above upper bound of %ld    Index '%ld' of dimension 1 of array 'plaiu' below lower bound of %ld    At line 7983 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'plaiu' above upper bound of %ld    At line 7994 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7998 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8000 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'a10scalparamu' below lower bound of %ld    At line 8004 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'a10scalparamu' above upper bound of %ld    At line 8005 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'a10daylightu' below lower bound of %ld     At line 8007 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'a10daylightu' above upper bound of %ld     At line 8008 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8014 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'agcub' below lower bound of %ld    At line 8028 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'agcub' above upper bound of %ld    Index '%ld' of dimension 1 of array 'agcuc' below lower bound of %ld    At line 8029 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'agcuc' above upper bound of %ld    Index '%ld' of dimension 1 of array 'ancub' below lower bound of %ld    At line 8031 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'ancub' above upper bound of %ld    Index '%ld' of dimension 1 of array 'ancuc' below lower bound of %ld    At line 8032 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'ancuc' above upper bound of %ld    At line 8037 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8038 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8042 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8044 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8046 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8047 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8052 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8055 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8056 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8061 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8063 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8064 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8066 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8067 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8075 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8079 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8087 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8089 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'cils' below lower bound of %ld     At line 8099 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'cils' above upper bound of %ld     Index '%ld' of dimension 1 of array 'cil3' below lower bound of %ld     At line 8100 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'cil3' above upper bound of %ld     Index '%ld' of dimension 1 of array 'cil4' below lower bound of %ld     At line 8101 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'cil4' above upper bound of %ld     At line 8105 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8111 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8112 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8113 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'vmaxls' below lower bound of %ld   At line 8127 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'vmaxls' above upper bound of %ld   At line 8131 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'rdarkls' below lower bound of %ld  At line 8133 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'rdarkls' above upper bound of %ld  Index '%ld' of dimension 1 of array 'je_ls' below lower bound of %ld    At line 8137 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'je_ls' above upper bound of %ld    At line 8138 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'jc_ls' below lower bound of %ld    At line 8142 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'jc_ls' above upper bound of %ld    At line 8143 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8148 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8149 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'js_ls' below lower bound of %ld    At line 8160 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'js_ls' above upper bound of %ld    At line 8177 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8178 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'agls' below lower bound of %ld     At line 8185 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'agls' above upper bound of %ld     At line 8186 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'csls' below lower bound of %ld     At line 8197 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'csls' above upper bound of %ld     At line 8198 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'gsls' below lower bound of %ld     At line 8202 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'gsls' above upper bound of %ld     At line 8203 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8205 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8209 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8210 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'vmaxl3' below lower bound of %ld   At line 8224 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'vmaxl3' above upper bound of %ld   At line 8228 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'rdarkl3' below lower bound of %ld  At line 8230 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'rdarkl3' above upper bound of %ld  Index '%ld' of dimension 1 of array 'je_l3' below lower bound of %ld    At line 8234 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'je_l3' above upper bound of %ld    At line 8235 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'jc_l3' below lower bound of %ld    At line 8239 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'jc_l3' above upper bound of %ld    At line 8240 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8245 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8246 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'js_l3' below lower bound of %ld    At line 8257 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'js_l3' above upper bound of %ld    At line 8274 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8275 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'agl3' below lower bound of %ld     At line 8282 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'agl3' above upper bound of %ld     At line 8283 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'csl3' below lower bound of %ld     At line 8294 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'csl3' above upper bound of %ld     At line 8295 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'gsl3' below lower bound of %ld     At line 8299 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'gsl3' above upper bound of %ld     At line 8300 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8302 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8306 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8307 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'vmaxl4' below lower bound of %ld   At line 8321 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'vmaxl4' above upper bound of %ld   At line 8325 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8328 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8330 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8336 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'rdarkl4' below lower bound of %ld  At line 8338 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'rdarkl4' above upper bound of %ld  At line 8342 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'je_l4' below lower bound of %ld    At line 8346 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'je_l4' above upper bound of %ld    Index '%ld' of dimension 1 of array 'jc_l4' below lower bound of %ld    At line 8350 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'jc_l4' above upper bound of %ld    At line 8367 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8368 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'ji_l4' below lower bound of %ld    At line 8377 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'ji_l4' above upper bound of %ld    At line 8393 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8394 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'agl4' below lower bound of %ld     At line 8401 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'agl4' above upper bound of %ld     At line 8402 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'csl4' below lower bound of %ld     At line 8415 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'csl4' above upper bound of %ld     At line 8416 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'gsl4' below lower bound of %ld     At line 8420 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'gsl4' above upper bound of %ld     At line 8421 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8423 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8427 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8428 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8436 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8437 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8438 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8439 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'pxail' below lower bound of %ld    At line 8445 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'pxail' above upper bound of %ld    Index '%ld' of dimension 1 of array 'plail' below lower bound of %ld    At line 8446 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'plail' above upper bound of %ld    At line 8457 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8461 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8463 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'a10scalparaml' below lower bound of %ld    At line 8467 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'a10scalparaml' above upper bound of %ld    At line 8468 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'a10daylightl' below lower bound of %ld     At line 8470 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'a10daylightl' above upper bound of %ld     At line 8471 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8477 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'agcls' below lower bound of %ld    At line 8493 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'agcls' above upper bound of %ld    Index '%ld' of dimension 1 of array 'agcl4' below lower bound of %ld    At line 8494 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'agcl4' above upper bound of %ld    Index '%ld' of dimension 1 of array 'agcl3' below lower bound of %ld    At line 8495 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'agcl3' above upper bound of %ld    Index '%ld' of dimension 1 of array 'ancls' below lower bound of %ld    At line 8497 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'ancls' above upper bound of %ld    Index '%ld' of dimension 1 of array 'ancl4' below lower bound of %ld    At line 8498 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'ancl4' above upper bound of %ld    Index '%ld' of dimension 1 of array 'ancl3' below lower bound of %ld    At line 8499 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'ancl3' above upper bound of %ld    At line 8506 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8507 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8508 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8512 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8513 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8515 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8516 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8518 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8519 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8521 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8522 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8523 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8527 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8530 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8531 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8532 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8537 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8539 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8540 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8541 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8543 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8544 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8545 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8553 of file Sfc_Ibis_BioGeoPhysics.f90  (mol-co2/m**2/s)       At line 8554 of file Sfc_Ibis_BioGeoPhysics.f90 dark respiration for current conditions broadleaf (evergreen & deciduous) tree physiology       At line 8555 of file Sfc_Ibis_BioGeoPhysics.f90 rdarkub At line 8557 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8558 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8560 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8562 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8567 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8568 of file Sfc_Ibis_BioGeoPhysics.f90 dark respiration for current conditions conifer tree physiology At line 8569 of file Sfc_Ibis_BioGeoPhysics.f90 rdarkuc At line 8571 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8572 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8574 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8576 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8581 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8582 of file Sfc_Ibis_BioGeoPhysics.f90 dark respiration for current conditions shrub physiology        At line 8583 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8585 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8586 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8588 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8590 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8595 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8596 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8597 of file Sfc_Ibis_BioGeoPhysics.f90 rdarkl3 At line 8599 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8600 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8602 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8604 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8609 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8610 of file Sfc_Ibis_BioGeoPhysics.f90 dark respiration for current conditions c4 grass physiology     At line 8611 of file Sfc_Ibis_BioGeoPhysics.f90 rdarkl4 At line 8613 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8614 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8616 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8618 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8623 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8624 of file Sfc_Ibis_BioGeoPhysics.f90 photosynthesis rate  broadleaf (evergreen & deciduous) tree physiology  At line 8625 of file Sfc_Ibis_BioGeoPhysics.f90 agub    At line 8627 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8628 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8630 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8632 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8637 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8638 of file Sfc_Ibis_BioGeoPhysics.f90 photosynthesis rate  conifer tree physiology    At line 8639 of file Sfc_Ibis_BioGeoPhysics.f90 aguc    At line 8641 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8642 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8644 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8646 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8651 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8652 of file Sfc_Ibis_BioGeoPhysics.f90 photosynthesis rate  shrub physiology   At line 8653 of file Sfc_Ibis_BioGeoPhysics.f90 agls    At line 8655 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8656 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8658 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8660 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8665 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8666 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8667 of file Sfc_Ibis_BioGeoPhysics.f90 agl3    At line 8669 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8670 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8672 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8674 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8679 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8680 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8681 of file Sfc_Ibis_BioGeoPhysics.f90 agl4    At line 8683 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8684 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8686 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8688 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8693 of file Sfc_Ibis_BioGeoPhysics.f90  (per unit leaf area)   At line 8694 of file Sfc_Ibis_BioGeoPhysics.f90 calculate canopy average photosynthesis At line 8695 of file Sfc_Ibis_BioGeoPhysics.f90 pxaiu   At line 8697 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8698 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8700 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8702 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8707 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8708 of file Sfc_Ibis_BioGeoPhysics.f90 calculate canopy average photosynthesis At line 8709 of file Sfc_Ibis_BioGeoPhysics.f90 plaiu   At line 8711 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8712 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8714 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8716 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8721 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8722 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8723 of file Sfc_Ibis_BioGeoPhysics.f90 pxail   At line 8725 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8726 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8728 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8730 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8735 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8736 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8737 of file Sfc_Ibis_BioGeoPhysics.f90 plail   At line 8739 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8740 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8742 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8744 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8748 of file Sfc_Ibis_BioGeoPhysics.f90  (mol[CO2] m-2 s-1)     At line 8749 of file Sfc_Ibis_BioGeoPhysics.f90 max Rubisco activity at 15 C, at top of canopy  At line 8750 of file Sfc_Ibis_BioGeoPhysics.f90 vmax    At line 8752 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8753 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8755 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8757 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8761 of file Sfc_Ibis_BioGeoPhysics.f90 (mol-co2/m**2/s)        At line 8762 of file Sfc_Ibis_BioGeoPhysics.f90 light limited rate of photosynthesis-broadleaf (evergreen & deciduous) tree physiology  At line 8763 of file Sfc_Ibis_BioGeoPhysics.f90 je_ub   At line 8765 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8766 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8768 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8770 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8775 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8776 of file Sfc_Ibis_BioGeoPhysics.f90 light limited rate of photosynthesis-conifer tree physiology    At line 8777 of file Sfc_Ibis_BioGeoPhysics.f90 je_uc   At line 8779 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8780 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8782 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8784 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8789 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8790 of file Sfc_Ibis_BioGeoPhysics.f90 light limited rate of photosynthesis -  shrub physiology        At line 8791 of file Sfc_Ibis_BioGeoPhysics.f90 je_ls   At line 8793 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8794 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8796 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8798 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8803 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8804 of file Sfc_Ibis_BioGeoPhysics.f90 light limited rate of photosynthesis - c3 grass physiology      At line 8805 of file Sfc_Ibis_BioGeoPhysics.f90 je_l3   At line 8807 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8808 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8810 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8812 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8817 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8818 of file Sfc_Ibis_BioGeoPhysics.f90 light limited rate of photosynthesis    At line 8819 of file Sfc_Ibis_BioGeoPhysics.f90 je_l4   At line 8821 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8822 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8824 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8826 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8831 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8832 of file Sfc_Ibis_BioGeoPhysics.f90 rubisco limited rate of photosynthesis-broadleaf (evergreen & deciduous) tree physiology        At line 8833 of file Sfc_Ibis_BioGeoPhysics.f90 jc_ub   At line 8835 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8836 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8838 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8840 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8845 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8846 of file Sfc_Ibis_BioGeoPhysics.f90 rubisco limited rate of photosynthesis -conifer tree physiology At line 8847 of file Sfc_Ibis_BioGeoPhysics.f90 jc_uc   At line 8849 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8850 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8852 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8854 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8859 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8860 of file Sfc_Ibis_BioGeoPhysics.f90 rubisco limited rate of photosynthesis - shrub physiology       At line 8861 of file Sfc_Ibis_BioGeoPhysics.f90 jc_ls   At line 8863 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8864 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8866 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8868 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8873 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8874 of file Sfc_Ibis_BioGeoPhysics.f90 rubisco limited rate of photosynthesis - c3 grass physiology    At line 8875 of file Sfc_Ibis_BioGeoPhysics.f90 jc_l3   At line 8877 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8878 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8880 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8882 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8887 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8888 of file Sfc_Ibis_BioGeoPhysics.f90 rubisco limited rate of photosynthesis-c4 grass physiology      At line 8889 of file Sfc_Ibis_BioGeoPhysics.f90 jc_l4   At line 8891 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8892 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8894 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8896 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8901 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8902 of file Sfc_Ibis_BioGeoPhysics.f90  sucrose synthesis limitation broadleaf (evergreen & deciduous) tree physiology         At line 8903 of file Sfc_Ibis_BioGeoPhysics.f90 js_ub   At line 8905 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8906 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8908 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8910 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8915 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8916 of file Sfc_Ibis_BioGeoPhysics.f90  sucrose synthesis limitation conifer tree physiology   At line 8917 of file Sfc_Ibis_BioGeoPhysics.f90 js_uc   At line 8919 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8920 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8922 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8924 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8929 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8930 of file Sfc_Ibis_BioGeoPhysics.f90  sucrose synthesis limitation shrub physiology  At line 8931 of file Sfc_Ibis_BioGeoPhysics.f90 js_ls   At line 8933 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8934 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8936 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8938 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8943 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8944 of file Sfc_Ibis_BioGeoPhysics.f90  sucrose synthesis limitation c3 grass physiology       At line 8945 of file Sfc_Ibis_BioGeoPhysics.f90 js_l3   At line 8947 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8948 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8950 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8952 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8957 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8958 of file Sfc_Ibis_BioGeoPhysics.f90  sucrose synthesis limitation c4 grass physiology       At line 8959 of file Sfc_Ibis_BioGeoPhysics.f90 js_l4   At line 8961 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8962 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8964 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'js_l4' below lower bound of %ld    Index '%ld' of dimension 1 of array 'js_l4' above upper bound of %ld    At line 8966 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8977 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8978 of file Sfc_Ibis_BioGeoPhysics.f90  co2 limited rate of photosynthesis c4 grass physiology         At line 8979 of file Sfc_Ibis_BioGeoPhysics.f90 ji_l4   At line 8981 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8982 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8984 of file Sfc_Ibis_BioGeoPhysics.f90 At line 8986 of file Sfc_Ibis_BioGeoPhysics.f90 Recursive call to nonrecursive procedure 'tscreen'      At line 6954 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6995 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6997 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7000 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7001 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'tscr' below lower bound of %ld     At line 7002 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'tscr' above upper bound of %ld     At line 7004 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7007 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7009 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7012 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7013 of file Sfc_Ibis_BioGeoPhysics.f90 At line 7018 of file Sfc_Ibis_BioGeoPhysics.f90 Recursive call to nonrecursive procedure 'canopy'       At line 5520 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6117 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'ziri' outside of expected range (%ld:%ld)  At line 6139 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'zirg' outside of expected range (%ld:%ld)  At line 6138 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'xu' outside of expected range (%ld:%ld)    At line 6127 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'xs' outside of expected range (%ld:%ld)    At line 6128 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'xl' outside of expected range (%ld:%ld)    At line 6129 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'wu' outside of expected range (%ld:%ld)    At line 6140 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'ws' outside of expected range (%ld:%ld)    At line 6141 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'wlgx' outside of expected range (%ld:%ld)  At line 6134 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'wl' outside of expected range (%ld:%ld)    At line 6142 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'wigx' outside of expected range (%ld:%ld)  At line 6135 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'wi' outside of expected range (%ld:%ld)    At line 6144 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'wg' outside of expected range (%ld:%ld)    At line 6143 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'u_reflayer' outside of expected range (%ld:%ld)    At line 6120 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'tuold' outside of expected range (%ld:%ld) At line 6145 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'tsold' outside of expected range (%ld:%ld) At line 6146 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'tlold' outside of expected range (%ld:%ld) At line 6147 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'tiold' outside of expected range (%ld:%ld) At line 6149 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'tgold' outside of expected range (%ld:%ld) At line 6148 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 't_reflayer' outside of expected range (%ld:%ld)    At line 6121 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'q_reflayer' outside of expected range (%ld:%ld)    At line 6122 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6124 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6125 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6123 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'coi' outside of expected range (%ld:%ld)   At line 6137 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'cog' outside of expected range (%ld:%ld)   At line 6136 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'chux' outside of expected range (%ld:%ld)  At line 6130 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'chsx' outside of expected range (%ld:%ld)  At line 6131 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'chlx' outside of expected range (%ld:%ld)  At line 6132 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'chgx' outside of expected range (%ld:%ld)  At line 6133 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'alogreflayer' outside of expected range (%ld:%ld)  At line 6119 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'alog_layer' outside of expected range (%ld:%ld)    At line 6118 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6159 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6161 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6163 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6164 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6165 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6166 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6167 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6168 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6169 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6170 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6172 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6173 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6174 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6175 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6178 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6179 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6180 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6181 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6182 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6183 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6184 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6185 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6186 of file Sfc_Ibis_BioGeoPhysics.f90        At line 6251 of file Sfc_Ibis_BioGeoPhysics.f90   (m)   At line 6252 of file Sfc_Ibis_BioGeoPhysics.f90 zero-plane displacement height for upper canopy At line 6253 of file Sfc_Ibis_BioGeoPhysics.f90 dispu   At line 6255 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6256 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6258 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6260 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6265 of file Sfc_Ibis_BioGeoPhysics.f90  (m )   At line 6266 of file Sfc_Ibis_BioGeoPhysics.f90 height above the surface of atmospheric forcing At