!<arch>
/               1754304724  0     0     0       462       `
     j  j  j  j  j  j  j  j  j  j  j  j__sfc_ibis_vegetation_MOD_soilbgc __sfc_ibis_vegetation_MOD_climanl2 __sfc_ibis_vegetation_MOD_vdiag __sfc_ibis_vegetation_MOD_gdiag __sfc_ibis_vegetation_MOD_sumyear __sfc_ibis_vegetation_MOD_summonth __sfc_ibis_vegetation_MOD_sumday __sfc_ibis_vegetation_MOD_sumnow __sfc_ibis_vegetation_MOD_dynaveg2 __sfc_ibis_vegetation_MOD_dailydynaveg __sfc_ibis_vegetation_MOD_dynaveg1 __sfc_ibis_vegetation_MOD_pheno  //                                              28        `
Sfc_Ibis_BioGeoChemistry.o/
/0              1754304724  5283  8054  100664  1379040   `
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    H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HXH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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    E    @    8HH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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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HXH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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 !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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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HXH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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 !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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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HXH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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 !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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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HXH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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 !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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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HXH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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 !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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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ǅX    ǅ\        0    (                                                      E            E    ǅ    E        ǅ                    x    p    h    `    X    P    H    @    8    0    (                              HXH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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           H
HP    `H߸   H
HP    հH               H
HP     H߸   H
HP    PH    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    EH   H   *Z    ^H                                  (                                    h            p            `            P    X                    x    0            P    X    `    h    p    x                                                8                        f(Yf(Yf(YX8^     ^p ^\    \ f(^f(\f(x    ^    ^\^f(     \ \ f(Yf(Yf(YX8^    ^^\    \f(^f(\f(    ^    ^\^f((    \\(f(Yf(Yf(YX8^0    ^p0^\    \0f(^f(\f(x    ^    ^\^f(P    \0\P@f(Yf(Yf(YX8^8    ^8^\    \8f(^f(\f(    ^    ^\^f(X    \8\XHf(Yf(Yf(YX8^`    ^p`^\    \`f(^f(\f(    ^    ^\^f(    \`\pf(Yf(Yf(YX8^h    ^h^\    \hf(^f(\f(    ^    ^\^f(    \h\xE   Uă}   }u                EHH   H¾                H
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   H¾                H     9Ut                EUOE   Uă}   }u                EHH   H¾                H
~