line 6267 of file Sfc_Ibis_BioGeoPhysics.f90 za      At line 6269 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6270 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6272 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6274 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6279 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6280 of file Sfc_Ibis_BioGeoPhysics.f90  effective top of upper canopy (for momentum)   At line 6281 of file Sfc_Ibis_BioGeoPhysics.f90 z1      At line 6283 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6284 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6286 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6288 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6293 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6294 of file Sfc_Ibis_BioGeoPhysics.f90  effective bottom of the upper canopy (for momentum)    At line 6295 of file Sfc_Ibis_BioGeoPhysics.f90 z2      At line 6297 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6298 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6300 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6302 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6307 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6308 of file Sfc_Ibis_BioGeoPhysics.f90   effective top of the lower canopy (for momentum)      At line 6309 of file Sfc_Ibis_BioGeoPhysics.f90 z3      At line 6311 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6312 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6314 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6316 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6321 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6322 of file Sfc_Ibis_BioGeoPhysics.f90  effective bottom of the lower canopy (for momentum)    At line 6323 of file Sfc_Ibis_BioGeoPhysics.f90 z4      At line 6325 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6326 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6328 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6330 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6335 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6336 of file Sfc_Ibis_BioGeoPhysics.f90 effective middle of the upper canopy (for momentum)     At line 6337 of file Sfc_Ibis_BioGeoPhysics.f90 z12     At line 6339 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6340 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6342 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6344 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6349 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6350 of file Sfc_Ibis_BioGeoPhysics.f90 effective middle of the lower canopy (for momentum)     At line 6351 of file Sfc_Ibis_BioGeoPhysics.f90 z34     At line 6353 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6354 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6356 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6358 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6363 of file Sfc_Ibis_BioGeoPhysics.f90  (m s-1 )       At line 6364 of file Sfc_Ibis_BioGeoPhysics.f90 wind speed (m s-1) above the surface of atmospheric forcing     At line 6365 of file Sfc_Ibis_BioGeoPhysics.f90 ua      At line 6367 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6368 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6370 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6372 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6476 of file Sfc_Ibis_BioGeoPhysics.f90  (m s-1 kg m-3) At line 6477 of file Sfc_Ibis_BioGeoPhysics.f90 air transfer coefficient (*rhoa) for upper air region (z12 --> za) (A35 Pollard & Thompson 1995)At line 6478 of file Sfc_Ibis_BioGeoPhysics.f90 cu      At line 6480 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6481 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6483 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6485 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6490 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6491 of file Sfc_Ibis_BioGeoPhysics.f90 air transfer coefficient (*rhoa) between the 2 canopies (z34 --> z12) (A36 Pollard & Thompson 1995)     At line 6492 of file Sfc_Ibis_BioGeoPhysics.f90 cl      At line 6494 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6495 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6497 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6499 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6505 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6506 of file Sfc_Ibis_BioGeoPhysics.f90 wind speed at level z4          At line 6507 of file Sfc_Ibis_BioGeoPhysics.f90 u4      At line 6509 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6510 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6512 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6514 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6520 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6521 of file Sfc_Ibis_BioGeoPhysics.f90 wind speed at level z2          At line 6522 of file Sfc_Ibis_BioGeoPhysics.f90 u3      At line 6524 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6525 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6527 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6529 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6534 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6535 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6536 of file Sfc_Ibis_BioGeoPhysics.f90 u2      At line 6538 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6539 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6541 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6543 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6548 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6549 of file Sfc_Ibis_BioGeoPhysics.f90 wind speed at level z1  At line 6550 of file Sfc_Ibis_BioGeoPhysics.f90 u1      At line 6552 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6553 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6555 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6557 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6561 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6562 of file Sfc_Ibis_BioGeoPhysics.f90  wind speed at level z12 (m s-1)        At line 6563 of file Sfc_Ibis_BioGeoPhysics.f90 u12     At line 6565 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6566 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6568 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6570 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6575 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6576 of file Sfc_Ibis_BioGeoPhysics.f90  wind speed at level z34        At line 6577 of file Sfc_Ibis_BioGeoPhysics.f90 u34     At line 6579 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6580 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6582 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6584 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6588 of file Sfc_Ibis_BioGeoPhysics.f90  (# )   At line 6589 of file Sfc_Ibis_BioGeoPhysics.f90  exp(lamda/2*(z3-z4)) for upper canopy (A30 Pollard & Thompson)         At line 6590 of file Sfc_Ibis_BioGeoPhysics.f90 exphu   At line 6592 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6593 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6595 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6597 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6602 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6603 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6604 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6606 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6607 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6609 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6611 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6617 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6618 of file Sfc_Ibis_BioGeoPhysics.f90   current single-sided stem area index  1       At line 6619 of file Sfc_Ibis_BioGeoPhysics.f90 sai1    At line 6621 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6622 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6624 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6626 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6630 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6631 of file Sfc_Ibis_BioGeoPhysics.f90   current single-sided stem area index  2       At line 6632 of file Sfc_Ibis_BioGeoPhysics.f90 sai2    At line 6634 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6635 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6637 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6639 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6911 of file Sfc_Ibis_BioGeoPhysics.f90 At line 6912 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'taux' below lower bound of %ld     At line 6914 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'taux' above upper bound of %ld     Index '%ld' of dimension 1 of array 'ux' below lower bound of %ld       Index '%ld' of dimension 1 of array 'ux' above upper bound of %ld       Index '%ld' of dimension 1 of array 'tauy' below lower bound of %ld     At line 6915 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'tauy' above upper bound of %ld     Index '%ld' of dimension 1 of array 'uy' below lower bound of %ld       Index '%ld' of dimension 1 of array 'uy' above upper bound of %ld              @Recursive call to nonrecursive procedure 'wadjust'      At line 5418 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5461 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5462 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'hsoi' below lower bound of %ld     At line 5466 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'poros' below lower bound of %ld    At line 5467 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5471 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5472 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5474 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5475 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5477 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5481 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5482 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'gadjust' below lower bound of %ld  At line 5484 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'gadjust' above upper bound of %ld  Recursive call to nonrecursive procedure 'soilheat'     At line 5184 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'whflo' outside of expected range (%ld:%ld) At line 5258 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'whflo' outside of expected range (%ld:%ld) Index '%ld' of dimension 1 of array 'w2' outside of expected range (%ld:%ld)    At line 5268 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'w2' outside of expected range (%ld:%ld)    Index '%ld' of dimension 1 of array 'w1' outside of expected range (%ld:%ld)    At line 5267 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'w1' outside of expected range (%ld:%ld)    At line 5266 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'rhs' outside of expected range (%ld:%ld)   Index '%ld' of dimension 1 of array 'd3' outside of expected range (%ld:%ld)    At line 5265 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'd3' outside of expected range (%ld:%ld)    Index '%ld' of dimension 1 of array 'd2' outside of expected range (%ld:%ld)    At line 5264 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'd2' outside of expected range (%ld:%ld)    Index '%ld' of dimension 1 of array 'd1' outside of expected range (%ld:%ld)    At line 5263 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'd1' outside of expected range (%ld:%ld)    Index '%ld' of dimension 1 of array 'con' outside of expected range (%ld:%ld)   At line 5260 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'con' outside of expected range (%ld:%ld)   Index '%ld' of dimension 1 of array 'c1' outside of expected range (%ld:%ld)    At line 5262 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'c1' outside of expected range (%ld:%ld)    Index '%ld' of dimension 1 of array 'c0' outside of expected range (%ld:%ld)    At line 5261 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'c0' outside of expected range (%ld:%ld)    At line 5277 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'con' below lower bound of %ld      At line 5278 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'con' above upper bound of %ld      Index '%ld' of dimension 1 of array 'con' below lower bound of %ld      Index '%ld' of dimension 1 of array 'con' above upper bound of %ld      Index '%ld' of dimension 2 of array 'whflo' below lower bound of %ld    At line 5279 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'whflo' above upper bound of %ld    Index '%ld' of dimension 1 of array 'whflo' below lower bound of %ld    Index '%ld' of dimension 1 of array 'whflo' above upper bound of %ld    Index '%ld' of dimension 2 of array 'wflo' below lower bound of %ld     Index '%ld' of dimension 2 of array 'wflo' above upper bound of %ld     Index '%ld' of dimension 1 of array 'wflo' below lower bound of %ld     Index '%ld' of dimension 1 of array 'wflo' above upper bound of %ld     Index '%ld' of dimension 2 of array 'tsoi' below lower bound of %ld     At line 5284 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5286 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5288 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'consoi' below lower bound of %ld   At line 5289 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5291 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5292 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5294 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5304 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5305 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5306 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5314 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5319 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5321 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'csoi' below lower bound of %ld     Index '%ld' of dimension 2 of array 'rhosoi' below lower bound of %ld   At line 5322 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5323 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'c0' below lower bound of %ld       At line 5325 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'c0' above upper bound of %ld       Index '%ld' of dimension 1 of array 'c0' below lower bound of %ld       Index '%ld' of dimension 1 of array 'c0' above upper bound of %ld       Index '%ld' of dimension 2 of array 'c0pud' below lower bound of %ld    Index '%ld' of dimension 2 of array 'c0pud' above upper bound of %ld    Index '%ld' of dimension 1 of array 'c0pud' below lower bound of %ld    Index '%ld' of dimension 1 of array 'c0pud' above upper bound of %ld    Index '%ld' of dimension 2 of array 'owsoi' below lower bound of %ld    At line 5327 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'owsoi' above upper bound of %ld    Index '%ld' of dimension 1 of array 'owsoi' below lower bound of %ld    Index '%ld' of dimension 1 of array 'owsoi' above upper bound of %ld    At line 5329 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'c1' below lower bound of %ld       At line 5331 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'c1' above upper bound of %ld       Index '%ld' of dimension 1 of array 'c1' below lower bound of %ld       Index '%ld' of dimension 1 of array 'c1' above upper bound of %ld       Index '%ld' of dimension 2 of array 'c1pud' below lower bound of %ld    Index '%ld' of dimension 2 of array 'c1pud' above upper bound of %ld    Index '%ld' of dimension 1 of array 'c1pud' below lower bound of %ld    Index '%ld' of dimension 1 of array 'c1pud' above upper bound of %ld    At line 5333 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5335 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5337 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'd1' below lower bound of %ld       At line 5339 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'd1' above upper bound of %ld       Index '%ld' of dimension 1 of array 'd1' below lower bound of %ld       Index '%ld' of dimension 1 of array 'd1' above upper bound of %ld       Index '%ld' of dimension 2 of array 'd2' below lower bound of %ld       At line 5340 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'd2' above upper bound of %ld       Index '%ld' of dimension 1 of array 'd2' below lower bound of %ld       Index '%ld' of dimension 1 of array 'd2' above upper bound of %ld       Index '%ld' of dimension 2 of array 'd3' below lower bound of %ld       At line 5341 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'd3' above upper bound of %ld       Index '%ld' of dimension 1 of array 'd3' below lower bound of %ld       Index '%ld' of dimension 1 of array 'd3' above upper bound of %ld       At line 5343 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5344 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5345 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5346 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5354 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5355 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'fhtop' below lower bound of %ld    Index '%ld' of dimension 1 of array 'fhtop' above upper bound of %ld    At line 5398 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'hflo' above upper bound of %ld     At line 5399 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'hflo' below lower bound of %ld     Index '%ld' of dimension 1 of array 'hflo' above upper bound of %ld     At line 5406 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5407 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'hflo' below lower bound of %ld     At line 5408 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5409 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'otsoi' below lower bound of %ld    Index '%ld' of dimension 2 of array 'otsoi' above upper bound of %ld    Index '%ld' of dimension 1 of array 'otsoi' below lower bound of %ld    Index '%ld' of dimension 1 of array 'otsoi' above upper bound of %ld    Recursive call to nonrecursive procedure 'soilh2o'      At line 4565 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'zdepth' outside of expected range (%ld:%ld)        At line 4682 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'wsoim' outside of expected range (%ld:%ld) At line 4661 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'wsoim' outside of expected range (%ld:%ld) Index '%ld' of dimension 1 of array 'wsoib' outside of expected range (%ld:%ld) At line 4663 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'wsoib' outside of expected range (%ld:%ld) Index '%ld' of dimension 1 of array 'wsoia' outside of expected range (%ld:%ld) At line 4662 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'wsoia' outside of expected range (%ld:%ld) Index '%ld' of dimension 1 of array 'weip' outside of expected range (%ld:%ld)  At line 4665 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'weip' outside of expected range (%ld:%ld)  Index '%ld' of dimension 1 of array 'weim' outside of expected range (%ld:%ld)  At line 4664 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'weim' outside of expected range (%ld:%ld)  Index '%ld' of dimension 1 of array 'weigthp' outside of expected range (%ld:%ld)       At line 4680 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'weigth' outside of expected range (%ld:%ld)        At line 4679 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4678 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4677 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4676 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'n' outside of expected range (%ld:%ld)     At line 4648 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'maxdepth' outside of expected range (%ld:%ld)      At line 4681 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'm' outside of expected range (%ld:%ld)     At line 4647 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'hydraul' outside of expected range (%ld:%ld)       At line 4636 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'hydraul' outside of expected range (%ld:%ld)       Index '%ld' of dimension 1 of array 'hsoim' outside of expected range (%ld:%ld) At line 4659 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'hsoim' outside of expected range (%ld:%ld) Index '%ld' of dimension 1 of array 'g' outside of expected range (%ld:%ld)     At line 4672 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'g' outside of expected range (%ld:%ld)     At line 4671 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'f' outside of expected range (%ld:%ld)     Index '%ld' of dimension 1 of array 'e' outside of expected range (%ld:%ld)     At line 4670 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'e' outside of expected range (%ld:%ld)     Index '%ld' of dimension 1 of array 'depth' outside of expected range (%ld:%ld) At line 4685 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'depth' outside of expected range (%ld:%ld) At line 4675 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4674 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4673 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'bwn1' outside of expected range (%ld:%ld)  At line 4669 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'bwn' outside of expected range (%ld:%ld)   At line 4668 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'bpermfill' outside of expected range (%ld:%ld)     Index '%ld' of dimension 2 of array 'bpermfill' outside of expected range (%ld:%ld)     Index '%ld' of dimension 1 of array 'b' outside of expected range (%ld:%ld)     At line 4667 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'a' outside of expected range (%ld:%ld)     At line 4666 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4695 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4696 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'depth' above upper bound of %ld    At line 4697 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'depth' below lower bound of %ld    Index '%ld' of dimension 1 of array 'depth' above upper bound of %ld    At line 4699 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4700 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'depth' below lower bound of %ld    At line 4701 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4706 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4707 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4708 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'zdepth' below lower bound of %ld   At line 4709 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'zdepth' above upper bound of %ld   At line 4712 of file Sfc_Ibis_BioGeoPhysics.f90 Array bound mismatch for dimension 1 of array 'maxdepth' (%ld/%ld)      At line 4714 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4715 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4716 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4717 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'bpermfill' below lower bound of %ld        At line 4718 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'bpermfill' above upper bound of %ld        Index '%ld' of dimension 1 of array 'bpermfill' below lower bound of %ld        Index '%ld' of dimension 1 of array 'bpermfill' above upper bound of %ld        Index '%ld' of dimension 1 of array 'maxdepth' below lower bound of %ld Index '%ld' of dimension 1 of array 'maxdepth' above upper bound of %ld Index '%ld' of dimension 2 of array 'hydraul' below lower bound of %ld  At line 4719 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'hydraul' above upper bound of %ld  Index '%ld' of dimension 1 of array 'hydraul' below lower bound of %ld  Index '%ld' of dimension 1 of array 'hydraul' above upper bound of %ld  Index '%ld' of dimension 2 of array 'hydraul_in' below lower bound of %ld       Index '%ld' of dimension 2 of array 'hydraul_in' above upper bound of %ld       Index '%ld' of dimension 1 of array 'hydraul_in' below lower bound of %ld       Index '%ld' of dimension 1 of array 'hydraul_in' above upper bound of %ld       At line 4744 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'hsoim' below lower bound of %ld    At line 4746 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'hsoim' above upper bound of %ld    Index '%ld' of dimension 1 of array 'hsoim' below lower bound of %ld    Index '%ld' of dimension 1 of array 'hsoim' above upper bound of %ld    Index '%ld' of dimension 2 of array 'weim' below lower bound of %ld     At line 4748 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'weim' above upper bound of %ld     Index '%ld' of dimension 1 of array 'weim' below lower bound of %ld     Index '%ld' of dimension 1 of array 'weim' above upper bound of %ld     Index '%ld' of dimension 2 of array 'weip' below lower bound of %ld     At line 4749 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'weip' above upper bound of %ld     Index '%ld' of dimension 1 of array 'weip' below lower bound of %ld     Index '%ld' of dimension 1 of array 'weip' above upper bound of %ld     Index '%ld' of dimension 2 of array 'wsoim' below lower bound of %ld    At line 4751 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'wsoim' above upper bound of %ld    Index '%ld' of dimension 1 of array 'wsoim' below lower bound of %ld    Index '%ld' of dimension 1 of array 'wsoim' above upper bound of %ld    Index '%ld' of dimension 2 of array 'wsoia' below lower bound of %ld    At line 4752 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'wsoia' above upper bound of %ld    Index '%ld' of dimension 1 of array 'wsoia' below lower bound of %ld    Index '%ld' of dimension 1 of array 'wsoia' above upper bound of %ld    Index '%ld' of dimension 2 of array 'wsoib' below lower bound of %ld    At line 4753 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'wsoib' above upper bound of %ld    Index '%ld' of dimension 1 of array 'wsoib' below lower bound of %ld    Index '%ld' of dimension 1 of array 'wsoib' above upper bound of %ld    At line 4759 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4761 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4763 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4765 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4766 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4777 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4779 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4780 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4790 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4792 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4794 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4795 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4797 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4798 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4799 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4813 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'e' below lower bound of %ld        At line 4814 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'e' above upper bound of %ld        Index '%ld' of dimension 1 of array 'e' below lower bound of %ld        Index '%ld' of dimension 1 of array 'e' above upper bound of %ld        At line 4819 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'f' below lower bound of %ld        At line 4820 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'f' above upper bound of %ld        At line 4826 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'g' below lower bound of %ld        At line 4827 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'g' above upper bound of %ld        Index '%ld' of dimension 1 of array 'g' below lower bound of %ld        Index '%ld' of dimension 1 of array 'g' above upper bound of %ld        At line 4880 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4882 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'weigthp' below lower bound of %ld  At line 4889 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'weigthp' above upper bound of %ld  Index '%ld' of dimension 1 of array 'weigth' below lower bound of %ld   At line 4890 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'weigth' above upper bound of %ld   Index '%ld' of dimension 1 of array 'a' below lower bound of %ld        At line 4899 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'a' above upper bound of %ld        Index '%ld' of dimension 1 of array 'b' below lower bound of %ld        At line 4912 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'b' above upper bound of %ld        Index '%ld' of dimension 2 of array 'suction' below lower bound of %ld  Index '%ld' of dimension 2 of array 'bex' below lower bound of %ld      At line 4913 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4915 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'm' below lower bound of %ld        At line 4920 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'm' above upper bound of %ld        Index '%ld' of dimension 1 of array 'n' below lower bound of %ld        At line 4922 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'n' above upper bound of %ld        Index '%ld' of dimension 1 of array 'bwn1' below lower bound of %ld     At line 4929 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'bwn1' above upper bound of %ld     Index '%ld' of dimension 1 of array 'bwn' below lower bound of %ld      At line 4933 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'bwn' above upper bound of %ld      At line 4935 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4937 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4954 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4955 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4956 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4959 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4967 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4968 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4969 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4971 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4986 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4988 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4989 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4993 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4994 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'ibex' below lower bound of %ld     Index '%ld' of dimension 2 of array 'ibex' above upper bound of %ld     Index '%ld' of dimension 1 of array 'ibex' below lower bound of %ld     Index '%ld' of dimension 1 of array 'ibex' above upper bound of %ld     At line 4997 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4998 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5000 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'bperm' below lower bound of %ld    Index '%ld' of dimension 1 of array 'bperm' above upper bound of %ld    At line 5001 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5002 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5013 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5018 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5022 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5024 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5025 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5026 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5034 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5036 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'porosflo' below lower bound of %ld At line 5038 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'porosflo' above upper bound of %ld Index '%ld' of dimension 1 of array 'porosflo' below lower bound of %ld Index '%ld' of dimension 1 of array 'porosflo' above upper bound of %ld At line 5039 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5040 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5041 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5047 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5049 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5050 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'fwtop' below lower bound of %ld    Index '%ld' of dimension 1 of array 'fwtop' above upper bound of %ld    Index '%ld' of dimension 1 of array 'fwpud' below lower bound of %ld    Index '%ld' of dimension 1 of array 'fwpud' above upper bound of %ld    At line 5060 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5062 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5063 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5064 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5065 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5066 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5067 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5068 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5074 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5076 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5077 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5078 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5079 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5080 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5132 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'fsqueez' below lower bound of %ld  At line 5134 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'fsqueez' above upper bound of %ld  At line 5135 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5139 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5141 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5143 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5144 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5146 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5147 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5152 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5153 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5154 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5156 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5157 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5160 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5172 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5174 of file Sfc_Ibis_BioGeoPhysics.f90 At line 5175 of file Sfc_Ibis_BioGeoPhysics.f90 Recursive call to nonrecursive procedure 'soilctl'      At line 4040 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'zporos' outside of expected range (%ld:%ld)        At line 4170 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'wflo' outside of expected range (%ld:%ld)  At line 4163 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'wflo' outside of expected range (%ld:%ld)  At line 4171 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'owsoi' outside of expected range (%ld:%ld) At line 4159 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'owsoi' outside of expected range (%ld:%ld) Index '%ld' of dimension 1 of array 'otsoi' outside of expected range (%ld:%ld) At line 4160 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'otsoi' outside of expected range (%ld:%ld) Index '%ld' of dimension 1 of array 'fwtop' outside of expected range (%ld:%ld) At line 4164 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'fwpud' outside of expected range (%ld:%ld) At line 4166 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'fsqueez' outside of expected range (%ld:%ld)       At line 4167 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'fhtop' outside of expected range (%ld:%ld) At line 4165 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4169 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4168 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'c1pud' outside of expected range (%ld:%ld) At line 4162 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'c1pud' outside of expected range (%ld:%ld) Index '%ld' of dimension 1 of array 'c0pud' outside of expected range (%ld:%ld) At line 4161 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'c0pud' outside of expected range (%ld:%ld) At line 4173 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4174 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4175 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4176 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4203 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'grunof' below lower bound of %ld   At line 4210 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'grunof' above upper bound of %ld   At line 4213 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4224 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4229 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4232 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'raing' below lower bound of %ld    Index '%ld' of dimension 1 of array 'raing' above upper bound of %ld    At line 4234 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4238 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4240 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4244 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'qglif' below lower bound of %ld    Index '%ld' of dimension 1 of array 'qglif' above upper bound of %ld    At line 4245 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4246 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4248 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4249 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4250 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4252 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4253 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4259 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4260 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4261 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4269 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4271 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4272 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4274 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4275 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4279 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'heatg' below lower bound of %ld    Index '%ld' of dimension 1 of array 'heatg' above upper bound of %ld    At line 4280 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'traing' below lower bound of %ld   Index '%ld' of dimension 1 of array 'traing' above upper bound of %ld   At line 4281 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4287 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4307 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4309 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4311 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4315 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4317 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4318 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4320 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4321 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4322 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4323 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4324 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4327 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4328 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4329 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4331 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4332 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4370 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'gdrain' below lower bound of %ld   At line 4372 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'gdrain' above upper bound of %ld   At line 4373 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4426 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4427 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'zporos' below lower bound of %ld   At line 4432 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'zporos' above upper bound of %ld   At line 4433 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4434 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4437 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4438 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4446 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4448 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4449 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4450 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4452 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4453 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4454 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4457 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4458 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4463 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4474 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4475 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4477 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4478 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4479 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4482 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4483 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4488 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4493 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4520 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4524 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4525 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4526 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4527 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4529 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4531 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4532 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4533 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4534 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4535 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4539 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4545 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4546 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4547 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4548 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4549 of file Sfc_Ibis_BioGeoPhysics.f90 At line 4554 of file Sfc_Ibis_BioGeoPhysics.f90 Recursive call to nonrecursive procedure 'setsoi'       At line 3698 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3790 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3792 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'sand' below lower bound of %ld     At line 3796 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'sand' above upper bound of %ld     Index '%ld' of dimension 1 of array 'sand' below lower bound of %ld     Index '%ld' of dimension 1 of array 'sand' above upper bound of %ld     Index '%ld' of dimension 2 of array 'clay' below lower bound of %ld     At line 3797 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'clay' above upper bound of %ld     Index '%ld' of dimension 1 of array 'clay' below lower bound of %ld     Index '%ld' of dimension 1 of array 'clay' above upper bound of %ld     At line 3817 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3818 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3826 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3843 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3846 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3850 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3851 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3852 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3868 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3869 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3870 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3871 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3872 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3874 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3875 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3876 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3877 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3890 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3891 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3892 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3893 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3894 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3896 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3900 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3901 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3902 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3903 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3909 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3910 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3911 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3912 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3925 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3927 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3937 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3938 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3941 of file Sfc_Ibis_BioGeoPhysics.f90 Recursive call to nonrecursive procedure 'tridia'       At line 3543 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3636 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'alpha' above upper bound of %ld    At line 3637 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'alpha' below lower bound of %ld    Index '%ld' of dimension 1 of array 'alpha' above upper bound of %ld    Index '%ld' of dimension 2 of array 'b' above upper bound of %ld        Index '%ld' of dimension 2 of array 'gamma' above upper bound of %ld    At line 3638 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'gamma' below lower bound of %ld    Index '%ld' of dimension 1 of array 'gamma' above upper bound of %ld    Index '%ld' of dimension 2 of array 'c' above upper bound of %ld        Index '%ld' of dimension 1 of array 'c' below lower bound of %ld        Index '%ld' of dimension 1 of array 'c' above upper bound of %ld        At line 3640 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3641 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'alpha' below lower bound of %ld    At line 3642 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'b' below lower bound of %ld        Index '%ld' of dimension 2 of array 'a' below lower bound of %ld        Index '%ld' of dimension 2 of array 'a' above upper bound of %ld        Index '%ld' of dimension 2 of array 'gamma' below lower bound of %ld    At line 3643 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'c' below lower bound of %ld        At line 3649 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'x' above upper bound of %ld        At line 3650 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'y' above upper bound of %ld        Index '%ld' of dimension 1 of array 'y' below lower bound of %ld        Index '%ld' of dimension 1 of array 'y' above upper bound of %ld        At line 3653 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3654 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'x' below lower bound of %ld        At line 3655 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'y' below lower bound of %ld        At line 3659 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3660 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3661 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3663 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3665 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3666 of file Sfc_Ibis_BioGeoPhysics.f90 Recursive call to nonrecursive procedure 'mixsnow'      At line 3472 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3522 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3524 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3529 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3535 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3536 of file Sfc_Ibis_BioGeoPhysics.f90 Recursive call to nonrecursive procedure 'vadapt'       At line 3301 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'zold' outside of expected range (%ld:%ld)  At line 3358 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'zold' outside of expected range (%ld:%ld)  Index '%ld' of dimension 1 of array 'zheat' outside of expected range (%ld:%ld) At line 3354 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'zb' outside of expected range (%ld:%ld)    At line 3353 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'za' outside of expected range (%ld:%ld)    At line 3352 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'tnew' outside of expected range (%ld:%ld)  At line 3357 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'tnew' outside of expected range (%ld:%ld)  Index '%ld' of dimension 1 of array 'ht' outside of expected range (%ld:%ld)    At line 3350 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'hnew' outside of expected range (%ld:%ld)  At line 3356 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'hnew' outside of expected range (%ld:%ld)  Index '%ld' of dimension 1 of array 'h1' outside of expected range (%ld:%ld)    At line 3351 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3368 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'zold' above upper bound of %ld     At line 3369 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'zold' below lower bound of %ld     Index '%ld' of dimension 1 of array 'zold' above upper bound of %ld     At line 3376 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3377 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'zold' below lower bound of %ld     At line 3378 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'hcur' below lower bound of %ld     Index '%ld' of dimension 2 of array 'hcur' above upper bound of %ld     Index '%ld' of dimension 1 of array 'hcur' below lower bound of %ld     Index '%ld' of dimension 1 of array 'hcur' above upper bound of %ld     At line 3388 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'ht' below lower bound of %ld       At line 3389 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'ht' above upper bound of %ld       At line 3396 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3397 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'h1' below lower bound of %ld       At line 3398 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'h1' above upper bound of %ld       At line 3400 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3404 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3405 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'hnew' below lower bound of %ld     At line 3406 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'hnew' above upper bound of %ld     Index '%ld' of dimension 1 of array 'hnew' below lower bound of %ld     Index '%ld' of dimension 1 of array 'hnew' above upper bound of %ld     At line 3411 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3412 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3418 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3419 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3426 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3428 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3429 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3430 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3433 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'zheat' below lower bound of %ld    At line 3434 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'zheat' above upper bound of %ld    At line 3441 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3442 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3443 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3444 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3445 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'tcur' below lower bound of %ld     Index '%ld' of dimension 2 of array 'tcur' above upper bound of %ld     Index '%ld' of dimension 1 of array 'tcur' below lower bound of %ld     Index '%ld' of dimension 1 of array 'tcur' above upper bound of %ld     At line 3450 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'tnew' below lower bound of %ld     At line 3451 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'tnew' above upper bound of %ld     Index '%ld' of dimension 1 of array 'tnew' below lower bound of %ld     Index '%ld' of dimension 1 of array 'tnew' above upper bound of %ld     At line 3461 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3462 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3463 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3464 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3465 of file Sfc_Ibis_BioGeoPhysics.f90 Recursive call to nonrecursive procedure 'snowheat'     At line 3054 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3140 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3139 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'temp' outside of expected range (%ld:%ld)  At line 3134 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'temp' outside of expected range (%ld:%ld)  At line 3138 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3137 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3136 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3135 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3133 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3146 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3147 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'temp' below lower bound of %ld     At line 3148 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'temp' above upper bound of %ld     Index '%ld' of dimension 1 of array 'temp' below lower bound of %ld     Index '%ld' of dimension 1 of array 'temp' above upper bound of %ld     Index '%ld' of dimension 2 of array 'tsno' below lower bound of %ld     At line 3154 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3155 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'tlsub' below lower bound of %ld    Index '%ld' of dimension 1 of array 'tlsub' above upper bound of %ld    At line 3164 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3166 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3167 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3175 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3176 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'hsno' below lower bound of %ld     At line 3177 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3182 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3183 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3184 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3189 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3190 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3191 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3200 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3206 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3207 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3208 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3209 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3210 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3212 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3213 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3214 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3219 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3220 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3221 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3227 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3228 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3229 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3230 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3231 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3232 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3233 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3234 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3235 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3236 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3256 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'sflo' above upper bound of %ld     At line 3257 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'sflo' below lower bound of %ld     Index '%ld' of dimension 1 of array 'sflo' above upper bound of %ld     At line 3263 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3266 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'sflo' below lower bound of %ld     At line 3267 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3268 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3273 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3274 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3275 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3277 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3278 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3286 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3287 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3288 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3292 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3293 of file Sfc_Ibis_BioGeoPhysics.f90 Recursive call to nonrecursive procedure 'snow' At line 2588 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'zmelt' outside of expected range (%ld:%ld) At line 2711 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2713 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'xm' outside of expected range (%ld:%ld)    At line 2717 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2715 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'xh' outside of expected range (%ld:%ld)    At line 2716 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2721 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2720 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2719 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'sflo' outside of expected range (%ld:%ld)  At line 2710 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 2 of array 'sflo' outside of expected range (%ld:%ld)  Index '%ld' of dimension 1 of array 'indsno' outside of expected range (%ld:%ld)        At line 2704 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2718 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'hsnoruf' outside of expected range (%ld:%ld)       At line 2707 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'hinit' outside of expected range (%ld:%ld) At line 2706 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'fiold' outside of expected range (%ld:%ld) At line 2708 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2709 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'dfi' outside of expected range (%ld:%ld)   At line 2714 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2723 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'hsnoruf' below lower bound of %ld  At line 2724 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'hsnoruf' above upper bound of %ld  At line 2725 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2726 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'hinit' above upper bound of %ld    At line 2729 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2731 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'hinit' below lower bound of %ld    At line 2732 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2735 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'fiold' below lower bound of %ld    At line 2736 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'fiold' above upper bound of %ld    At line 2742 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2743 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2744 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2751 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'zmelt' below lower bound of %ld    At line 2752 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'zmelt' above upper bound of %ld    At line 2759 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2760 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2772 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2773 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'indsno' below lower bound of %ld   At line 2775 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'indsno' above upper bound of %ld   At line 2786 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2788 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'heati' below lower bound of %ld    Index '%ld' of dimension 1 of array 'heati' above upper bound of %ld    At line 2789 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2790 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2791 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2793 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2794 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2805 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2806 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2840 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2841 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2847 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2848 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2849 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2853 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2854 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2858 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'dfi' below lower bound of %ld      At line 2859 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'dfi' above upper bound of %ld      Index '%ld' of dimension 1 of array 'snowg' below lower bound of %ld    Index '%ld' of dimension 1 of array 'snowg' above upper bound of %ld    At line 2860 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2863 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2864 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2865 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2866 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'tsnowg' below lower bound of %ld   Index '%ld' of dimension 1 of array 'tsnowg' above upper bound of %ld   At line 2867 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2871 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2876 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2877 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2878 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2880 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2893 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2894 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'xh' below lower bound of %ld       At line 2895 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'xh' above upper bound of %ld       At line 2896 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2897 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2898 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2899 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2900 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2908 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2909 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2915 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2916 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2917 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2924 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2925 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2926 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2929 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2930 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2933 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2934 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2935 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2960 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2961 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2968 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2969 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2970 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2971 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2972 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2973 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2974 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2975 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2976 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2990 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2991 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2992 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2994 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2998 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2999 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3000 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3001 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3002 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3004 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3005 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3006 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3009 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3010 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3011 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3012 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3013 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3025 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3026 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3027 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3028 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3029 