   H¾                H    `9Ut                EUOHxHHx !ʃt(HxI                      HH!ʃt'HxA   HH¾                HH;x!ʃt'HxA   HH¾                H   H9HrHpfHHhHHh !ʃt(HhI                      HH!ʃt'HhA   HH¾                HH;h!ʃt'HhA   HH¾                H   H9HrH`fHH  DE   DED9U  }u                H  DE   DMD9]  }u                EHH   H¾                H;x~!HxHH¾                HPHp    f/w  EHcH   H                H;x~!HxHH                EHH   H¾                H;x~!HxHH¾                UHcH                   H;U~HEH                MHcH   H                H;}~HEHH                HHHpHHHHHx  HVXHpЋEHH   H¾                H;h~!HhHH¾                HPH`    f/w  EHcH   H                H;h~!HhHH                EHH   H¾                H;h~!HhHH¾                UHcH                   H;U~HEH                MHcH   H                H;}~HEHH                HHH`HHHHHx  HVXH`D9Mt                EDMD9Et                EDElH   E   Eĉ 9EC }u                EHH   H¾                H;x~!HxHH¾                HPHpf(    ^@fEfEfEH  D E   ]D9eP  }u                EHH   H¾                H;E~HUHH¾                UHcH                   H;U~HEH                HHHHx  MXE    f/E@  EHH   H¾                H;E~HUHH¾                UHcH                   H;U~HEH                HHHH  HfHn    XEHH   H¾                H;x~!HxHH¾                UHcH                   H;U~HEH                HHHH  HfHn    \\*    YX*    YEHH   H¾                H;E~HUHH¾                UHcH                   H;U~HEH                HHHHx  YMXEȋEHH   H¾                H;E~HUHH¾                UHcH                   H;U~HEH                HHHHx  YMXE9]t                E]EY@EEY@E    H0 H8 !HHH@ 9!ȅ,  EHH   H¾                H;x~!HxHH¾                HPHpfЋEHH   H¾                H;p~!HpHH¾                HPH   fЋEHH   H¾                H;h~!HhHH¾                HPHp  fH0 H8 !ЅX  EHH   H¾                H;`~!H`HH¾                HPH(  fЋEHH   H¾                H;~!HHH¾                HPH fЋEHH   H¾                H;X~!HXHH¾                HPH0  fЋEHH   H¾                H;P~!HPHH¾                HPH8  fЋEHH   H¾                H;~!HHH¾                HPHfЋEHH   H¾                H;~!HHH¾                HPHfЋEHH   H¾                H;X~!HXHH¾                UHcH   H                H;H~!HHHH                UHcH   H                H;@~!H@HH                UHcH                   H;8~H8H                HHMHHM XHJHU(HPXHPЋEHcHH                   HH;~HH                EHcH                   H;0~H0H                ELcM   LҾ                L;(~!H(HLҾ                EHcH   Hھ                H; ~!H HHھ                ELcM   L                L;~!HHL                ELcM   L                L;~!HHL                EHHH   H¾                HH;~!HHH                ELcM   L                L; ~!H HL                ELcM   L                L;~!HHL                ELcM   Lھ                L;~!HHLھ                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HHEHIRHEPXHSHEXXIT$HE`XIWHEhXHHHEpXIVHExXIUH   XISH   XIQH   XIPH   XHWH   XHVH   HHXHЋEHH   H¾                H;x~!HxHH¾                UHcH                   H;~HH                HJHPHHpЋEHH   H¾                H;~!HHH¾                UHcH                   H;~HH                HJHHPYHЋEHcH                   H;~HH                EHH   H¾                H;~!HHH¾                HJH   HPHf/  EHH   H¾                H;~!HHH¾                UHcH                   H;~HH                HJHPHHЋEHH   H¾                H;~!HHH¾                UHcH   H                H;~!HHH                UHcH                   H;~HH                HH   HJHHP\H  EHH   H¾                H;~!HHH¾                HPHfЋEHH   H¾                H;~!HHH¾                UHcH                   H;~HH                HJHPH   HH}  HEH                   EHH   H¾                H;E~HUHH¾                HHHH  HfHn    XHx #HxH                   EHH   H¾                H;E~HUHH¾                HHHH  HfHn    \H\HXHHEHH   H¾                H;0~!H0HH¾                UHcH   H                H;0~!H0HH                UHcH   H                H;H~!HHHH                UHcH                   H;H~HHH                HHMHHHMYXHJHUYHPXHEHЋEHH   H¾                H;(~!H(HH¾                UHcH   H                H;(~!H(HH                UHcH   