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3030 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3031 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3032 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3033 of file Sfc_Ibis_BioGeoPhysics.f90 At line 3034 of file Sfc_Ibis_BioGeoPhysics.f90 Recursive call to nonrecursive procedure 'lsxmain'      At line 176 of file Sfc_Ibis_BioGeoPhysics.f90  Index '%ld' of dimension 1 of array 'qh' outside of expected range (%ld:%ld)    At line 912 of file Sfc_Ibis_BioGeoPhysics.f90  At line 997 of file Sfc_Ibis_BioGeoPhysics.f90  At line 1026 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1027 of file Sfc_Ibis_BioGeoPhysics.f90  direct  albedo for soil surface visible        At line 1028 of file Sfc_Ibis_BioGeoPhysics.f90 albsodviAt line 1030 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1031 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1033 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1035 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1040 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1041 of file Sfc_Ibis_BioGeoPhysics.f90  direct  albedo for soil surface  [ NEAR IR ]   At line 1042 of file Sfc_Ibis_BioGeoPhysics.f90 albsodirAt line 1044 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1045 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1047 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1049 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1056 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1057 of file Sfc_Ibis_BioGeoPhysics.f90  diffuse albedo for soil surface visible        At line 1058 of file Sfc_Ibis_BioGeoPhysics.f90 albsoiviAt line 1060 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1061 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1063 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1065 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1070 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1071 of file Sfc_Ibis_BioGeoPhysics.f90  diffuse albedo for soil surface  [ NEAR IR ]   At line 1072 of file Sfc_Ibis_BioGeoPhysics.f90 albsoiirAt line 1074 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1075 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1077 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1079 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1086 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1087 of file Sfc_Ibis_BioGeoPhysics.f90  direct  albedo for snow surface visible        At line 1088 of file Sfc_Ibis_BioGeoPhysics.f90 albsndviAt line 1090 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1091 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1093 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1095 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1100 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1101 of file Sfc_Ibis_BioGeoPhysics.f90  direct  albedo for snow surface  [ NEAR IR ]   At line 1102 of file Sfc_Ibis_BioGeoPhysics.f90 albsndirAt line 1104 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1105 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1107 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1109 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1117 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1118 of file Sfc_Ibis_BioGeoPhysics.f90  diffuse albedo for snow surface visible        At line 1119 of file Sfc_Ibis_BioGeoPhysics.f90 albsniviAt line 1121 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1122 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1124 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1126 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1131 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1132 of file Sfc_Ibis_BioGeoPhysics.f90  diffuse albedo for snow surface  [ NEAR IR ]   At line 1133 of file Sfc_Ibis_BioGeoPhysics.f90 albsniirAt line 1135 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1136 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1138 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1140 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1204 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1205 of file Sfc_Ibis_BioGeoPhysics.f90  upward direct  radiation per unit incident direct  beam      on lower canopy  [visible]        At line 1206 of file Sfc_Ibis_BioGeoPhysics.f90 relodvi At line 1208 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1209 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1211 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1213 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1218 of file Sfc_Ibis_BioGeoPhysics.f90  (W m-2)At line 1219 of file Sfc_Ibis_BioGeoPhysics.f90  upward direct  radiation per unit incident direct  beam      on lower canopy [ NEAR IR ]       At line 1220 of file Sfc_Ibis_BioGeoPhysics.f90 relodir At line 1222 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1223 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1225 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1227 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1234 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1235 of file Sfc_Ibis_BioGeoPhysics.f90  upward diffuse radiation per unit incident diffuse radiation on lower canopy [visible] At line 1236 of file Sfc_Ibis_BioGeoPhysics.f90 reloivi At line 1238 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1239 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1241 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1243 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1248 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1249 of file Sfc_Ibis_BioGeoPhysics.f90  upward diffuse radiation per unit incident diffuse radiation on lower canopy [ NEAR IR ]       At line 1250 of file Sfc_Ibis_BioGeoPhysics.f90 reloiir At line 1252 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1253 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1255 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1257 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1264 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1265 of file Sfc_Ibis_BioGeoPhysics.f90  upward direct  radiation per unit incident direct  radiation on upper canopy  [visible]        At line 1266 of file Sfc_Ibis_BioGeoPhysics.f90 reupdvi At line 1268 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1269 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1271 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1273 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1278 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1279 of file Sfc_Ibis_BioGeoPhysics.f90  upward direct  radiation per unit incident direct  radiation on upper canopy  [ NEAR IR ]      At line 1280 of file Sfc_Ibis_BioGeoPhysics.f90 reupdir At line 1282 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1283 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1285 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1287 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1294 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1295 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1296 of file Sfc_Ibis_BioGeoPhysics.f90 reupivi At line 1298 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1299 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1301 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1303 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1308 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1309 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1310 of file Sfc_Ibis_BioGeoPhysics.f90 reupiir At line 1312 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1313 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1315 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1317 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1327 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1328 of file Sfc_Ibis_BioGeoPhysics.f90   direct  albedo of surface system [visible]    At line 1329 of file Sfc_Ibis_BioGeoPhysics.f90 asurd_viAt line 1331 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1332 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1334 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1336 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1341 of file Sfc_Ibis_BioGeoPhysics.f90  (%)    At line 1342 of file Sfc_Ibis_BioGeoPhysics.f90   direct  albedo of surface system  [ NEAR IR ] At line 1343 of file Sfc_Ibis_BioGeoPhysics.f90 asurd_irAt line 1345 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1346 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1348 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1350 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1357 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1358 of file Sfc_Ibis_BioGeoPhysics.f90   diffuse albedo of surface system  [visible]   At line 1359 of file Sfc_Ibis_BioGeoPhysics.f90 asuri_viAt line 1361 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1362 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1364 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1366 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1371 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1372 of file Sfc_Ibis_BioGeoPhysics.f90   diffuse albedo of surface system   [ NEAR IR ]At line 1373 of file Sfc_Ibis_BioGeoPhysics.f90 asuri_irAt line 1375 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1376 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1378 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1380 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1387 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1388 of file Sfc_Ibis_BioGeoPhysics.f90    fraction of direct  radiation absorbed by upper canopy  [visible]    At line 1389 of file Sfc_Ibis_BioGeoPhysics.f90 abupd_viAt line 1391 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1392 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1394 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1396 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1401 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1402 of file Sfc_Ibis_BioGeoPhysics.f90    fraction of direct  radiation absorbed by upper canopy   [ NEAR IR ] At line 1403 of file Sfc_Ibis_BioGeoPhysics.f90 abupd_irAt line 1405 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1406 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1408 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1410 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1417 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1418 of file Sfc_Ibis_BioGeoPhysics.f90    fraction of diffuse radiation absorbed by upper canopy [visible]     At line 1419 of file Sfc_Ibis_BioGeoPhysics.f90 abupi_viAt line 1421 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1422 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1424 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1426 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1431 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1432 of file Sfc_Ibis_BioGeoPhysics.f90    fraction of diffuse radiation absorbed by upper canopy   [ NEAR IR ] At line 1433 of file Sfc_Ibis_BioGeoPhysics.f90 abupi_irAt line 1435 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1436 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1438 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1440 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1447 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1448 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1449 of file Sfc_Ibis_BioGeoPhysics.f90 ablod_viAt line 1451 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1452 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1454 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1456 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1461 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1462 of file Sfc_Ibis_BioGeoPhysics.f90    fraction of direct  radiation absorbed by lower canopy   [ NEAR IR ] At line 1463 of file Sfc_Ibis_BioGeoPhysics.f90 ablod_irAt line 1465 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1466 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1468 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1470 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1477 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1478 of file Sfc_Ibis_BioGeoPhysics.f90    fraction of diffuse radiation absorbed by lower canopy [visible]     At line 1479 of file Sfc_Ibis_BioGeoPhysics.f90 abloi_viAt line 1481 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1482 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1484 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1486 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1491 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1492 of file Sfc_Ibis_BioGeoPhysics.f90    fraction of diffuse radiation absorbed by lower canopy   [ NEAR IR ] At line 1493 of file Sfc_Ibis_BioGeoPhysics.f90 abloi_irAt line 1495 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1496 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1498 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1500 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1507 of file Sfc_Ibis_BioGeoPhysics.f90    (W m-2)      At line 1508 of file Sfc_Ibis_BioGeoPhysics.f90   downward direct  radiation per unit incident direct  beam      on upper canopy  [visible]     At line 1509 of file Sfc_Ibis_BioGeoPhysics.f90 fupdd_viAt line 1511 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1512 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1514 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1516 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1521 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1522 of file Sfc_Ibis_BioGeoPhysics.f90    downward direct  radiation per unit incident direct  beam      on upper canopy   [ NEAR IR ] At line 1523 of file Sfc_Ibis_BioGeoPhysics.f90 fupdd_irAt line 1525 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1526 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1528 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1530 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1537 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1538 of file Sfc_Ibis_BioGeoPhysics.f90   downward diffuse radiation per unit icident  direct  radiation on upper canopy  [visible]     At line 1539 of file Sfc_Ibis_BioGeoPhysics.f90 fupdi_viAt line 1541 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1542 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1544 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1546 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1551 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1552 of file Sfc_Ibis_BioGeoPhysics.f90  downward diffuse radiation per unit icident  direct  radiation on upper canopy   [ NEAR IR ]   At line 1553 of file Sfc_Ibis_BioGeoPhysics.f90 fupdi_irAt line 1555 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1556 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1558 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1560 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1567 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1568 of file Sfc_Ibis_BioGeoPhysics.f90   downward diffuse radiation per unit incident diffuse radiation on upper canopy [visible]      At line 1569 of file Sfc_Ibis_BioGeoPhysics.f90 fupii_viAt line 1571 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1572 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1574 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1576 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1581 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1582 of file Sfc_Ibis_BioGeoPhysics.f90  downward diffuse radiation per unit incident diffuse radiation on upper canopy   [ NEAR IR ]   At line 1583 of file Sfc_Ibis_BioGeoPhysics.f90 fupii_irAt line 1585 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1586 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1588 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1590 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1597 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1598 of file Sfc_Ibis_BioGeoPhysics.f90   downward direct  radiation per unit incident direct  radiation on lower canopy [visible]      At line 1599 of file Sfc_Ibis_BioGeoPhysics.f90 flodd_viAt line 1601 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1602 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1604 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1606 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1611 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1612 of file Sfc_Ibis_BioGeoPhysics.f90  downward direct  radiation per unit incident direct  radiation on lower canopy   [ NEAR IR ]   At line 1613 of file Sfc_Ibis_BioGeoPhysics.f90 flodd_irAt line 1615 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1616 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1618 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1620 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1627 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1628 of file Sfc_Ibis_BioGeoPhysics.f90   downward diffuse radiation per unit incident direct  radiation on lower canopy [visible]      At line 1629 of file Sfc_Ibis_BioGeoPhysics.f90 flodi_viAt line 1631 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1632 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1634 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1636 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1641 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1642 of file Sfc_Ibis_BioGeoPhysics.f90  downward diffuse radiation per unit incident direct  radiation on lower canopy  [ NEAR IR ]    At line 1643 of file Sfc_Ibis_BioGeoPhysics.f90 flodi_irAt line 1645 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1646 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1648 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1650 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1657 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1658 of file Sfc_Ibis_BioGeoPhysics.f90  downward diffuse radiation per unit incident diffuse radiation on lower canopy  [visible]      At line 1659 of file Sfc_Ibis_BioGeoPhysics.f90 floii_viAt line 1661 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1662 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1664 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1666 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1671 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1672 of file Sfc_Ibis_BioGeoPhysics.f90 downward diffuse radiation per unit incident diffuse radiation on lower canopy   [ NEAR IR ]    At line 1673 of file Sfc_Ibis_BioGeoPhysics.f90 floii_irAt line 1675 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1676 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1678 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1680 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1729 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1730 of file Sfc_Ibis_BioGeoPhysics.f90  direct  downward radiation out of upper canopy per unit vegetated (upper) area [visible]       At line 1731 of file Sfc_Ibis_BioGeoPhysics.f90 sol2d_viAt line 1733 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1734 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1736 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1738 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1743 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1744 of file Sfc_Ibis_BioGeoPhysics.f90 direct  downward radiation out of upper canopy per unit vegetated (upper) area   [ NEAR IR ]    At line 1745 of file Sfc_Ibis_BioGeoPhysics.f90 sol2d_irAt line 1747 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1748 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1750 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1752 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1759 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1760 of file Sfc_Ibis_BioGeoPhysics.f90  diffuse downward radiation out of upper canopy per unit vegetated (upper) area [visible]       At line 1761 of file Sfc_Ibis_BioGeoPhysics.f90 sol2i_viAt line 1763 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1764 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1766 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1768 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1773 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1774 of file Sfc_Ibis_BioGeoPhysics.f90 diffuse downward radiation out of upper canopy per unit vegetated (upper) area   [ NEAR IR ]    At line 1775 of file Sfc_Ibis_BioGeoPhysics.f90 sol2i_irAt line 1777 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1778 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1780 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1782 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1789 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1790 of file Sfc_Ibis_BioGeoPhysics.f90  direct  downward radiation out of upper canopy + gaps per unit grid cell area [visible]        At line 1791 of file Sfc_Ibis_BioGeoPhysics.f90 sol3d_viAt line 1793 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1794 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1796 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1798 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1803 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1804 of file Sfc_Ibis_BioGeoPhysics.f90 direct  downward radiation out of upper canopy + gaps per unit grid cell area   [ NEAR IR ]     At line 1805 of file Sfc_Ibis_BioGeoPhysics.f90 sol3d_irAt line 1807 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1808 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1810 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1812 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1819 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1820 of file Sfc_Ibis_BioGeoPhysics.f90  diffuse downward radiation out of upper canopy + gaps per unit grid cell area [visible]        At line 1821 of file Sfc_Ibis_BioGeoPhysics.f90 sol3i_viAt line 1823 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1824 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1826 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1828 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1833 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1834 of file Sfc_Ibis_BioGeoPhysics.f90 diffuse downward radiation out of upper canopy + gaps per unit grid cell area  [ NEAR IR ]      At line 1835 of file Sfc_Ibis_BioGeoPhysics.f90 sol3i_irAt line 1837 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1838 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1840 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1842 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1849 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1850 of file Sfc_Ibis_BioGeoPhysics.f90  solar flux (direct + diffuse) absorbed by upper canopy leaves per unit canopy area [visible]   At line 1851 of file Sfc_Ibis_BioGeoPhysics.f90 solu_vi At line 1853 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1854 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1856 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1858 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1863 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1864 of file Sfc_Ibis_BioGeoPhysics.f90 solar flux (direct + diffuse) absorbed by upper canopy leaves per unit canopy area  [ NEAR IR ] At line 1865 of file Sfc_Ibis_BioGeoPhysics.f90 solu_ir At line 1867 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1868 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1870 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1872 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1879 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1880 of file Sfc_Ibis_BioGeoPhysics.f90  solar flux (direct + diffuse) absorbed by upper canopy stems  per unit canopy area  [visible]  At line 1881 of file Sfc_Ibis_BioGeoPhysics.f90 sols_vi At line 1883 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1884 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1886 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1888 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1893 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1894 of file Sfc_Ibis_BioGeoPhysics.f90 solar flux (direct + diffuse) absorbed by upper canopy stems  per unit canopy area   [ NEAR IR ]At line 1895 of file Sfc_Ibis_BioGeoPhysics.f90 sols_ir At line 1897 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1898 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1900 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1902 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1909 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1910 of file Sfc_Ibis_BioGeoPhysics.f90  solar flux (direct + diffuse) absorbed by lower canopy leaves and stems per unit canopy area [visible] At line 1911 of file Sfc_Ibis_BioGeoPhysics.f90 soll_vi At line 1913 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1914 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1916 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1918 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1923 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1924 of file Sfc_Ibis_BioGeoPhysics.f90 solar flux (direct + diffuse) absorbed by lower canopy leaves and stems per unit canopy area  [ NEAR IR ]       At line 1925 of file Sfc_Ibis_BioGeoPhysics.f90 soll_ir At line 1927 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1928 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1930 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1932 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1939 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1940 of file Sfc_Ibis_BioGeoPhysics.f90   solar flux (direct + diffuse) absorbed by unit snow-free soil [visible]       At line 1941 of file Sfc_Ibis_BioGeoPhysics.f90 solg_vi At line 1943 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1944 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1946 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1948 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1953 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1954 of file Sfc_Ibis_BioGeoPhysics.f90  solar flux (direct + diffuse) absorbed by unit snow-free soil  [ NEAR IR ]     At line 1955 of file Sfc_Ibis_BioGeoPhysics.f90 solg_ir At line 1957 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1958 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1960 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1962 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1970 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1971 of file Sfc_Ibis_BioGeoPhysics.f90  solar flux (direct + diffuse) absorbed by unit snow surface [visible]  At line 1972 of file Sfc_Ibis_BioGeoPhysics.f90 soli_vi At line 1974 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1975 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1977 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1979 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1984 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1985 of file Sfc_Ibis_BioGeoPhysics.f90  solar flux (direct + diffuse) absorbed by unit snow surface [ NEAR IR ]At line 1986 of file Sfc_Ibis_BioGeoPhysics.f90 soli_ir At line 1988 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1989 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1991 of file Sfc_Ibis_BioGeoPhysics.f90 At line 1993 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2459 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'qh' below lower bound of %ld       At line 2461 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'qh' above upper bound of %ld       Index '%ld' of dimension 1 of array 'bstar' below lower bound of %ld    At line 2462 of file Sfc_Ibis_BioGeoPhysics.f90 Index '%ld' of dimension 1 of array 'bstar' above upper bound of %ld    Index '%ld' of dimension 1 of array 'ts2' below lower bound of %ld      Index '%ld' of dimension 1 of array 'ts2' above upper bound of %ld      At line 2468 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2469 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2471 of file Sfc_Ibis_BioGeoPhysics.f90 At line 2472 of file Sfc_Ibis_BioGeoPhysics.f90            ?vO>ё>H>0>s>>>aT>ף>M>5>>>>ff>ݵ>8>G>$>>(>lx>Ǻ>=
>Y>>>:>V}>>C>^>>>?>\>>-!>p>>u>Q>b>>33>>ů>{>c>L>>9E>>
ף>&>h>R>>#J>>>k+>z>Xʒ>>)\>>>q=>猈>Bφ>>/n>>  >|>#y>u>|ar>2n>k>$h>d>Ga>]>QkZ>=
W>*S>-P>L>kI>oE>\B>I.?>;>Q8>4>u1>{.>h*>    fff?333?                                                                                                                                                                                                                                                                                                             {Gz?w9_@                     ?      @{Gz{Gz?ffffff?      Y@      ?UUUUUU?UUUUUU?       @?333333??-q=        MbP?        MbP?        ?      .@ffffff??      @      ?Gz?fffffq@     R8^H+< CZ=<knQ=Sr- U>՛Q:>q9T1?F~L?+j?|[tr@D7<srM	=]k=rX8q=,y{>lE\~k>
I
J?EJ?j?@e3n<g$Jz==)?G.p>\V 	>*-l;?]U J?oy?v9q@7<Op$/&=h^^N=#Zv&>81b>V(>,rT?c4Q?+>L?x&1?Cl?(\q@     H@    EA     t@     'CA     z@      Nk_g=NT/=U>|Hm>C_1?-LC?]գd?}@E=ąfi>.x>n>Vk^;?h*P?
`l?Z#ShYMF=z2{>3v"|>J?XsCuA?1\=Ms[f"> ν+>
xe>[T?SG}HQ?.xkr?Qe@?{Gz?      @      ?             $@     R@      @ffffff@     f@     v@     r@#B;~jt?Mbp?~jth?Cl?h㈵>?    ?>?ml?     @     p@     p@     X@      I@?     9@333333?Ɨy@>V瞯<@?     ^*A=A@     @:0yE>~AF?      ?@xD&.>(\?     L@     l@?     *@r5@    LH9p                                       {      w  	cn@    x  ]գd?    y  -LC?    z  C_1?    {  |Hm>    |  NT/=U>    }  k_g=            ?      Pō[o@      
`l?      h*P?      Vk^;?      .x>n>      ąfi>      }@E=    s       z@    q       t@      bg?      XsCuA?      J?      3v"|>      z2{>      YMF=      Z#Sh    t       H@      F	v?      SG}HQ?      [T?      
xe>       ν+>      Ms[f">      1\=    o      \A    p      EA    n       'CAi4 a  i8 c        A      {A      ?r4 `  r8 b              ?                *     $        l      l      l      l      l      l           2      E      X      k       ~  (      0    {  8    {       {       {       {       {       {       {       {       {      {      {      {      {      {      {      {      {      {      {      {      {      {      {      {      {      {      {      {      {            {            {  tu             {            {  ts             {      )      {  tl <      O      b  fl u  fu   lai   sai                               {      {  t12       {      {      {      {  t34 &      {      {      9      {      S      {      m  q34   q12   su       {        ss       {        sl       {                        2      E      X      k      ~                                                      )      <      O      b      u                                                             3  chu F  chs Y  chl l                  {      {      {      {      {      {      {  fi                               6      S      p            {                  {              	      	      	    -  	    @  	tg S  	ti f  	    y  	      	      	      	      	       	      	    &  	    C  	    `  
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                8      K  qa ^      q        ua       {      {                                    	            /      B      U      h      {                                               !     4     G     Z     m                                              &     9     L     _     r                                        
          0     C     V     i     |                                             ' bps :     M cp ` za s bdl  dil  z3  z4  z34                 bdu  diu 1 z1 D z2 W z12 j     }                                             (     ; u2 N     a     t                               u1  u12  u3  u34 2 u4 E cu X cl k sg ~ si                                         )     <     O     b     u                                                            {      {      {      {      {      {      {      {      {      {      {      {      {      {      {      {      {       pi {  ux  uy 	      	     3	     F	 ts2 Y	 qs2 l	     	     	     	     	       jb           n  n  n  o  {  {  z  z  q  q  q  r  r  {  {  |  {  |  |  v  v  v  v  u  v  v  v  u  u  q  q  q  r  r  |  |  |  |  {  w  v  o  o  m  w  n  q  q  q  r  r  r  s  s  t      ~  ~  |  w  q  q  r  p  p  r  r  u  w  v  v  v  z  s  r  w  v  w  v  {  y  y  y  y  y  y  y  {  {  z  z  p  p  s  s  t  t  t  t  t  t  {  z  z  z  t  s  s  s  t  t  t  s  }  t  }  t  ~  t  m  m  n  m  q  q  r  r  r  n  n  n  n  m  m  m  m  o  o  o  o  ~  ~  m  m	i   	ib   l  m  m  {  |  z
      
    >  l  x  x  x      m  m  w  s  s  w  ~  m	qh 	 l  n  w  x  x  x  {  {  {  {  w  p  o  z  u  u  }  }  }  z      |  |  p  p  t  t  s  w  x  x  x  z  z  y  y  y  y  y  y  |  |  |  }  }  s  u  u  u  u  n  p  p  p  p  p  p  s  o  o  p  p  x  w  ~  z  n  n  z  z  y  y  }  m  |  |  q  q  q  r  r  x  x  x  }  n  ~  ~  x  x  x  ~  ~  }  u  u  u  u  u  u  o  o  o  o  o  n  n  {  o  y  ~  ~  ~  }  }  }  ~  }  }  }    ~  p  v  v  v  w  w  w  w  s  s     
        ~      *      
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 z    

 z    
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j
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     

     

  fl 

 (    

 0lai 

 8sai 

      
  chl 
*  tl 
=      
P      
c      
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v     
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     
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     
     
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     
-     
      
      
      
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@     
S     
    ~  ~  ~  }	dfi 
f }  }
    
y }  
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    
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    
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 |  |	x2 
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. {  {	xh 
A {  {	xl 
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g {	zdh 
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    
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    
 {               V      ~.       |     |     |xl  |chl  |    	 |    &      C     `     {      }      {  (fi  0     8                         {       {            ~  ~  ~	con = ~  ~  ~  ~  ~	d1 ? }  }  }	d2 @ }  }  }	d3 A }	dt :{  |	dti ;{  |  ~  ~        ~	i .  
    ,  |	k -  	km1 /  |	kp1 0  |  }  }	rhs B4 }
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    { ~  ~  }
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 ~x3   t3 0           {  	i   L        ~
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    {  }
    {  ~             R      >      o y     y     ytu  ytl  y     y          {                +      H (    e 0     8                            	      &      C      `  bex }                                   *                 {      {      {      {      {      {      {      =     Z     w                  |  |  |  {  {
    A {  {  {
    B {
    <{  y  |  |  }  }	cx ;{  y  {	dh H {  {	dw I$ {  {
    E7 {  {
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    K{  x  ~  ~  ~  }  }
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*     *     0*     C*     V*     i*     |*     * chu *     *     * chs *     *     + chl +     '+ 	    :+ 	ts M+ 	    `+ 	    }+ 	    + 	    + 	    + 	    + 	    , 	    !, 	    >, 	    Q, 	    d, 	    , 	    , 	    , 
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@  za %@ (    %0@ 0    %M@ 8    %j@      %@      %@      %@      %@      %@      %A      %5A      %HA     %[A     %nA     %A     %A     %A bdl %A     %A     %A bdu %A     %B     %B u1 %,B u12 %?B     %RB u3 %eB u34 %xB     %B u4 %B     %B diu %B z12 %B dil %B z34 %B z4 %C cu %#C cl %6C sg %IC si %\C     %oC t34 %C t12 %C q34 %C q12 %C su %C     %{      %  ss %C     %{      %  sl %C     %{  ua %D ta %D qa %-D     %      %{      %{      %{  	a ~&{  y  }  ~  }  }  |  |  ~  }    |  |  ~	b &{  y  }  }  ~	c &{  y	ca &{  y	cai &{  y	cb &{  y	cbi &{  y	cci &{  z	cdi &{  z
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    2Z ~	i 2      
    2{  ~
    2{  ~  ~    ~    ~    ~	x 2{  ~       V3        F      ?      V3Z }    V3Z }    V3Z }    V3Z }    V3[ }    V3[ }    V3)[      V3<[ ta V3O[ fu V3b[ lai V3u[  tu V3[ (    V3[ 0    V3[ 8chu V3[  sai V3[  ts V3[      V3\      V3\  chs V3.\  fl V3A\  tl V3T\      V3g\     V3z\ chl V3\ fi V3\     V3      V3{      V3{      V3{      V3{      V3{      V3{      V3{      V3\     V3{      V3    }  ~  ~  ~  ~  ~    ~  }  ~    }
    3\ }	i 3      }  ~    ~  ~  ~  ~    ~  ~  ~    }  ~    }	xai 3\ }     4        t$            4\ ~    4\ ~    4] }    4%] }xai 48] }    4K] }    4^]      4q]     4]     4] ta 4]      4  (    4{  0    4{  8    4{       4{       4{       4{       4]      4{       4{       4   
    [4{    ~  ~	dh ]4] ~  ~	dw ^4] ~  ~  ~    	i W4  
    V4  ~  
    Z4{  ~  ~  ~  ~      	zm Y4{  ~ mix 4                xm 4] ~tm 4	^ ~x1 4^ ~t1 4/^ ~x2 4B^ ~t2 4U^ ~x3 4h^  t3 4{^     4      4{  	i 4  L        ~
    5{  @        
    5{  
    5{  ~     5                lai 5^ ~fu 5^ ~tu 5^ ~    5^ ~sai 5^ }ts 5^ }    5_      5!_ fl 54_ tl 5G_     5Z_      5m_ (    5_ 0tg 5_ 8ti 5_  fi 5_      5       ~  	i N5      ~	tav P5{  ~      ~  ~    ~  ~    ~  ~  ~	x Q5{  ~	y R5{  ~     s5{                x  tak s5{  zq s5{  zp s5{  z
    5{  @	i 5  \	ta 5{  H	twk 5{  
    5{  P    {      5       'CA    5      EA    5      \A    5  1\=    5  Ms[f">    5   ν+>    5  
xe>    5  [T?    5  SG}HQ?    5  F	v?    5       H@    5  Z#Sh    5  YMF=    5  z2{>    5  3v"|>    5  J?    5  XsCuA?    5  bg?    5       t@    5       z@    5  Qe@    5  }@E=    5  ąfi>    5  .x>n>    5  Vk^;?    5  h*P?    5  
`l?    5  Pō[o@    5  k_g=    5  NT/=U>    5  |Hm>    5  C_1?    5  -LC?    5  ]գd?    5  	cn@     ;6                arr ;6_ wrhs ;6_ wvec ;6` w    ;6,` wnd ;6  w    ;6  w        ~	f m6I` ~	i e6  	id f6  	j d6  	m g6      
    k6\Q |    ~  ~  ~                    ndx c6  	     6{                 #  e1 6{  Xp1 6{  P    {  h     6{                 o  t 6{  Xq1 6{  P    {  h     6{          H        t 6{  X    {  h                         6{          H      !  t 6{  X    {  h                         6{          y       ^  t 6{  X    {  h     7{          y         t 7{  X    {  h     7{                   t 7{  X    7{  P    {  h     47{                 5  t 47{  X    47{  P    {  h     L7{          v         x L7{  Xy L7{  Pl L7\` H    {  h     c7{          f        t c7{  Hp c7{  @	es 7{  h
    7{  `	td 7{  X    {  P    7  fffffq@d8 7  7<d7 7  Op$/&=d6 7  h^^N=d5 7  #Zv&>d4 7  81b>d3 7  V(>d2 7  ,rT?d1 7  c4Q?d0 7  +>L?c8 7  @e3n<c7 7  g$Jz=c6 7  =c5 7  )?G.p>c4 7  \V 	>c3 7  *-l;?c2 7  ]U J?c1 7  oy?c0 7  v9q@b8 7  D7<b7 7  srM	b6 7  ]kb5 7  rX8q=b4 7  ,y{>b3 7  lE\~k>b2 7  
I
J?b1 7  EJ?b0 7  j?a8 7  8^H+<a7 7   CZa6 7  <knQ=a5 7  Sr- U>a4 7  ՛Q:>a3 7  q9T1?a2 7  F~L?a1 7  +j?a0 7  |[tr@     7{          b      E  t 7{  Hp 7{  @
    7{  h
    7{  `	td 7{  X    {  P    18  fffffq@d8 /8  7<d7 .8  Op$/&=d6 -8  h^^N=d5 ,8  #Zv&>d4 +8  81b>d3 *8  V(>d2 )8  ,rT?d1 (8  c4Q?d0 '8  +>L?c8 #8  @e3n<c7 "8  g$Jz=c6 !8  =c5  8  )?G.p>c4 8  \V 	>c3 8  *-l;?c2 8  ]U J?c1 8  oy?c0 8  v9q@b8 8  D7<b7 8  srM	b6 8  ]kb5 8  rX8q=b4 8  ,y{>b3 8  lE\~k>b2 8  
I
J?b1 8  EJ?b0 8  j?a8 8  8^H+<a7 
8   CZa6 	8  <knQ=a5 8  Sr- U>a4 8  ՛Q:>a3 8  q9T1?a2 8  F~L?a1 8  +j?a0 8  |[tr@     R8{                  t R8{  p R8{  	es w8{  h
    u8{  `	td v8{  H	vp v8{  P	vp1 v8{  X    {  @    8  fffffq@d8 8  7<d7 8  Op$/&=d6 8  h^^N=d5 8  #Zv&>d4 8  81b>d3 8  V(>d2 8  ,rT?d1 8  c4Q?d0 8  +>L?c8 8  @e3n<c7 8  g$Jz=c6 8  =c5 8  )?G.p>c4 8  \V 	>c3 8  *-l;?c2 8  ]U J?c1 8  oy?c0 8  v9q@b8 8  D7<b7 8  srM	b6 8  ]kb5 8  rX8q=b4 8  ,y{>b3 8  lE\~k>b2 8  
I
J?b1 8  EJ?b0 8  j?a8 8  8^H+<a7 8   CZa6 8  <knQ=a5 8  Sr- U>a4 8  ՛Q:>a3 8  q9T1?a2 8  F~L?a1 8  +j?a0 8  |[tr@     8{                h  t 8{  p 8{  	es 8{  h
    8{  `	qs 8{  
    8{  X	td 8{  	vp 8{  @	vp1 8{  H	vp2 8{  P    {       9  fffffq@d8 9  7<d7 9  Op$/&=d6 9  h^^N=d5 9  #Zv&>d4 9  81b>d3 9  V(>d2 9  ,rT?d1 9  c4Q?d0 9  +>L?c8 9  @e3n<c7 9  g$Jz=c6 9  =c5 9  )?G.p>c4 9  \V 	>c3 9  *-l;?c2 9  ]U J?c1 9  oy?c0 
9  v9q@b8 9  D7<b7 9  srM	b6 9  ]kb5 9  rX8q=b4 9  ,y{>b3 9  lE\~k>b2  9  
I
J?b1 8  EJ?b0 8  j?a8 8  8^H+<a7 8   CZa6 8  <knQ=a5 8  Sr- U>a4 8  ՛Q:>a3 8  q9T1?a2 8  F~L?a1 8  +j?a0 8  |[tr@     a9            B      6      a9  ~    a9  ~    a9  ~    a9c` ~    a9v` ~    a9` ~    a9`      a9`     a9`     a9`     a9`      a9	a (    a9a 0    a9/a 8    a9La      a9ia            ~	i 9    ~	k 9    ~  ~  ~  ~        ~  ~     9                    ib 9  }    9{  }    9  }    9|a }    9a }    9a }    9a      9a     9a     9a     9b      9(b (    9;b 0    9Xb 8    9       9       9     ~    ~  ~    ~  ~
    %:{  ~	i :  ~  	j :  
    #:{  ~
    $:{  ~  ~  ~          ~	x (:kb ~  ~
    ):~b ~	zw &:{  ~    :  ?    !:  ffffff?     :  333333?    ":  ?     :            #      K  ib :  |    :  |    :b |    :b |    :b |    :b |    :b      :b     :
c     :c     :0c      :Cc (    :Vc 0fl :ic 8fu :|c  fi :c      :c      :c      :       :       :       :c      :c     :d     :d     :(d     :;d     :Nd     :ad     :{d lai :d sai :d     :d     :d     :d     :e     :e     :(e     :;e     :Ne     :ae     :te     :e     :e     :e     :      :  tl :e ts :e tu :e pi :{      :{      :{    ~  ~  }  }  }  }              ~  ~  ~  }  }  ~  ~  ~  |  |  |  |  ~  }  }	i ;  |  	j ;    ~  ~  ~  |  |  }  }  }  }  ~  }  ~  ~  }  }  }  ~               3                            ;            :        ib ;  |    ;  |    ;f |    ;f |    ;-f |    ;@f |    ;Sf      ;ff     ;yf     ;f     ;f      ;f (    ;f 0    ;f 8    ;f      ;f      ;g      ;$g      ;7g      ;Jg      ;]g      ;pg      ;g     ;g     ;g     ;g     ;g     ;g     ;h     ;h lai ;7h sai ;Qh fu ;kh fl ;~h     ;h     ;h     ;h     ;h     ;      ;      ;{    ~  ~      }  }  }  }  ~  }  }  }  ~  ~  ~  ~	i 6<  |  	j 5<    ~  ~  }  }  ~  ~  ~  ~          }  }  ~  ~  ~  }  }  }  }	x 8<{  |
    =<{  |
    <<{  |	xd :<{  |	xi ;<{  |	y 9<{  }     <        6            <  z    <h z    <i z    <i z    <1i y    <Di y    <Wi      <ji     <}i     <i     <i      <i (    <i 0iv <  8    <i  ib <       <j      <j      <0j  lai <Jj  sai <dj      <       <      <      <~j     <j     <j     <j     <j     <j     <j     <
k     <      <  tl <$k ts <7k tu <Jk pi <{      <{      <{  
    H={  z
    H={  z  }  }  ~  ~  ~  ~  }
    O=]k }  	b B={  z  }
    M=pk }  }
    N=k }	c B={  z	c0 B={  z  	d B={  z	dd1 F={  z	dd2 F={  z	di1 F={  z	di2 F={  z	f B={  z  ~  }  }  }    ~  ~  }
    P=k |	h B={  z	h1 F={  {	h10 H={  {	h2 F={  {	h3 G={  {	h4 G={  {	h5 G={  {	h6 G={  {	h7 G={  {	h8 G={  {	h9 H={  {	i @=  {  	j ?=  	k B={  {  ~  |
    L=k |	p B={  	p1 E={  {	p2 E={  {	p3 E={  {	p4 E={  {	q B={  |  }  }  ~    ~  ~
    F={  |	s1 D={  |	s2 E={  |  ~
    B={  |  ~  }  }  ~  |
    Q=k |  ~  ~	ud1 D={  |	ud2 D={  |	ud3 D={  |	ui1 D={  |	ui2 D={  |  	xai D={  |     >        &             >  }    >k }    >k }    >k }    >l |    >"l |    >5l      >Hl     >[l iv >  ib >       >nl (    >l 0    >l 8    >l      >l      >l      >l      >l      >m      >       >   tl >'m lai >:m sai >Tm tu >nm ts >m     >      >      >  pi >{      >{      >{    ~  ~        ~  ~  ~  ~	i >  }  
    >  }
    >  }	j >    ~	o >{  }  
    >{  }  ~
    >m }    ~  ~  ~
    >{  }  ~    ~  ~  ~  ~	x >{  }	y >{  }
    >{  }
    >{  }
    >{  }
    >m 	        
    >m 	            >  d    >      >     ?    >     ?     ?                       ?  |    ?  |    ?{  |    ?  |    ?m |    ?m |    ?m      ?n     ?%n     ?8n     ?Kn      ?^n (lai ?qn 0sai ?n 8fu ?n  tu ?n  ts ?n  tl ?n  fl ?n  tg ?o  ti ?o  fi ?*o      ?=o     ?Po     ?mo     ?o     ?  jb ?    }
    s?o }    }	emg k?o }  }	emi l?o }  }	eml j?o }  }	ems i?o }  }	emu h?o }  }
    m?p }  }
    n?"p |  ~  ~  ~  ~  ~  ~  ~  ~  ~  ~  |	fup o?5p |  |
    p?Hp |  |
    q?[p |  |
    r?np |	i e?    }
    e?  |  
    e?      ~    ~  ~  ~  ~  ~          ?  ffffff?    ?  {Gz?    ?  {Gz    w?  ffffff?    x?  ffffff?    ?        ?     5A        A        arr 5Ap Hnar 5A  @    5A{    P	j FA  \     PA              nt PA  arr PAp brr PAp   H  P	ia aA  \      {                     {    !      {    !      {    !       {    !      {    !  	    {    !      {  2  !      {  E  !      {  X  !      {  k  !  w    {  ~  !      {    !  n    {    !  B#    {    !  #    {    !  #    {    !  "    {    !  x#    {    !  #    {    !  j"    {  )  !  o#    {  <  !  #    {  O  !  !    {  b  !  "    {  u  !  "    {    !      {    !     "{    !    #   "{    !     #   "{    !    #   "{    !  !  #    {    #    {  &  !  !    {  9  !  !   "{  S  !  $  #   "{  m  !  $  #   "{    !    !    #    {    !  B    {    !  9    {    !  w!    {    !  !    {    !  i     {    !  B    {    !  K   "{  2  !    !      {  E  !      {  X  !      {  k  !      {  ~  !      {    !      {    !      {    !      {    !      {    !  ="    {    !  F"    {    !  9    {    !  '    {  )  !  0    {  <  !      {  O  !      {  b  !      {  u  !      {    !      {    !      {    !      {    !      {    !      {    !      {    !  |    {    !  s    {     !  4"    {  3  !  ""    {  F  !  +"    {  Y  !      {  l  !      {    !     "{    !    !      {    !  "    {    !  >   "{    !  |"  !  "   "{    !  ?  !  H   "{    !  !   !  *    "{  6  !  ]  !  f   "{  S  !    !     "{  p  !  #  !  #   "{    !  ]#  !  f#   "{    !  o  !  x    {    !  #    {    !  T#   "{    !  T  #   "{    !  "  !  "    {    !  c    {  -  !  l    {  @  !      {  S  !      {  f  !  !    {  y  !  !    {    !  #   "{    !  !  !  !   "{    !  E   !  N    "{    !  A!  !  J!   "{     !  e!  !  n!    {    !  S!    {  &  !  \!   "{  C  !    !     "{  `  !    !     "{  }  !  Q  !  Z   "{    !  !  !  !   "{    !    !     "{    !  #  !  #   "{    !  #  !  #    {    !      {    !  $   "{  4  !  u  !  ~   "{  Q  !    !  '   "  n  !    !      {    !     "{    !  -  !  6    {    !  !   "{    !    !     "{    !    !      {    !     "{    !     !      "{  8  !     !       {  K  !  G    {  ^  !      {  q  !  K    {    !  0    {    !  r     {    !  "    {    !      {    !       {    !      {    !       {  	  !  p    {    !      {  /  !  !    {  B  !       {  U  !       {  h  !       {  {  !      "{    !  3   #   "{    !  <   #        !      {    !      {    !      {    !      {   !      {  ! !      {  4 !      {  G !      {  Z !      {  m !      {   !      {   !      {   !      {   !      {   !     "{   !  !  #   "{    !  !  #    {   !      {  & !      {  9 !      {  L !      {  _ !      {  r !       {   !       {   !       {   !       {   !  P    {   !  t    {   !  }    {   !  k    {  
 !  Y    {   !  b    {  0 !  {     {  C !  "    {  V !  "    {  i !      {  | !      {   !  O"    {   !  X"    {   !       {   !  "    {   !      {   !      {   !  a"    {   !       {  ' !      {  : !      {  M !      {  ` !      {  s !      {   !  #    {   !      {   !      {   !  #    {   !  #    {   !  #    {   !      {   !  ,    {   !      {  1 !      {  D !      {  W !  #    {  j !  #    {  } !  #    {   !  #    {   !  5    {   !      {   !  O    {   !  X    {   !  F    {   !  4    {   !  +    {  ( !  "    {  ; !      {  N !  =    {  a !  "    {  t !  j    {   !  a    {   !      {   !  &!    {   !  !    {   !      {   !  /!    {   !  !    {   !  "    {   !  "    {  2 !  "    {  E !  "    {  X !  "    {  k !      {  ~ !  T    {   !  W     {   !  `     {   !      {   !      {   !  y    {   !      {   !      {   !      {  ) !      {  < !      {  O !      {  b !  (    {  u !  ^    {   !  U    {   !  L    {   !  C    {   !  1    {   !  :    {   !  g    {   !  K#    {  	 !  '#    {   	 !  0#    {  3	 !  !    {  F	 !  !    {  Y	 !      {  l	 !  s"    {  	 !  v    {  	 !  9#    {  	 !  8!   "{  	 !    #      	 !      {  	 !  ]    {  	 !  (    {  
 !  O)    {  
 !  ")    {  1
 !  s)    {  D
 !  '    {  W
 !  )    {  j
 !  j)    {  }
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 !  '    {  
 !  (    {  
 !  F)    {  
 !  '   "{  
 !  *  #   "{  
 !  (  #   "{   !  (  #    {  * !  =)    {  = !  <'    {  P !  4)    {  c !  )    {  v !  )    {   !  '   "{   !  X)  !  a)   "{   !  (  !  (    {   !  '   "{   !  1(  !  :(   "{   !  E'  !  N'   "{  - !  |)  !  )    {  @ !  '    {  S !  )    {  f !  )    {  y !  W'    {   !  q'    {   !  '    {   !  '    {   !  (    {   !  C(       !  j(   "{   !  (  !  (    {   !  )    {  . !  )    {  A !  )    {  T !  )    {  g !  *    {  z !  /*    {   !  X*    {   !  *    {   !  -    {   !  ,   "{   !  -  !  -    {   !  5.    {  	 !  ,   "{  & !  ,  !  ,   "{  C !  :,  !  C,   "{  ` !  -  !  -   "{  } !  -  !  -   "{   !  ,  !  ,    {   !  ,    {   !  -   "{   !  ,  !   ,   "{   !  L,  !  U,   "{   !  n,  !  w,   "{  4 !  ,  !  ,   "{  Q !  S-  !  \-   "{  n !  -  !  -   "{   !  -  !  -   "{   !  .  !  .   "{   !  Y/  !  b/   "{   !  /  !  0       !  /    {   !  @/   "{  % !  k/  !  t/    {  8 !  /   "{  U !  0  !  0    {  h !  .0    {  { !  G0    {   !  `0   "{   !  z0  !  0    {   !  1    {   !  1    {   !  1    {   !  g1    {  