H                H;H~!HHHH                UHcH                   H;H~HHH                HHMPHHMY XHJHUY(HPXHEPЋEHH   H¾                H;~!HHH¾                UHcH   H                H;~!HHH                UHcH   H                H;H~!HHHH                UHcH                   H;H~HHH                HH   HHMY XHJHUYHPXH   ЋEHH   H¾                H; ~!H HH¾                UHcH   H                H; ~!H HH                UHcH   H                H;@~!H@HH                UHcH                   H;@~H@H                LcM   L¾                I~   L¾                HHMXHHM Y@XHJHU YHXIP    HPXHEXЋEHH   H¾                H;~!HHH¾                UHcH   H                H;~!HHH                UHcH   H                H;@~!H@HH                UHcH                   H;@~H@H                HHM`HHM YPXHJHU YXHPXHE`ЋEHH   H¾                H;~!HHH¾                UHcH   H                H;~!HHH                UHcH   H                H;@~!H@HH                UHcH                   H;@~H@H                HH   HHM Y0XHJHU Y8HPXH   ЋEHH   H¾                H;~!HHH¾                UHcH   H                H;~!HHH                UHcH   H                H;8~!H8HH                UHcH                   H;8~H8H                HHMhHHM(YpXHJHU(YxHPXHEhЋEHH   H¾                H;~!HHH¾                UHcH   H                H;~!HHH                UHcH   H                H;8~!H8HH                UHcH                   H;8~H8H                HHMpHHM(YXHJHU(YHPXHEpЋEHH   H¾                H;~!HHH¾                UHcH   H                H;~!HHH                UHcH   H                H;8~!H8HH                UHcH                   H;8~H8H                HH   HHM(Y`XHJHU(YhHPXH   ЋEHH   H¾                H;~!HHH¾                UHcH   H                H;~!HHH                UHcH   H                H;~!HHH                UHcH                   H;~HH                HH   f(YHHM`YHJHU`]HPHЋEHH   H¾                H;~!HHH¾                UHcH   H                H;~!HHH                UHcH   H                H;~!HHH                UHcH                   H;~HH                HH   f(Y(HHMpYHJHUp]HPHЋEHH   H¾                H;H~!HHHH¾                UHcH   H                H;~!HHH                UHcH   H                H;(~!H(HH                UHcH                   H;(~H(H                HH   f(YHHMPYHJHUP]HPH@ЋEHH   H¾                H;X~!HXHH¾                UHcH   H                H;~!HHH                UHcH   H                H;0~!H0HH                UHcH                   H;0~H0H                HH   f(YHHMHYHJHUH]HPHPЋEHH   H¾                H;~!HHH¾                UHcH   H                H;~!HHH                UHcH   H                H; ~!H HH                UHcH                   H; ~H H                HH   f(Y HHMXYHJHUX]HPHЋEHH   H¾                H;~!HHH¾                UHcH   H                H;~!HHH                UHcH   H                H;~!HHH                UHcH                   H;~HH                HH   f(Y HHMhYHJHUh]HPHЋEHH   H¾                H;8~!H8HH¾                UHcH   H                H;~!HHH                UHcH   H                H;~!HHH                UHcH                   H;~HH                HH   f(YHH   YHJH   ]HPH0ЋEHH   H¾                H;~!HHH¾                UHcH   H                H;~!HHH                UHcH   H                H; ~!H HH                UHcH                   H; ~H H                HH   f(YHHMxYHJHUx]HPHЋEHH   H¾                H;~!HHH¾                UHcH   H                H;~!HHH                UHcH   H                H;~!HHH                UHcH                   H;~HH                HH   f(YHH   YHJH   ]HPHЋEHH   H¾                H;x~!HxHH¾                UHcH   H                H;~!HHH                UHcH                   H;~HH                HHYHJH]HPHpЋEHH   H¾                H;~!HHH¾                UHcH   H                H;~!HHH                UHcH                   H;~HH                HHYHJH]HPHЋEHH   H¾                H;x~!HxHH¾                UHcH                   