 !  1    {   !  p1    {  0 !  1    {  C !  y1   "{  ` !  2  !  2   "{  } !  2  !  2   "{   !  2  !  2   "{   !  =3  !  F3   "{   !  +3  !  43   "{   !  2  !  2   "{   !  2  !  2   "{  + !  ,6  !  56   "{  H !  5  !  (5   "{  e !  5  !  5   "{   !  6  !  6   "{   !  t6  !  }6   "{   !  15  !  :5    {   !  6    {   !  k6   "{   !  5  #   "{   !  Y6  !  b6    {  , !  s5    {  ? !  |5   "{  \ !  G6  !  P6    {  o !  >6    {   !  U<    {   !  ;    {   !  <    {   !  =    {   !  <    {   !  =    {   !  =   "{   !  <  !  =   "{  + !  L<  #   "{  H !  =  !  =   "{  e !  (<  !  1<   "{   !  ;  !  ;   "{   !  =  !  =   "{   !  ;  !  ;    {   !  u;   "{   !  :<  !  C<   "{  	 !  +=  !  4=   "{  & !  =  !  "=   "{  C !  :  !  :   "{  ` !  ^<  !  g<   "{  } !  <  !  <   "{   !  :  !  :   "   !  ;  !  ;    {   !  %:   "{   !  :  !  :   "{   !  ~;  !  ;    {   !  l;    {  * !  Z;    {  = !  c;   "{  Z !  <  !  <   "{  w !  <  !  <    {   !  <    {   !  <   "{   !  <  !  <   "{   !  <  !  <   "{   !  .:  !  7:   "{   !  Q:  !  Z:    {  $ !  :    {  7 !  :    {  J !  :    {  ] !  ;    {  p !  &;    {   !  @;   "{   !  ;  !  ;   "{   !  <  !  <    {   !  ==   "{   !  W=  !  `=    {    !  =   "{   !  B  !  B    {  0 !  A    {  C !  A    {  V !  A   "{  s !  5D  !  >D   "{   !  GD  !  PD   "{   !  A  !  A   "{   !  bD  !  kD   "{   !  B  !  %B   "{   !  eC  !  nC   "{  ! !  <@  !  E@   "  > !  <B  !  EB    {  Q !  N@   "{  n !  B  !  C   "{   !  B  !  B    {   !  YD   "{   !  /C  !  8C   "{   !  SC  !  \C    {   !  AC    {   !  JC    {   $     {   $     {  1 !  ?    {  D !  @   "{  a !  W@  !  `@    {  t !  z@    {   !  @   "{   !  @  !  @   "{   !  @  !  @   "{   !  @  !  @   "{   !  A  !  A   "{   !  FA  !  OA   "{  5 !  gA  !  pA   "{  R !  A  !  A   "{  o !  A  !  A   "{   !  A  !  B       !  B    {   !  B       !  B   "{   !  C  !  C   "{   !  wC  !  C   "{   !  C  !  C    {  / !  C    {  B !  C   "{  _ !  C  !  C   "{  | !  D  !  D   "{   !  tD  !  }D   "{   !  D  !  D   "{   !  D  !  D    {   !  D   "{   !  HH  !  QH   "{    !  ZH  !  cH   "{  = !  F  !  F    {  P !  G   "{  m !  WI  !  `I   "{   !   G  !  )G   "{   !  I  !  
I   "{   !  G  !  H   "{   !  UG  !  ^G   "{   !  lH  !  uH   "{   !  gG  !  pG   "{  8 !  ~H  !  H   "{  U !  I  !  I   "{  r !  I  !  I   "{   !  G  !  G   "{   !  F  !  F   "{   !  F  !  G   "{   !  2G  !  ;G   "{   !  yG  !  G   "{    !  G  !  G   "{  = !  G  !  G   "{  Z !  H  !  H   "{  w !  I  !  I   "{   !  5I  !  >I   "{   !  iI  !  rI   "{   !  J  !  J   "{   !  J  !  J   "{    !  J  !  J   "{  %  !  J  !  J    {  8  !  J    {  K  !  ]    {  ^  !  b    {  q  !   _    {    !  g    {    !  ]    {    !  a_    {    !  g    {    !  g    {    !  g    {    !  _    {  	! !  _    {  ! !  j_    {  /! !  ]    {  B! !  |_    {  U! !  rg    {  h! !  g    {  {! !  {g    {  ! !  _    {  ! !  _    {  ! !  s_    {  ! !  I]    {  ! !  R]    {  ! !  @]    {   " !  ]    {  " !  ]    {  &" !  ]    {  9" !  \    {  L" !  7]    {  _" !  re    {  r" !  ~]    {  " !  []    {  " !  b    {  " !  nc    {  " !  \c    {  " !  b    {  " !  wc    {  " !  ec    {  
# !  `e    {  # !  ie    {  0# !  {e    {  C# !  e    {  V# !  e    {  i# !  X_    {  |# !  ^    {  # !  c    {  # !  c    {  # !  `   "{  # !  b  #   "{  # !  b  #    {  # !  `   "{  $ !  <d  #    {  )$ !  `    {  <$ !  `    {  O$ !  `    {  b$ !  `    {  u$ !  Jc    {  $ !  `    {  $ !  Ac    {  $ !  _    {  $ !  8c    {  $ !  _    {  $ !  b    {  $ !  b    {  % !  b    {   % !  4b    {  3% !  +b    {  F% !  "b    {  Y% !  &c    {  l% !  _    {  % !  /c    {  % !  _    {  % !  7`    {  % !  @`    {  % !  I`    {  % !  d`    {  % !  [`    {  & !  R`    {  & !  v`    {  *& !  `    {  =& !  `    {  P& !  `    {  c& !  `    {  v& !  `    {  & !  `    {  & !  _   "{  & !  3d  #    {  & !  `   "{  & !  h  #    {  & !  
`   "{  ' !  a  #   "{  *' !  b  #   "{  D' !  g  #    {  W' !  m`   "{  z' !  %`  !  .`  #    {  ' !  c    {  ' !  c    {  ' !  ab    {  ' !  Xb    {  ' !  c    {  ' !  Sc    {  ' !  c    {  ( !  =e    {  %( !  ^    {  8( !  ^   "{  U( !  _  !  _    {  h( !  d    {  {( !  6_    {  ( !  a    {  ( !  ?_    {  ( !  !a    {  ( !  \    {  ( !  \    {  ( !  ]    {   ) !  ]    {  ) !  d    {  &) !  d    {  9) !  d    {  L) !  ^    {  _) !  ^    {  r) !  ^    {  ) !  d    {  ) !  _    {  ) !  a    {  ) !  	_    {  ) !  `    {  ) !  _    {  ) !  a    {  
* !  \    {  * !  \    {  0* !  \    {  C* !  ]    {  V* !  ]    {  i* !  ]    {  |* !  d    {  * !  d    {  * !  d    {  * !  a^    {  * !  f    {  * !  f    {  * !  >^    {  + !  f    {  + !  f    {  '+ !  ^    {  :+ !  f    {  M+ !  f    {  `+ !  d   "{  }+ !  `  !  `    {  + !  ig   "{  + !  f  !  f   "{  + !  Vf  !  _f   "{  + !  c  !  c   "{  , !  b  !  c   "{  !, !  c  !  c   "{  >, !  c  !  c    {  Q, !  c    {  d, !  c   "{  , !  =b  !  Fb    {  , !  f    {  , !  Mf   "{  , !  $_  !  -_   "{  , !  b  !  b   "{  , !  `a  !  ia   "{  - !  ^  !  ^    {  .- !  Ed    {  A- !  hd   "{  ^- !  c  !  c   "{  {- !  ]  !  ]    {  - !  ra   "{  - !  e  !  e    {  - !  {a   "{  - !  e  !  e   "{  - !  e  !  e    {  . !  _   "{  (. !  Na  !  Wa   "{  E. !  d  !  e    {  X. !  Ob    {  k. !  d    {  ~. !  b    {  . !  e    {  . !  e    {  . !  \    {  . !  \    {  . !  \    {  . !  \    {  / !  `    {  / !  *a    {  )/ !  3a    {  </ !  Ea    {  O/ !  <a    {  b/ !  e    {  u/ !  e    {  / !  !d    {  / !  *d    {  / !  d    {  / !  b    {  / !  e    {  / !  c      / !  a   "{  0 !  ]  #   "{  .0 !  d]  #    {  A0 !  ^    {  T0 !  $^    {  g0 !  G^    {  z0 !  j^    {  0 !  ^    {  0 !  ^   "{  0 !  a  #   "{  0 !  a  #   "{  0 !  a  #   "{  1 !  jb  #   "{  "1 !  c  #    {  51 !  Nd    {  H1 !  qd    {  [1 !  d    {  n1 !  #e    {  1 !  Fe   "{  1 !  e  #    {  1 !  f    {  1 !  f    {  1 !  3f    {  1 !  hf    {  1 !  f    {  2 !  f    {   2 !  g    {  32 !  g    {  F2 !  7g    {  Y2 !  Pg    {  l2 !  g    {  2 !  g   "{  2 !  g  #    {  2 !  i    {  2 !  i    {  2 !  i    {  2 !  i    {  2 !  i    {  3 !  ni    {  3 !  i    {  13 !  i    {  D3 !  i    {  W3 !  Dx    {  j3 !  p    {  }3 !  xp    {  3 !  p    {  3 !  op    {  3 !  s   "{  3 !  5w  #   "{  3 !  w  #    {  3 !  s   "{  4 !  >w  #   "{  14 !  w  #    {  D4 !  !x    {  W4 !  q    {  j4 !  q    {  }4 !  rw    {  4 !  {w    {  4 !  Hv   "{  4 !  r  !  r    {  4 !  w    {  4 !  Wr    {  4 !  s    {  5 !  `r    {  5 !  s   "{  95 !  u  #   "{  S5 !  ,w  #    {  f5 !  p    {  y5 !  p    {  5 !  ]q    {  5 !  fq    {  5 !  x    {  5 !  x    {  5 !  w    {  5 !  q    {  5 !  q    {  6 !  q    {  $6 !  Ww    {  76 !  w    {  J6 !  Qv    {  ]6 !  w    {  p6 !  Nr    {  6 !  s    {  6 !  <r    {  6 !  s    {  6 !  Er    {  6 !  s    {  6 !  p    {  6 !  p    {  7 !  p    {  7 !  Tq    {  .7 !  Kq    {  A7 !  Bq    {  T7 !  x    {  g7 !  w    {  z7 !  w    {  7 !  iw    {  7 !  `w    {  7 !  v      7 !  s    {  7 !  p    {  7 !  p    {  7 !  p    {  8 !  q    {  %8 !  (q    {  88 !  s    {  K8 !  s    {  ^8 !  t    {  q8 !  /t    {  8 !  It    {  8 !  ct    {  8 !  }t    {  8 !  t    {  8 !  t    {  8 !  t    {  8 !  t    {  	9 !  u    {  9 !  (u    {  /9 !  Bu    {  B9 !  \u    {  U9 !  vu    {  h9 !  u    {  {9 !  u    {  9 !  v    {  9 !  .v    {  9 !  zv    {  9 !  v    {  9 !  v    {  9 !  v    {   : !  v    {  : !  w    {  &: !  *x    {  9: !  Mx    {  L: !  gx    {  _: !  x    {  r: !  x    {  : !  x   "{  : !  Gz  !  Pz  #   "{  : !  {  !  {   "{  : !  z  !  z   "{  : !  z  !  z   "{  ; !  z  !  z   "{  9; !  z  !  z   "{  V; !  z  !  z    {  i; !  z    {  |; !  z    {  ; !  z    {  ; !  z   "{  ; !    !      {  ; %    {  ; !  }    {  ; !  B    {  < !  t    {  < !      {  -< !  k    {  @< !  Y    {  S< !  k    {  f< !  b    {  y< !      {  < !      {  < !  t    {  < !      {  < !      {  < !  >    {  < !  P    {  < !  G    {  = !      {  $= !  ʀ    {  7= !  }    {  J= !      {  ]= !      {  p= !      {  = !      {  = !      {  = !      {  = !      {  = !      {  = !  ȁ    {  = !      {  > !     "{  %> !    !     "{  B> !    !     "{  \> !    #    {  o> !  ܀   "{  > !  9  #   "{  > !    #   "{  > !  }  #    {  > !      {  > !  5    {  > !  Ӏ    {  	? !  k    {  ? !      {  /? !  t    {  B? !  с      U? !  B   "{  r? !    !      {  ? !  I    {  ? !  @    {  ? !      {  ? !      {  ? !      {  ? !      {  ? !  	    {  
@ !  .    {  @ !  .    {  0@ !  d   "{  M@ !  m  !  v   "{  j@ !    !     "{  @ !  H  !  Q   "{  @ !    !     "{  @ !  Ƈ  !  χ   "{  @ !    !     "{  @ !  7  !  @   "{  A !  [  !  d   "{  5A !  I  !  R    {  HA !      {  [A !  ؇    {  nA !      {  A !  $    {  A !      {  A !      {  A !      {  A !      {  A !      {  A !      {  B !  %    {  B !       {  ,B !      {  ?B !      {  RB !      {  eB !      {  xB !      {  B !      {  B !      {  B !      {  B !      {  B !      {  B !  7    {  B !      {  C !  R    {  #C !  [    {  6C !  ܈    {  IC !  ӈ    {  \C !  ŉ    {  oC !  މ    {  C !      {  C !  ?    {  C !  6    {  C !  v    {  C !  m    {  C !  -    {  C !       {  D !      {  D !  ˊ    {  -D !  Z    {  @D !      {  SD !      {  fD !      {  yD !      {  D !  v    {  D !  W    {  D !      {  D !      {  D !      {  D !      {  D !      {  E !  y    {  $E !      {  7E !      {  JE !      {  ]E !  w    {  pE !      {  E !  n    {  E !  %    {  E !      {  E !      {  E !      {  E !  ~    {  E !  u    {  F !      {  F !  I    {  .F !      {  AF !  `    {  TF !  ڛ    {  gF !  \    {  zF !      {  F !  e    {  F !      {  F !      {  F !      {  F !      {  F !      {  F !      {  G !  1    {  %G !  p    {  8G !  g    {  KG !  ^    {  ^G !  U    {  qG !  L    {  G !  :    {  G !  C    {  G !  S   "{  G !  l  #    {  G !  (   "{  G !  N  #    {  H !      {  H !  7    {  *H !  .    {  =H !  [    {  PH !  %    {  cH !  %    {  vH !  R    {  H !      {  H !      {  H !  I    {  H !  Q    {  H !      {  H !      {  H !  ę    {  I !      {  !I !      {  4I !  z    {  GI !  ߝ   "{  dI !    !      {  wI !      {  I !      {  I !  i    {  I !  ֝    {  I !  ͝    {  I !  ĝ    {  I !     "{  J !    !      {  J !  7    {  ,J !     "{  IJ !    !     "{  fJ !    !     "{  J !    !     "{  J !  d  !  m   "{  J !    !     "{  J !  d  !  m    {  J !      {   K !  L   "{  K !    !     "{  :K !    !     "{  WK !    !      {  jK !      "{  K !    !  %    {  K !  )   "{  K !    !     "{  K !  h  !  q    {  K !  _   "{  L !    !     "{  !L !  D  !  M    {  4L !  V    {  GL !  J   "{  dL !    !     "{  L !  
  !      {  L !      {  L !      {  L !  ͙    {  L !      {  L !      {  L !      {  M !  Ә    {  M !  ʘ    {  ,M !      {  ?M !      {  RM !      {  eM !  @    {  xM !  .    {  M !      {  M !  
    {  M !      {  M !      {  M !  R    {  M !  [    {  M !      {  N !  ß    {  #N !  v    {  6N !  @    {  IN !  
    {  \N !  Ԟ    {  oN !  ݞ    {  N !  j    {  N !  .    {  N !      {  N !  )    {  N !  e    {  N !  ˞   "{  O !    #  	#  	  {  O !      {  'O !      {  :O !  Ζ    {  MO !      {  `O !      {  sO !      {  O !      {  O !  ؗ    {  O !  ֙    {  O !      {  O !      {  O !  3    {  O !  \    {  P !      {  P !     "{  8P !    #  	  {  KP !  r    {  ^P !      {  qP !      {  P !      {  P !      {  P !  *    {  P !      {  P !      {  P !  ɜ    {  P !  2    {  	Q !  n    {  Q !      {  /Q !  7    {  BQ !  s   "{  \Q !    #  	 "  sQ #  	#  	 \Q  {  Q !  z    {  Q !      {  Q !      {  Q !  	    {  Q !      {  Q !      {  Q !      {  R !      {  #R !  w    {  6R !      {  IR !      {  \R !      {  oR !  W    {  R !  4      R !        R !  ã    {  R !  =    {  R !  `    {  R !     "{  R !    !     "{  S !  p  !  y   "{  8S !  ^  !  g   "{  US !  ܧ  !     "{  rS !    !     "{  S !  צ  !     "{  S !  t  !  }   "{  S !    !     "{  S !    !     "  T !    !     "   T !  5  !  >      3T !        FT !  ç    {  YT !     "{  vT !    !  !   "{  T !  ;  !  D    {  T !      {  T !      {  T !      {  T !  5    {  T !  >    {  U !      {  U !      {  +U !      {  >U !  Ѭ    {  QU !      {  dU !  Ȭ    {  wU !      {  U !      {  U !      {  U !  /    {  U !  I    {  U !      {  U !  &    {  U !  @    {  V !      {  "V !      {  5V !  7    {  HV !      {  [V !  6    {  nV !  k    {  V !      {  V !      {  V !  Ա    {  V !  $    {  V !  Ĳ    {  V !  Ͳ    {  V !  t    {  W !      {  W !      {  ,W !  6    {  ?W !  ֲ    {  RW !  }    {  eW !  ݱ    {  xW !  -    {  W !     "{  W !    #    {  W !      {  W !  Q    {  W !  l   "{  W !  ?  #    {  X !  ߲    {  X !  H    {  1X !  c    {  DX !      {  WX !      {  jX !      {  }X !  ?    {  X !  Z    {  X !      {  X !      {  X !      {  X !      {  X !      {  Y !  b      Y !      {  (Y !      {  ;Y !  H    {  NY !      {  aY !      {  tY !  u    {  Y !      {  Y !      {  Y !      {  Y !  ٳ    {  Y !  I    {  Y !  [    {  Y !  d    {  Z !  {    {  Z !      {  2Z !      {  EZ !  7    {  XZ !  .    {  kZ !  @    {  ~Z !  R    {  Z !      {  Z !      {  Z !  Ե    {  Z !      {  Z !  c    {  Z !  H    {  [ !  6    {  [ !      {  )[ !  Z    {  <[ !      {  O[ !  Q    {  b[ !      {  u[ !  ?   "{  [ !    #    {  [ !  ܹ    {  [ !       {  [ !      {  [ !     "{  [ !    #    {  \ !  ӹ    {  \ !      {  .\ !      {  A\ !      {  T\ !  -    {  g\ !  ʹ    {  z\ !      {  \ !  	    {  \ !  	    {  \ !  $    {  \ !      {  \ !  l    {  \ !  $    {  \ !  y    {  ] !      {  %] !      {  8] !  0    {  K] !      {  ^] !  W    {  q] !  '    {  ] !  ڻ    {  ] !      {  ] !      {  ] !  p    {  ] !      {  ] !      {  ] !      {  	^ !  ͽ    {  ^ !      {  /^ !      {  B^ !      {  U^ !      {  h^ !      {  {^ !  Ľ    {  ^ !     "{  ^ !  O  #    {  ^ !  8    {  ^ !      {  ^ !     "{  ^ !  X  #    {  _ !      {  !_ !      {  4_ !  ¿    {  G_ !  /    {  Z_ !      {  m_ !      {  _ !      {  _ !  ˿    {  _ !  q    {  _ !  z    {  _ !  &   "{  _ !    !    !     "{  ` !    !     "{  ,` !    !     "  I` !  g  !  p    {  \` !          {  v` !      {  ` !      {  ` !      {  ` !      {  ` !     "{  ` !    #   "{  ` !    #      	a !      {  a !  ,    {  /a !  #   "{  La !    !     "{  ia !    !      {  |a !      {  a !      {  a !      {  a !      {  a !        a !     "{  a !  (  !  1   "{  b !    !      {  (b !  y    {  ;b !  p   "{  Xb !    !      {  kb !      {  ~b !  :    {  b !  R    {  b !     "{  b !    #    {  b !      {  b !        b !  h    {  
c !      {  c !      {  0c !      {  Cc !      {  Vc !      {  ic !      {  |c !      {  c !      {  c !     "{  c !    !     "{  c !    !      {  c !  g    {  d !  p    {  d !       {  (d !      {  ;d !  	    {  Nd !      {  ad !     "{  {d !    #   "{  d !    #   "{  d !    #   "{  d !    #    {  d !  y    {  d !      {  e !  $    {  e !  -    {  (e !  6    {  ;e !  ?    {  Ne !      {  ae !      {  te !      {  e !  Q    {  e !  H   "{  e !    #   "{  e !    #    {  e !      {  e !      {  f !      {  f !  `      -f !      {  @f !  -    {  Sf !  6    {  ff !  W    {  yf !      {  f !      {  f !      {  f !      {  f !      {  f !      {  f !      {  f !  N    {  g !      {  $g !  $    {  7g !  l    {  Jg !  u    {  ]g !  ~    {  pg !  <    {  g !  Q    {  g !  Z    {  g !  E    {  g !  ?    {  g !  H   "{  g !    #   "{  h !  r  #   "{  h !    #   "{  7h !  i  #   "{  Qh !    #   "{  kh !    #    {  ~h !      {  h !  c    {  h !      {  h !  {   "{  h !    !  !   "{  h !  *  !  3    {  i !     "{  i !    #    {  1i !      {  Di !      {  Wi !      {  ji !      {  }i !      {  i !      {  i !      {  i !     "{  i !    !     "{  i !    !      {  j !  x      j !     "{  0j !    #   "{  Jj !    #   "{  dj !    #   "{  ~j !    #    {  j !      {  j !      {  j !      {  j !      {  j !      {  j !  
   "{  
k !    #   "{  $k !    #    {  7k !  !    {  Jk !  D    {  ]k !  M    {  pk !      {  k !  '    {  k !  A    {  k !      {  k !      {  k !  *    {  k !  B   "{  k !  
  #    {  l !      {  "l !      {  5l !      {  Hl !      {  [l !  I    {  nl !  %      l !  `    {  l !  .    {  l !      {  l !      {  l !      {  l !  @    {  l !  7   "{  m !    #   "{  'm !    #    {  :m !  '   "{  Tm !    #   "{  nm !    #    {  m !  9    {  m !  0    {  m !        m #    m    m #   m  {  m !     "{  m !    #    {  n !      {  %n !      {  8n !      {  Kn !      {  ^n !      {  qn !     "{  n !    #   "{  n !    #    {  n !      {  n !      {  n !      {  n !      {  o !      {  o !      {  *o !      {  =o !      {  Po !     "{  mo !    !     "{  o !    !  "      o !      {  o !      {  o !      {  o !  *    {  o !  D    {  o !  ^    {  p !  x    {  "p !      {  5p !      {  Hp !       {  [p !  :    {  np !  T    {  p !  n    {  p !      {  p !  [   &{  !  c    %B  :;  ' :;I?
  ' :;I?  .?:;n@B   :;I   :;I  4 I4  	4 :;I  
4 :;I  .:;@B   :;I   :;I  ' :;I
    ' I  ' :;I  .?:;n@B  .:;I@B  4 I4  ' :;I  .?:;n@B  .:;@B  .:;I@B    ' :;I
  .:;@B  $ >  & I     7 I   I  !! I/  "	I  #! I/  $! I"  %! I  &I   ,                                          M  1          Sfc_Ibis_BioGeoPhysics.f90      	        ςJ ~<%$v   =   f    f   X <#!!MtJ 3<M$v   =   f  I #!!{t> <{(yLLUhwh1y7777777t7777777 7 [  xt [  u [  r [  s [  s [  y [  u [  u [  u [  u [  u W  st t ' (  '  '  
X ' (  '  '  
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X ' (  '  '  
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 f  `       f  	 
 f  s       f  	 
 f  s       f  	 
 f    f       t    	f 
 t    f  t    f  t    f  t     !f " #t $ % & 'f     f  t  	 
 f  t    f  t    f  t    f  t   ! " #f $ $     w       f  	 
    f      	 
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  f                 	 
                    	 