H;x~HxH                HJHpHPYHpЋEHH   H¾                H;~!HHH¾                UHcH                   H;~HH                HJHHPYHЋELcM   L                L;~!HHL                EHcH                   H;~HH                ELcM   L¾                L;~!HHL¾                ELcM   LҾ                L;H~!HHHLҾ                EHcH   Hھ                H;X~!HXHHھ                ELcM   L                L;~!HHL                ELcM   L                L;~!HHL                ELcM   L                L;8~!H8HL                ELcM   Lھ                L;~!HHLھ                ELcM   Lʾ                L;~!HHLʾ                EHcH   H                H;x~!HxHH                EHcH   H                H;~!HHH                HHf(YIPHYXIRH@YpXHSHPYhXIUHYXIVHYXIT$H0YxXISHYXIQHYXHWHp\HVHIW\HЋEHH   H¾                H;h~!HhHH¾                UHcH   H                H;~!HHH                UHcH   H                H;~!HHH                UHcH                   H;~HH                HH   f(YHH   YHJH   ]HPH`ЋEHH   H¾                H;~!HHH¾                UHcH   H                H;~!HHH                UHcH   H                H;~!HHH                UHcH                   H;~HH                HH   f(YHH   YHJH   ]HPHЋEHH   H¾                H;~!HHH¾                UHcH   H                H;~!HHH                UHcH   H                H;~!HHH                UHcH                   H;~HH                HH   f(YHH   YHJH   ]HPHЋEHH   H¾                H;(~!H(HH¾                UHcH   H                H;~!HHH                UHcH   H                H;~!HHH                UHcH                   H;~HH                HH   f(YHH   YHJH   ]HPH ЋELcM   LҾ                L;~!HHLҾ                EHcH                   H;h~HhH                EHcH   H                H;~!HHH                ELcM   Lʾ                L;~!HHLʾ                EHcH   Hھ                H;~!HHHھ                ELcM   Lھ                L;x~!HxHLھ                ELcM   L¾                L;8~!H8HL¾                EHcH   H                H;(~!H(HH                HH`f(Y`HWHYXIQHYXf(Y0    \f(HSHf(YPISHpYXXYXf(IPH0\f(HVH IR\HЋEHH   H¾                H;~!HHH¾                UHcH   H                H;~!HHH                UHcH   H                H; ~!H HH                UHcH                   H; ~H H                HH   f(YHHMxYHJHUx]HPH ЋELcM   LҾ                L;~!HHLҾ                EHcH                   H;h~HhH                EHcH   H                H;~!HHH                ELcM   Lʾ                L;~!HHLʾ                EHcH   Hھ                H;~!HHHھ                ELcM   Lھ                L;x~!HxHLھ                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                HH`f(Y`HWHYXIQHYXf(Y0HSHf(YPISHpYXXYXf(IPH\f(HVH IR\H        ^U    Y    XYEHH   H¾                H;~!HHH¾                ULcM   L¾                L;(~!H(HL¾                UHcH   H                H;~!HHH                UHcH   H                H;~!HHH                UHcH                   H;~HH                IH BYf(HH YXf(HH\f(HJH   YHP\HЋEHH   H¾                H;~!HHH¾                UHcH   H                H;~!HHH                UHcH   H                H; ~!H HH                UHcH                   H;~HH                HH   f(YHHMxYXHJH   YHPXH ЋEHH   H¾                H;X~!HXHH¾                ULcM   L¾                L;X~!HXHL¾                UHcH   H                H;~!HHH                UHcH   H                H; ~!H HH                UHcH                   H;~HH                IH0  BHH   YX^XHHMxY`^XHJH   Yh^HPXH0  ЋEHH   H¾                H;P~!HPHH¾                ULcM   L¾                L;P~!HPHL¾                UHcH   H                H;~!HHH                UHcH   H                H; ~!H HH                UHcH                   H;~HH                IH8  BHH   Y^XHHMxY^XHJH   Y^HPXH8  ЋEHH   H¾                H;~!HHH¾                ULcM   L¾                L;~!HHL¾                UHcH   H                H;~!HHH                UHcH   H                H;~!HHH                UHcH                   H;~HH                IHBHH   Y\HH   Yh^\HJH   Y^HP\HЋEHH   H¾                H;~!HHH¾                ULcM   L¾                L;~!HHL¾                UHcH   H                H; ~!H HH                UHcH   H                H; ~!H HH                UHcH                   H; ~H H                IHBHHMxY\HHMxY`^\HJHUxY^HP\HH(H  9   EHH   H¾                H;`~!H`HH¾                UHcH   H                H;~!HHH                UHcH                   H;`~H`H                HH HJH(  HPXH(  P^x    ^f/X  EHH   H¾                H;~!HHH¾                UHcH                   H;~HH                x    ^P^\f(HJHHPYHЋEHH   H¾                H;h~!HhHH¾                HPH`fS  EHH   H¾                H;h~!HhHH¾                UHcH                   H;~HH                x    ^P^\f(HJHHPYH`ЋEHH   H¾                H;~!HHH¾                HPHf^    ^f/X  EHH   H¾                H;~!HHH¾                UHcH                   H;~HH                    ^^\f(HJHHPYHЋEHH   H¾                H;X~!HXHH¾                HPHPfS  EHH   H¾                H;X~!HXHH¾                UHcH                   H;~HH                    ^^\f(HJHHPYHPЋEHH   H¾                H;~!HHH¾                HPHfPp^x    ^f/X  EHH   H¾                H;(~!H(HH¾                UHcH                   H;H~HHH                x    ^Pp^\f(HJH@HPYH ЋEHH   H¾                H;~!HHH¾                HPHfS  EHH   H¾                H;~!HHH¾                UHcH                   H;H~HHH                x    ^Pp^\f(HJH@HPYHЋEHH   H¾                H;(~!H(HH¾                HPH fp^    ^f/X  EHH   H¾                H;~!HHH¾                UHcH                   H;H~HHH                    ^p^\f(HJH@HPYHЋEHH   H¾                H;~!HHH¾                HPHfS  EHH   H¾                H;~!HHH¾                UHcH                   H;H~HHH                    ^p^\f(HJH@HPYHЋEHH   H¾                H;~!HHH¾                HPHfP^    ^f/X  EHH   H¾                H;H~!HHHH¾                UHcH                   H;~HH                    ^P^\f(HJHHPYH@ЋEHH   H¾                H;~!HHH¾                HPHfS  EHH   H¾                H;~!HHH¾                UHcH                   H;~HH                    ^P^\f(HJHHPYHЋEHH   H¾                H;H~!HHHH¾                HPH@f^    ^f/X  EHH   H¾                H;8~!H8HH¾                UHcH                   H;~HH                    ^^\f(HJHHPYH0ЋEHH   H¾                H;~!HHH¾                HPHfS  EHH   H¾                H;~!HHH¾                UHcH                   H;~HH                    ^^\f(HJHHPYHЋEHH   H¾                H;8~!H8HH¾                HPH0fP^    ^f/X  EHH   H¾                H;h~!HhHH¾                UHcH                   H;~HH                    ^P^\f(HJHHPYH`ЋEHH   H¾                H;~!HHH¾                HPH fS  EHH   H¾                H;~!HHH¾                UHcH                   H;~HH                    ^P^\f(HJHHPYH ЋEHH   H¾                H;h~!HhHH¾                HPH`f^    ^f/X  EHH   H¾                H;X~!HXHH¾                UHcH                   H;~HH                    ^^\f(HJHHPYHPЋEHH   H¾                H;~!HHH¾                HPHfS  EHH   H¾                H;~!HHH¾                UHcH                   H;~HH                    ^^\f(HJHHPYHЋEHH   H¾                H;X~!HXHH¾                HPHPfPh^    ^f/X  EHH   H¾                H;H~!HHHH¾                UHcH                   H;X~HXH                    ^Ph^\f(HJHPHPYH@ЋEHH   H¾                H;~!HHH¾                HPHfS  EHH   H¾                H;~!HHH¾                UHcH                   H;X~HXH                    ^Ph^\f(HJHPHPYHЋEHH   H¾                H;H~!HHHH¾                HPH@fh^    ^f/X  EHH   H¾                H;8~!H8HH¾                UHcH                   H;X~HXH                    ^h^\f(HJHPHPYH0ЋEHH   H¾                H;~!HHH¾                HPHfS  EHH   H¾                H;~!HHH¾                UHcH                   H;X~HXH                    ^h^\f(HJHPHPYHЋEHH   H¾                H;8~!H8HH¾                HPH0fP^    ^f/X  