                    	 
                    	 
                     	 
         ̷                               f  	 
    f      	 
             f        	 
             	 
     ˸          	 
                           	 
     ˸                 	 
                   	 
                          	 
              	 
            	 
   1  <  %  #  # k  #  #   #  # l u <   =    uK  #  # 8 A , A 	- 
C , C 2 > , >  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C X <	   #  # p  #  #   #  # o u <   =    uK  #  # 8 A , A 	- 
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C , C 2 > , >  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
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C , C 2 > , >  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C X <	   #  # p  #  #   #  # | u <   =    uK  #  # 8 A , A 	- 
C , C 2 > , >  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C X <	   #  # p  #  #   #  # | u <   =    uK  #  # 8 A , A 	- 
C , C 2 > , >  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C X <	   #  # p  #  #   #  # | u <   =    uK  #  # 8 A , A 	- 
C , C 2 > , >  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C X <	   #  # p  #  #   #  # o u <   =    uK  #  # 8 A , A 	- 
C , C 2 > , >  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C X <	   #  # k  #  #   #  # t u <   =    uK  #  # 8 A , A 	- 
C , C 2 > , >  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C X <	   #  # k  #  #   #  # q u <   =    uK  #  # 8 A , A 	- 
C , C 2 > , >  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C X <	   #  # k  #  #   #  # | u <   =    uK  #  # 8 A , A 	- 
C , C 2 > , >  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C X <	   #  # k  #  #   #  # l u <   =    uK  #  # 8 A , A 	- 
C , C 2 > , >  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C X <	   #  # k  #  #   #  # t u <   =    uK  #  # 8 A , A 	- 
C , C 2 > , >  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C X <	   #  # k  #  #   #  # l u <   =    uK  #  # 8 A , A 	- 
C , C 2 > , >  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C X <	   #  # k  #  #   #  # l u <   =    uK  #  # 8 A , A 	- 
C , C 2 > , >  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C X <	   #  # k  #  #   #  # l u <   =    uK  #  # 8 A , A 	- 
C , C 2 > , >  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C X <	   #  # k  #  #   #  # l u <   =    uK  #  # 8 A , A 	- 
C , C 2 > , >  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C X <	   #  # k  #  #   #  # l u <   =    uK  #  # 8 A , A 	- 
C , C 2 > , >  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C X <	   #  # k  #  #   #  # l u <   =    uK  #  # 8 A , A 	- 
C , C 2 > , >  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C X <	   #  # k  #  #   #  # l u <   =    uK  #  # 8 A , A 	- 
C , C 2 > , >  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C X <	 | !y > <y(LpL1111z117
W7	77WxX777
77 7 W  q @   ' (  '  '  
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 f   f     f      	 
 f   f  r y<&  !{ > <{(7(1111177FFq7[[7h7tp77777777V V [  r [  u [  v [  p [  y [  st ` ' (  $  $  
Xq@
 ' (  $  $  
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         D         ,     4     (       f  5      0G          $     4     $     %         B         >         >         :         :   f      	 
 f      [ - - u u K K y L L < < 8 I |  8 E ` X 4 D 4 4     K          Q     5     0       X        	 
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%Y%^v..@4n44444444JJCC444444CC44\44z4444f44444j44u .  >   f     f    f  	 
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 f    f G   f    f  	 
 f    f  I   f    f  	 
 f    f lB X < !|> <|%UzW.z..]x44424 T  u T  q  ' (  '  '  
X ' (  '  '  
Xyu/$ .  >   f   t    f  t  	 
 f  > L   f    f  5   f    f  u X <& <   >   f        #   	f 
  #   f         8         Y         	 
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 f  > L   f      5   f    f  v X <
& <   >   f        #   	f 
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       e         u) X <h#<&.p  }> <}Tu]1111177TT7'7 .  = <   =   f    f  g   f    f  d X < X <  .  =   f  =   f  =   f  =   f     f            y      = .  =   f      g   f      d X < X <  .  =    gK     X <&!!}  <~45'  ʟ0YZ2Y~ <~'9  ʟ0[2[~ <~5  ʟ2	X~ <~5  ʟ0
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X!> ' (  '  ' 	 X J   = J   =   f    f  	 
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44u4;7 T  u T  o    { ' (  '  '  
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    =     h       f  	 
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   E       f  	 
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    @   f     f 	L   f    f   f  h   f    f  %   f    f  %    f     f 	L   f    f   f  l   f    f  %   f    f  l% X < HB~ !z> <{"(((1\111N17$7X77W77r77Q77p777k7x777"777]7(7Y77777 [  v [  s [  v [  u [  u W  u W  u W  wt W  . (  '  '  
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X ' (  '  '  
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 f [   f       =       f  t/ X <#  #  # s  #  #   #  # ~ u <  =   f uK  #  # 8 A , A 	- 
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C , C 3 C . C f <	  .  =                f  ,     =       f  / X < H .  =         .       f         f                     X <  .  =         + X <  .  =         	 
   5         	 
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   5         	 
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(  '  '  X  X g . (  '  ' 	# 
(  '  '  X  X fk ' (  '  '  
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Xruzt . (  '  ' 	# 
(  '  '  X  X te . (  '  ' 	# 
(  '  '  X  X tlt ' (  '  ' 	 Xu ' (  '  ' 	 Xu % %  $  $  % 	 
$  $  X  X fg % %  $  $  % 	 
$  $  X  X fg % %  $  $  % 	 
$  $  X  X fj J   = J   @   f    f  	 
           u   f    f  	 
       a         "         "   f    f '           f    f  	 
 f    f  E t    f  t  	 
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   >         "         	 
       Y         	 
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       A f <	 .  >   f    f  	 
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         f    f   X <x<o  f < ~ wy!{ > <{%%%.....44444.4 T  u T  v T  s T  	t        o ' (  '  '  
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g$ <   =   f    f  	 
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 
[ X <% J   =         6         6 f <% <   =                                              X < TTTTF <   =         	 
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   L                  	& 
   x     >   f 5         	 
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   u X <t  f <   f @         	 
 f    f       f  	 
 f       f  	 
 f   f    f           	 
 f        f  i         	 
 f    f       f  	 
 f    f           	 
 f    f  a         	 
 f    f    f  m~  < $x ur`ozq> <q(((K111/1R117797H797H77
77*7W777777777777777777e7i````````7777777777s77 7 W  t W  s W  . (  '  '  
X ' (  '  '  
Xj ' (  '  '  
X
p
t	s ' (  '  ' 	 X{	{ <   >         	M 
        $               f      	 
       x\ X <	  <   >   f    f  	N 
       -     $         	 
            	 
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' .  <         	 
   Z             P         P         	 
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   e   f      	 
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 
#  #       	 
 
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 
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 
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 
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 
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 
' X <  
 <   A         	 
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8         	 
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(  '  '  X  X mtz ' (  '  '  
Xtw ' (  '  ' 	 Xu % %  $  $  % 	 
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  J   C   f    f  	 
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 
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 
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 
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M( f <3%  f =& J   =   f    f  	 
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-     )         	 
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 
7  #       	 
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C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A !t " # $ %f &  #  # 8 A , A 	- 
C , C 2 A , A X <	   #  # p  #  #   #  # m u <   =   f uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A !t " # $ %f &  #  # 8 A , A 	- 
C , C 2 A , A X <(  #  # p  #  #   #  # m u <   =   f uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A !t " # $ %f &  #  # 8 A , A 	- 
C , C 2 A , A X <(  #  # p  #  #   #  # m u <   =   f uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A !t " # $ %f &  #  # 8 A , A 	- 
C , C 2 A , A X <(  #  # p  #  #   #  # z u <   =   f uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A !t " # $ %f &  #  # 8 A , A 	- 
C , C 2 A , A X <(  #  # p  #  #   #  # z u <   =   f uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A !t " # $ %f &  #  # 8 A , A 	- 
C , C 2 A , A X <(  #  # p  #  #   #  # z u <   =   f uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A !t " # $ %f &  #  # 8 A , A 	- 
C , C 2 A , A X <   f @   f  L H < <   f  $   '   f    f  G   f    f  G   f  <   f  *     4     , t    f '      # t    f 1      #      #         	 
       H         	 
   C         	 
 f   f  |         	 
 f   f            ,         , @ 8 0         ,      $     $ @ 8     8         ,         S         8         	 
                	 
   L   f    f  	 
       p   f    f  G t    f +      #      #         	 
       H         	 
   @         	 
 f   f  |         	 
 f   f            ,         , @ 8 0         ,      $     $ @ 8     8         ,         S         8         	 
                	 
   L   f    f  	 
       p   f    f  ,G                           (         	 
   ]         8 D                 R            ]           ]        +         %         %               K     K         X         X     8     8   f  $      8     8     $         (         (         (         |( f <( J   @     L H < <     $   '         G         G         7     <     *     4     ,      #          	 
       H         	 
   @         	 
      |         	 
                ,         , @ 8 0         ,      $     $ @ 8     8         ,         S         8         	 
               	 
   L         	 
       p         G      #          	 
       H         	 
   C         	 
      |         	 
                ,         , @ 8 0         ,      $     $ @ 8     8         ,         S         8         	 
               	 
   R         	 
       p         G      #      L     $            	 
       H         	 
   C     $         ;          /         ,         , @ 8 0         ( /     $     $ @ 8     8         ,         S         ,         	 
               	 
   R         	 
       p         7                           (         	 
   V         5                  R            ]           ]        +         %         %         %                    K     K     ;        X        ^        ^     8     >     >     $      8     8     8     $         (         (         (         (         (         |( f <%  #  # f  #  #   #  # ~ u <   =   f uK  #  # 8 A , A 	- 
C , C 2 > , >  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C X <	   #  # f  #  #   #  # ~ u <   =   f uK  #  # 8 A , A 	- 
C , C 2 > , >  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C X <	   #  # f  #  #   #  # ~ u <   =   f uK  #  # 8 A , A 	- 
C , C 2 > , >  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C X <	   #  # f  #  #   #  # ~ u <   =   f uK  #  # 8 A , A 	- 
C , C 2 > , >  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C X <	   #  # f  #  #   #  # ~ u <   =   f uK  #  # 8 A , A 	- 
C , C 2 > , >  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C X <	   #  # f  #  #   #  # l u <   =   f uK  #  # 8 A , A 	- 
C , C 2 > , >  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C X <	   #  # f  #  #   #  # l u <   =   f uK  #  # 8 A , A 	- 
C , C 2 > , >  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C X <	   #  # f  #  #   #  # l u <   =   f uK  #  # 8 A , A 	- 
C , C 2 > , >  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C X <	   #  # f  #  #   #  # l u <   =   f uK  #  # 8 A , A 	- 
C , C 2 > , >  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C X <	   #  # f  #  #   #  # l u <   =   f uK  #  # 8 A , A 	- 
C , C 2 > , >  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C X <	   #  # =  #  #   #  # t u <   =   f uK  #  # 8 A , A 	- 
C , C 2 > , >  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C X <	   #  # =  #  #   #  # t u <   =   f uK  #  # 8 A , A 	- 
C , C 2 > , >  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C X <	   #  # =  #  #   #  # t u <   =   f uK  #  # 8 A , A 	- 
C , C 2 > , >  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C X <	   #  # =  #  #   #  # t u <   =   f uK  #  # 8 A , A 	- 
C , C 2 > , >  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C X <(  #  # =  #  #   #  # l u <   =   f uK  #  # 8 A , A 	- 
C , C 2 > , >  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C X <(  #  # i  #  #   #  # t u <   =   f uK  #  # 8 A , A 	- 
C , C 2 > , >  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C X <	   #  # i  #  #   #  # t u <   =   f uK  #  # 8 A , A 	- 
C , C 2 > , >  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C X <	   #  # i  #  #   #  # t u <   =   f uK  #  # 8 A , A 	- 
C , C 2 > , >  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C X <	   #  # i  #  #   #  # t u <   =   f uK  #  # 8 A , A 	- 
C , C 2 > , >  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C X <	   #  # i  #  #   #  # t u <   =   f uK  #  # 8 A , A 	- 
C , C 2 > , >  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C X <	   #  # i  #  #   #  # t u <   =   f uK  #  # 8 A , A 	- 
C , C 2 > , >  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C X <	   #  # i  #  #   #  # t u <   =   f uK  #  # 8 A , A 	- 
C , C 2 > , >  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C X <	   #  # i  #  #   #  # t u <   =   f uK  #  # 8 A , A 	- 
C , C 2 > , >  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C X <	   #  # i  #  #   #  # t u <   =   f uK  #  # 8 A , A 	- 
C , C 2 > , >  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C X <	   #  # i  #  #   #  # t u <   =   f uK  #  # 8 A , A 	- 
C , C 2 > , >  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C X <	   #  # i  #  #   #  # t u <   =   f uK  #  # 8 A , A 	- 
C , C 2 > , >  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C X <	   #  # i  #  #   #  # t u <   =   f uK  #  # 8 A , A 	- 
C , C 2 > , >  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C X <	   #  # i  #  #   #  # t u <   =   f uK  #  # 8 A , A 	- 
C , C 2 > , >  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C X <	   #  # i  #  #   #  # t u <   =   f uK  #  # 8 A , A 	- 
C , C 2 > , >  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C X <	   #  # i  #  #   #  # t u <   =   f uK  #  # 8 A , A 	- 
C , C 2 > , >  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C X <   #  # i  #  #   #  # t u <   =   f uK  #  # 8 A , A 	- 
C , C 2 > , >  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C X < r pmX!p > <p%%......%w f f >   f %   f    f  	 
 f   f    f  	 
 f    f     f    f  	 
 f W   f %   f    f "   f %   f    f  	 
 f    f    f   f    f    f    f i f < !!t > <uQ(e((1 1111 1~777777777777777777777777777777797F7F[F=77	7 7~7<o``````7 77~7777777777777777777 77777~77&G\M7G;M77`77777777777777777777777777777777777777777777777777777777	7x7777777;77777777777
``77``c`7``7`7```?`77777777777 v  u v  t [  s [  s [  s [  z [  u [  rt v  v v  s r  : r  ; r  < [  u [  r [  s [  s [  gt r  < [  u [  wt [  { [  xt [  { [  s [  ut [  s [  s [  t [  u [  jt r  4 (  '  '  
f  X f ' (  '  '  
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f  X fsq ' (  '  '  
X ' (  '  '  
Xz ' (  '  '  
X ' (  '  '  
X ' (  '  '  
X ' (  '  '  
X_ ' (  $  $  
f  X e ' (  '  '  
f  X 'f "  > <   >       f  *       f  *       f  /       f  	 
 f  Z       f  	 
 f  \       f  2       f  0       f  .   f  *       f  G   f  *       f  G       f  /     8       f  K     :       f  M       f  2   f  u       f  M         g. X << ?  #  # p  #  #   #  # t u <   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 A , A 	- 
C , C 2 A , A X <	   #  # p  #  #   #  # o u <   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 A , A 	- 
C , C 2 A , A X <	   #  # p  #  #   #  # o u <   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 A , A 	- 
C , C 2 A , A X <	   #  # p  #  #   #  # o u <   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 A , A 	- 
C , C 2 A , A X <	   #  # p  #  #   #  # o u <   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 A , A 	- 
C , C 2 A , A X <	   #  # p  #  #   #  # o u <   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 A , A 	- 
C , C 2 A , A X <	   #  # p  #  #   #  # | u <   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 A , A 	- 
C , C 2 A , A X <	   #  # p  #  #   #  # | u <   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 A , A 	- 
C , C 2 A , A X <	   #  # k  #  #   #  # o u <   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 A , A 	- 
C , C 2 A , A X <  l@  #  # r  #  #   #  # o u <   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 A , A 	- 
C , C 2 A , A X <	   #  # r  #  #   #  # o u <   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 A , A 	- 
C , C 2 A , A X <
   #  # k  #  #   #  # o u <   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 A , A 	- 
C , C 2 A , A X <
   #  # k  #  #   #  # o u <   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 A , A 	- 
C , C 2 A , A X <	   #  # k  #  #   #  # o u <   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 A , A 	- 
C , C 2 A , A X <	   #  # k  #  #   #  # o u <   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 A , A 	- 
C , C 2 A , A X <(  #  # k  #  #   #  # | u <   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 A , A 	- 
C , C 2 A , A X <	   #  # k  #  #   #  # | u <   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 A , A 	- 
C , C 2 A , A X <(  #  # p  #  #   #  # t u <   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 A , A 	- 
C , C 2 A , A X <	   #  # p  #  #   #  # t u <   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 A , A 	- 
C , C 2 A , A X <
   #  # p  #  #   #  # l u <   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 A , A 	- 
C , C 2 A , A X <(  #  # p  #  #   #  # l u <   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 A , A 	- 
C , C 2 A , A X <  z  <&' .  =         	 
   G    0 D         	 
   A         	 
   A X < PPy uyy	iezr!t> <theXX%(ux  f =  f @   f    f  	 
 f    f   f    f  	 
 f    f    f    f     f    f  	, 
  f    f    f    f  	, 
  f    f    f    f  	 
 f    f  F   f    f  	 
 f    f  F   f    f  	8 
  f    f    f    f  	 
 f    f   f    f  	 
 f    f    f    f     f    f  jH  < i   <! !!} > <}\Y\bhnnvnnnnvn4rq n   u   r   w   u   u   u   u      v   F (  '  ' 	# 
(  '  '  X  X 
f . (  '  ' 	# 
(  '  '  X  X e . (  '  ' 	# 
(  '  '  X  X uf . (  '  ' 	# 
(  '  '  X  X mfut . (  '  ' 	# 
(  '  '  X  X e . (  '  ' 	# 
(  '  '  X  X e . (  '  ' 	# 
(  '  '  X  X c . (  '  ' 	# 
(  '  '  X  X h . (  '  ' 	# 
(  '  '  X  X e . (  '  ' 	# 
(  '  '  X  X fv    =         %         	 
 f    f    f    f  r X <%  f > X f >          	X 
 f    f   X  f    f   f    f  	 
 f    f     f    f   	X 
 f    f   X  f    f    f    f   f    f  	 
 f    f           	 
 f    f  xW X <v   <"     =         %         	 
 f    f    f    f  r X <(  f >Yh X f >       f  	 
               |       f  	 
       m       f  	 
       a         	 
               f    f           	 
               f    f           8         	 
       g         	 
                        	 
       g           	  
                              	< 
             fʏ X        	 
 f    f    f    f         	 
       e X <'   =         	 
                    X <W   <' ) N   =  #       	 
 
* X <' X f =  f > X        	 
              	 
 f    f                      <" X <&~ 
!y> <y\YYb.ns4nnny4ntn444
qrnn 4 X  u X  t   rt X  u X  x   u   u   
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X ' (  '  '  
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       w[ f <	& f f >    >         	 
 f    f    f    f  q         	 
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 f    f  L         )         %         	 
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       w[ f <	 v   =         % X <%   =         % X <&   =         % X <5   f >  f C       f  	 
 f    f  1                   f  	 
 f    f  .            	         	 
                        ! " # $ $          	 
    X         X         X     ! " #         	 
                                  	 
                              $     "         	 
       +    M         	 
       F         	>         ,           	 
                             	  
                   f  	 
 f    f                   	 
       B          	 
                            f    f  	 
 f    f                   	 
   >  <     <"       >       f  	 
 f    f  1                   f  	 
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   1         	 
                   y         	 
   /         	 
   -         	 
           +        }         %         p% f <  J   >Y>    @         	 
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       xI X <s  f <   f > X f >         	 
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 f    f                     X <$    >         	 
 f    f  U         	 
               } X <&Z X f >         	 
 f    f  U            	X 
         X          X                 	 
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       x X < X f >         	 
 f    f  U            	X 
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Xl
 . (  '  ' 	# 
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(  '  '  X  X e . (  '  ' 	# 
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     - #           #   f @ #       	 
 
T       f  C  #       	f 
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 
     <     f >  f >         	 
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 t    f  y      #   	f 
 
K         5        9      #   	f 
 t    f  a      #   	f 
 
3                  6     =     u         5        9  #    /     =     u              =     u               #   	 
 
u      #   	 
 

x         	 
                   	 
#     ~ f <   !!| > <|[_hdnt tvx$ <   = t    f  t  	 
 f  @ t    f  t  	 
 f  t    f  O X <" f f = <   =   f    f  	 
 f    f        f    f    f       f    f  	 
 f    f    f    f  [ X < f <( <   =  #      # 	 
   t    f  P X <# f f =  f =         	 
             f           ! " #f $ % & 'f ( ( X < f <%  f >- X          	X 
        X      f           f    f  	 
     f    f    f   X <"    =! J   =         	 
         f    f            ~ f < X <%!!~ = <~%....y.%,%|    >   f    f  	 
 f  : G#   f    f  	 
 f    f    f    f }   f  K   f  rJ $!!~> <~\\/% R  O {  z< X  {   o X  u X  u T  x   ; (  '  ' 	# 
(  '  '  X  X b ' (  '  '  
X ' (  '  '  
X ' (  '  '  
X . (  '  ' 	# 
(  '  '  X  X wfsss| ' (  '  '  
X ( %  $  $ 	# 
(  '  '  X f X a  %  $  $  
X   =  #     e X <' <   =     =         	 
         f    f  Y f < X <      =     <    	 
   * f <&$   =       f     M   f     : X <' J   =     =       f  	 
 f  + f < f <%$   =       #  	 
f % X <&   =     ; '  f >     =                  	 
     f  B f <#   =     ; '  f =     =         	 
              r         	 
   8            9         	 
 f    f N f < f <(    =         	 
         f  T X <g   <   J   = <  =   f     f    f  	 
     f  @   f    f  	 
       D f < f <' y |> <|xY
%yY.ad4w44n
q 4   v   u   u   u   p   y      ; (  '  ' 	# 
(  '  '  X  X e . (  '  ' 	# 
(  '  '  X  X a . (  '  ' 	# 
(  '  '  X  X a	 . (  '  ' 	# 
(  '  '  X  X nfst . (  '  ' 	# 
(  '  '  X  X e . (  '  ' 	# 
(  '  '  X  X e . (  '  ' 	# 
(  '  '  X  X d . (  '  ' 	# 
(  '  '  X  X f   =     =         	 
 f    f  A f < f <'     =         	 
 f  2 f <	  <  =   =         % X <    =          	X 
 f    f 5  f    f  p X <!    =          	X 
 f    f 5  f  j !    =         	 
 f t    f   # 	 
 f   X <j
<CCe  f <#   f =Y(  f =   f    f  B         	 
       g         	 
                        	 
       g           	 
              	 
                      	 
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              	 
                      	 
#             w  <z <\   <$0 ]   =  #       	 
 
- X <&  f =(    > X        	 
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              	 
        f              	 
             f      {       f  L         "        i"  <   <   =     $             X    	 
               "         "         %         (     w 	 K} wzu!i> <jKKKTZ`77G`7q7)`777777~777777777777777GG~77 7pp7777G77777~F777~77 7 7777777M~MFF7777~7FF777O7`1`777777777777777777777777~77 7777 777777777777777777777777777777777777777777777777777777777777777~7FFo7777777`7777777777777777777777777777777`7````77``c`````3`~77777u7777777777777~77T7-7```7~c777 W  . (  '  '  
X}xt %  <  #  # p  #  #   #  # g u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <
  #  # p  #  #   #  # g u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <s<(  #  # p  #  #   #  # g u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <
  #  # p  #  #   #  # g u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <s<	   #  # p  #  #   #  # g u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <
  #  # p  #  #   #  # g u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <s<
   #  # p  #  #   #  # g u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <
  #  # p  #  #   #  # g u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <s<>   #  # k  #  #   #  # ~ u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <
  #  # ^  #  #   #  # ~ u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <s<	   #  # k  #  #   #  # ~ u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <
  #  # ^  #  #   #  # ~ u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <s<	   #  # k  #  #   #  # ~ u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <
  #  # ^  #  #   #  # ~ u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <s<	   #  # k  #  #   #  # ~ u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <
  #  # ^  #  #   #  # ~ u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <s<   #  # p  #  #   #  # g u <   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $ % & ' (  #  # 8 > , > 	- 
C , C 3 C . C X <
  #  # c  #  #   #  # g u <   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $ % & ' (  #  # 8 > , > 	- 
C , C 3 C . C X <s<	   #  # p  #  #   #  # g u <   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $ % & ' (  #  # 8 > , > 	- 
C , C 3 C . C X <
  #  # c  #  #   #  # g u <   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $ % & ' (  #  # 8 > , > 	- 
C , C 3 C . C X <s<	   #  # p  #  #   #  # g u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <
  #  # c  #  #   #  # g u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <s<	   #  # p  #  #   #  # g u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <
  #  # c  #  #   #  # g u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <s<	   #  # p  #  #   #  # g u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <
  #  # c  #  #   #  # g u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <s<	   #  # p  #  #   #  # g u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <
  #  # c  #  #   #  # g u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <s<	   #  # h  #  #   #  # g u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <
  #  # k  #  #   #  # g u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <s<	   #  # h  #  #   #  # g u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <
  #  # k  #  #   #  # g u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <s<	   #  # h  #  #   #  # g u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <
  #  # k  #  #   #  # g u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <s<	   #  # h  #  #   #  # g u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <
  #  # k  #  #   #  # g u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <s<	   #  # h  #  #   #  # g u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <
  #  # k  #  #   #  # g u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <s<	   #  # h  #  #   #  # g u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <
  #  # k  #  #   #  # g u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <s<1   #  # h  #  #   #  # g u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <
  #  # k  #  #   #  # g u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <s<	   #  # h  #  #   #  # g u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <
  #  # k  #  #   #  # g u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <s<	   #  # h  #  #   #  # g u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <
  #  # k  #  #   #  # g u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <s<	   #  # h  #  #   #  # g u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <
  #  # k  #  #   #  # g u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <s<	   #  # h  #  #   #  # ~ u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <
  #  # k  #  #   #  # ~ u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <s<	   #  # h  #  #   #  # ~ u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <
  #  # k  #  #   #  # ~ u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <s<	   #  # h  #  #   #  # ~ u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <
  #  # k  #  #   #  # ~ u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <s<	   #  # h  #  #   #  # ~ u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <
  #  # k  #  #   #  # ~ u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <s<
   #  # h  #  #   #  # ~ u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <
  #  # k  #  #   #  # ~ u J   =    uK  #  # 8 A , A 	- 
C , C 2 A , A  #  # 8 A , A - C , C 2 A ,  A ! " # $  #  # 8 > , > 	- 
C , C 3 C . C f <s<x   <   ) J   >         	 
   n         	 
       +                 ! " # $ $         	 
              r         	 
              sr f <3 0s ! asurd asuri stomata fvaput xtmp fvapuw asat0 asat1 asat2 asat3 asat4 asat5 asat6 gsuc js_uc betai rair displ alogg flodd betas __result_cvmgt flodi dispu rworku1 hl_canopy solset zvap impexp __result_qsat blow winew zdepth t_reflayer betaisno dmin rdarkls raina fdowng coefmub coefmuc raing hfus abvegi rainl drip a7svlo topparl zwdry rainu topparu avmu agcub tleaf vadapt gadjust siga fsand omegasno cstem xail stresstl zsub z0sno xtot clay steph2o qsat12 vegtype0 ztop cvap hfake agcl3 agcl4 fwetl bstar fwets zlayer z0soi mplatex alpha3 alpha4 bperm ko15 weigthp zheat anuc __result_hvapf itab ciub ciuc cair twetbulb agcls tveg gslsmin tau15 alpha esat34 zbex powliq anls csub csuc rhow hnew alogreflayer solad rain solai zwsoi twoset abvegd qsat34 dqs1 qlav swilt gsub alaiml xdenom vmaxl3 vmaxl4 alaimu hvasug cscub hvasui mixsnow GNU Fortran2008 9.4.0 -mtune=generic -march=x86-64 -g -O0 -fconvert=big-endian -fcheck=all -fbacktrace -ffpe-trap=invalid,overflow,zero -finit-real=nan -finit-integer=nan -ffree-line-length-none -fintrinsic-modules-path /opt/ohpc/pub/compiler/gcc/9.4.0/lib/gcc/x86_64-pc-linux-gnu/9.4.0/finclude -fpre-include=/usr/include/finclude/math-vector-fortran.h hinit hsnomin xaiu wpudmax __result_qsdt_sat __result_hsubf whflo zwtot orand bwn1 wadjust otmp Sfc_Ibis_BioGeoPhysics.f90 floii vmaxls htop vmax je_ub gamma wsnolmax gammaub gammauc __result_esdt_sat zirg omega sfc_ibis_lsxmain dleaf agub __result_es_sat gscl4 ibex esat hydraul ytmp theta3 theta4 __sfc_ibis_lsxmain_MOD_lsxmain avmuir_local nband stef fradu cvmgt logical(kind=4) tscreen iveg zfac gscls cvegu __result_idx gtrans chav js_ub fimax fimin diff betadsno pfluxl tgpre pfluxs pfluxu co2init albsan totcondl3 totcondl4 upsoil albsav upsoiu __result_desat canopy const gsl4min a7snhi real(kind=4) grav indsno sfield cscls psig mapl_h2omw totcondls cdmax qs_sat __sfc_ibis_lsxmain_MOD_irrad par_a __sfc_ibis_lsxmain_MOD_solsur plail train integer(kind=4) powice gbco2l rdarkub plaiu gbco2u rdarkuc canini rhosoi hvapf indsol fwpud hydraul_in t7shi __sfc_ibis_lsxmain_MOD_fwetcal snow finew weim abupd weip abupi qglif owsoi __result_dqsat wliqsmax tscr scale relod fint wisoi wsoi wliqumax tmelt tspre cleaf rdarkl3 soilh2o irrad fhtop absurd rhos wliq absuri tiav layerrichu nsnolay twet3 vzero agl4 mplate hsubf dinc tsav esat12 qgfac0 refli drystress pflux qgav wsoia wsoib wsnol cgrass agcuc wsnos twostr wsnou wsoim stresstu tsati hsoim tsatl agls scalcoefl gamstar anl4 taul xmax froot scalcoefu tauu wimp taux tauy zwpmax rich snowheat qgfac bpermfill linsolve alogav tlold hsno solg soli tblowl soll hcur tblows sols tblowu solu factor_d fwetu __sfc_ibis_lsxmain_MOD_co2 tupre fbeldi integer(kind=8) gscub zbot dtime termu gsubmin hsoi chgx cascade dvegl zporos dvegu t7slo vmaxub vmaxuc cimax rworkl1 orieh extpar pxail wliqmax oriev zscr sigma fwetcal fwetlx nsol ablod coszen es_sat rwork abloi ncols coefbl3 coefbl4 desat niter xnumer nlayerrefcanopy tnew stressl rimp_local cappa depth stressu cice exist jc_ub xliq soilctl fira firb tlsub firi firl coefbls terml gscuc wsno qiav firs firu dsat0 dsat1 dsat2 dsat3 dsat4 dsat5 dsat6 lsxmain __result_twet3 reupd zreflayer emisoil solsur reupi steph2o2 rh12 rdarkl4 zwpud xfac hsnoruf gtransl dqsat jc_uc fsqueez gtransu gdir q_reflayer exphu gdrain hfac __sfc_ibis_lsxmain_MOD_solarf tipre esdt sol2d sol2i layerstrahu stram totcondub totconduc rliq indp indq co2conc fdown rhoveg firg hvap fwetsx rhoa ztab fsilt solalb rh34 cvegl ancl3 ancl4 ztau sflo sol3d o2conc hu_canopy sol3i chlx nlay ntmu fvapa tmp0 fvapg tempvm fvapi __sfc_ibis_lsxmain_MOD_solalb wflo rwork1 rwork2 rwork3 fvaps fvapw ancls wsnomax hsub conbur stressfac psurf sand fwetux richl iyear told ctau richu shr_const_tkfrz kc15 stramx mclay wlgx csat0 csat1 csat2 csat3 csat4 csat5 csat6 rliql albsnd aguc reloi albsni rliqs rliqu albsoi value fvaplt ymax fvaplw epsilon mapl_vireps znorm solarf ch2o tdrips tdripu coefml3 coefml4 __result_esat kco2 zmelt fveg refld imask albsod tair grunof wsnosmax noveg gsuvap wliqmin zrho zcondry scopy hflo wsnoumax strahu cdmaxb fbeldd strahx ginvap coefmls rimp qsat vonk tridia layerstramu cdmaxa slt0 fiold fupdd avmuir_factor turvap fupdi beta vmax_pft fbelid hsnotop agl3 duma dumb dumc dummy dume fclay mapl_airmw ztot0 ztot1 dumq frac t_limit fmax __sfc_ibis_lsxmain_MOD_solset gsl3min anl3 tdripl tuav cil3 cil4 hfac2 nzcop a7snlo weigth esatq zrunf tsnowg maxdepth csl3 csl4 fstrat porosflo gscl3 tsno wliqlmax tsnowu nsoilay tcur ji_l4 coefbub coefbuc cils emisnow zweight tlpre gsl3 gsl4 par_b otsoi par_c esdt_sat turcof cscl3 cscl4 je_uc nlayercanopy beta3 csls iter tsoi nbandas wipre bvegl bsat0 bsat1 bsat2 bsat3 bsat4 bsat5 bsat6 zfrez zwilt consno chsx bvegu quav fupgb gsls fsena exphl alog1 alog2 alog3 alog4 fseng fseni fsenl __result_tsati /pesq/share/bam/dist/paulo.kubota/externo/AgroIBIS_2.6b5_pbl/biogeophys __result_tsatl strah fsens tsnow fsenu je_l3 je_l4 qsav heatg heati cscuc pxaiu tblow gammal3 gammal4 fupg consoi fupi npoi suction aloga betad alog_layer traing jc_l4 alogi trainl soilheat jc_ls trainu __result_qs_sat tdrip cveg tgold je_ls albh dstem betaw qsdt_sat straml npft c1pud a7svhi wsnomin stramu albm gammals tiold nlndpts fbelii jc_l3 chux a10scalparaml wliql tablemu impexp2 wliqs a10scalparamu wliqu fupii c0pud csoi setsoi ancub ancuc betafac fstrat3d js_l3 js_l4 cascad2 wipud fwtop real(kind=8) wpud nvegclass avmuir tauveg poros snowa zdpud ziri alogl snowg temp snowl strahl dump tsnowl gsucmin snowu tsold alogu zold tgav msand wigx tuold js_ls u_reflayer tlav rvap ttmp fradl tag_alfa a10daylightl beta4 twold expl zwopt a10daylightu anub frads expu  GCC: (GNU) 9.4.0             zR x                ACE      @       A   ACE7  (   d         ACP (          &   ACP&  (          6   ACP6  (          :   ACP:  (         #   ACP#  (   @         ACP  (   l      B   ACP-              AC             AC          b   AC]          f   ACa          v    ACq     8          AC     X          AC     x      y    ACt           y    ACt           H   ACC          H   ACC              AC               AC  (   8         ACP      d         ACH
  (            ACP  $            ACO(         t$   ACP_$  (         F   ACP1  (   4      &   ACP&  (   `      Y   ACPxY  $         a   ACOM$         @   ACL/$            ACO(         D   ACP{D  (   0      b   ACPM  (   \        ACPw (         O   ACPO  (         5Y   ACP Y               AC  (             ACP     ,      ]    ACX  (   L      o  ACPZ (   x         ACP  (           ACP
 (            ACP  (         K[   ACP6[  (   (      N   ACP9  (   T      R   ACP=  (         l*   ACPW*  (         9   ACP$  $            ACO(          u.   ACP`.  (   ,      V   ACPU  (   X      ~   ACP}  ,         *  ACPs*                                                                                                                                                            9                    M           A      j                   ~                             &                              `:                ;                      6                                           ,                  B                  X                   n                   $                                 (                  `     b          ,                       f      ,    0              B    (     v       _    4              u                    8                  G                <                       y           @                  i     y       +    D              A         H      ]    H              s    *     H          L                  r                P                                  T                             +    X              B               _    \              v                   `                                 d                       t$          h                  \3     F      2    l              I    D     &      h    p                  k     Y          t                  x                       @          |                             "                  :         D      Z                  r    '$     b                            A                                 <     D               O      	                  !    (     5Y      ?                  W    ߁            r                                                                              o                           {Q
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                                                                                    *                     B                     Y                     ^                     e    P=     :          ;x     #                              B                                                                     )                     ?                     b                         #     a                                                         ]           ^     *      Sfc_Ibis_BioGeoPhysics.f90 __sfc_ibis_lsxmain_MOD_scopy is_recursive.4.7825 __sfc_ibis_lsxmain_MOD_const is_recursive.8.7841 is_recursive.90.7991 __sfc_ibis_lsxmain_MOD_twoset is_recursive.185.8465 tablemu.8476 omegasno.8486 __sfc_ibis_lsxmain_MOD_twostr is_recursive.288.8756 is_recursive.391.9048 is_recursive.505.9339 is_recursive.552.9558 is_recursive.611.9713 __sfc_ibis_lsxmain_MOD_qsdt_sat is_recursive.618.9791 __sfc_ibis_lsxmain_MOD_qs_sat is_recursive.619.9838 __sfc_ibis_lsxmain_MOD_esdt_sat is_recursive.620.9883 __sfc_ibis_lsxmain_MOD_es_sat is_recursive.621.9928 __sfc_ibis_lsxmain_MOD_cvmgt is_recursive.622.9970 __sfc_ibis_lsxmain_MOD_hsubf is_recursive.623.9973 __sfc_ibis_lsxmain_MOD_hvapf is_recursive.624.9975 __sfc_ibis_lsxmain_MOD_tsati is_recursive.625.9977 __sfc_ibis_lsxmain_MOD_tsatl is_recursive.628.9982 __sfc_ibis_lsxmain_MOD_esat is_recursive.631.9987 __sfc_ibis_lsxmain_MOD_desat is_recursive.632.9992 __sfc_ibis_lsxmain_MOD_dqsat is_recursive.633.9997 __sfc_ibis_lsxmain_MOD_qsat is_recursive.634.9999 __sfc_ibis_lsxmain_MOD_linsolve is_recursive.660.10041 __sfc_ibis_lsxmain_MOD_twet3 is_recursive.677.10146 __sfc_ibis_lsxmain_MOD_noveg is_recursive.718.10251 __sfc_ibis_lsxmain_MOD_mix is_recursive.736.10336 __sfc_ibis_lsxmain_MOD_steph2o2 is_recursive.767.10421 __sfc_ibis_lsxmain_MOD_cascad2 is_recursive.842.10599 __sfc_ibis_lsxmain_MOD_steph2o is_recursive.874.10762 __sfc_ibis_lsxmain_MOD_cascade is_recursive.980.11009 is_recursive.1037.11316 __sfc_ibis_lsxmain_MOD_impexp2 is_recursive.1059.11415 __sfc_ibis_lsxmain_MOD_impexp is_recursive.1074.11458 __sfc_ibis_lsxmain_MOD_fstrat3d is_recursive.1153.11607 __sfc_ibis_lsxmain_MOD_fstrat is_recursive.1225.11905 __sfc_ibis_lsxmain_MOD_turvap is_recursive.1630.12674 mplate.13040 __sfc_ibis_lsxmain_MOD_turcof is_recursive.1903.13910 __sfc_ibis_lsxmain_MOD_canini is_recursive.2039.14360 __sfc_ibis_lsxmain_MOD_idx is_recursive.2077.14628 __sfc_ibis_lsxmain_MOD_drystress is_recursive.2122.14691 is_recursive.2131.14743 __sfc_ibis_lsxmain_MOD_stomata is_recursive.2337.15160 __sfc_ibis_lsxmain_MOD_tscreen is_recursive.2516.16146 __sfc_ibis_lsxmain_MOD_canopy is_recursive.3076.17031 __sfc_ibis_lsxmain_MOD_wadjust is_recursive.3165.18103 __sfc_ibis_lsxmain_MOD_soilheat is_recursive.3292.18302 __sfc_ibis_lsxmain_MOD_tridia __sfc_ibis_lsxmain_MOD_soilh2o is_recursive.3514.18830 __sfc_ibis_lsxmain_MOD_soilctl is_recursive.3797.19716 __sfc_ibis_lsxmain_MOD_setsoi is_recursive.3907.20152 is_recursive.3948.20264 __sfc_ibis_lsxmain_MOD_mixsnow is_recursive.3974.20359 __sfc_ibis_lsxmain_MOD_vadapt is_recursive.4014.20460 __sfc_ibis_lsxmain_MOD_snowheat is_recursive.4128.20768 __sfc_ibis_lsxmain_MOD_snow is_recursive.4287.21239 is_recursive.4991.22572 _gfortran_runtime_error_at __powidf2 __sfc_ibis_lsxmain_MOD_irrad malloc _gfortran_os_error __ibisoutput_MOD_grd __ibisoutput_MOD_maxstp __ibisoutput_MOD_undef free lround __sfc_ibis_lsxmain_MOD_solarf __sfc_ibis_lsxmain_MOD_solalb __sfc_ibis_lsxmain_MOD_solsur __sfc_ibis_lsxmain_MOD_solset _gfortran_st_write _gfortran_transfer_integer_write _gfortran_st_write_done _gfortran_stop_string _gfortran_transfer_character_write _gfortran_transfer_real_write __sfc_ibis_lsxmain_MOD_fwetcal pow log __sfc_ibis_lsxmain_MOD_co2 __sfc_ibis_lsxmain_MOD_lsxmain                     #       
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