EHH   H¾                H;~!HHH¾                UHcH                   H;~HH                    ^P^\f(HJHHPYHЋEHH   H¾                H;~!HHH¾                HPHfS  EHH   H¾                H;~!HHH¾                UHcH                   H;~HH                    ^P^\f(HJHHPYHЋEHH   H¾                H;~!HHH¾                HPHf^    ^f/X  EHH   H¾                H;~!HHH¾                UHcH                   H;~HH                    ^^\f(HJHHPYHЋEHH   H¾                H;x~!HxHH¾                HPHpfS  EHH   H¾                H;x~!HxHH¾                UHcH                   H;~HH                    ^^\f(HJHHPYHpЋEHH   H¾                H;~!HHH¾                HPHfPx^h    ^f/X  EHH   H¾                H;~!HHH¾                UHcH                   H;8~H8H                h    ^Px^\f(HJH0HPYHЋEHH   H¾                H;H~!HHHH¾                HPH@fS  EHH   H¾                H;H~!HHHH¾                UHcH                   H;8~H8H                h    ^Px^\f(HJH0HPYH@ЋEHH   H¾                H;~!HHH¾                HPHfx^    ^f/X  EHH   H¾                H;~!HHH¾                UHcH                   H;8~H8H                    ^x^\f(HJH0HPYHЋEHH   H¾                H;8~!H8HH¾                HPH0fS  EHH   H¾                H;8~!H8HH¾                UHcH                   H;8~H8H                    ^x^\f(HJH0HPYH0ЋEHH   H¾                H;~!HHH¾                HPHfP^`    ^f/X  EHH   H¾                H;~!HHH¾                UHcH                   H;~HH                `    ^P^\f(HJHHPYHЋEHH   H¾                H;(~!H(HH¾                HPH fS  EHH   H¾                H;(~!H(HH¾                UHcH                   H;~HH                `    ^P^\f(HJHHPYH ЋEHH   H¾                H;~!HHH¾                HPHf^    ^f/X  EHH   H¾                H;x~!HxHH¾                UHcH                   H;~HH                    ^^\f(HJHHPYHpЋEHH   H¾                H;~!HHH¾                HPHfS  EHH   H¾                H;~!HHH¾                UHcH                   H;~HH                    ^^\f(HJHHPYHЋEHH   H¾                H;x~!HxHH¾                HPHpfP^X    ^f/X  EHH   H¾                H;~!HHH¾                UHcH                   H;~HH                X    ^P^\f(HJHHPYH ЋEHH   H¾                H;~!HHH¾                HPHfS  EHH   H¾                H;~!HHH¾                UHcH                   H;~HH                X    ^P^\f(HJHHPYHЋEHH   H¾                H;~!HHH¾                HPH f^    ^f/X  EHH   H¾                H;~!HHH¾                UHcH                   H;~HH                    ^^\f(HJHHPYHЋEHH   H¾                H;~!HHH¾                HPHfS  EHH   H¾                H;~!HHH¾                UHcH                   H;~HH                    ^^\f(HJHHPYHЋEHH   H¾                H;~!HHH¾                HPHfЋELcM   L                L;H~!HHHL                EHcH                   H;~HH                ELcM   L¾                L;(~!H(HL¾                ELcM   LҾ                L;H~!HHHLҾ                ELcM   Lھ                L;h~!HhHLھ                ELcM   L                L;H~!HHHL                EHcH   Hھ                H;~!HHHھ                ELcM   Lʾ                L;~!HHLʾ                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HHIPH XIRH@XISH`XIT$H@XHSHXIQHXHWHXHVH IUXH@ЋELcM   L                L;8~!H8HL                EHcH                   H;~HH                ELcM   L¾                L;~!HHL¾                ELcM   LҾ                L;8~!H8HLҾ                ELcM   Lھ                L;X~!HXHLھ                ELcM   L                L;8~!H8HL                EHcH   Hھ                H;~!HHHھ                ELcM   Lʾ                L;~!HHLʾ                EHcH   H                H;x~!HxHH                EHcH   H                H;~!HHH                HHIPHXIRH0XISHPXIT$H0XHSHXIQHXHWHpXHVHIUXH0ЋELcM   L                L;(~!H(HL                EHcH                   H;h~HhH                ELcM   L¾                L;~!HHL¾                ELcM   LҾ                L;~!HHLҾ                ELcM   Lھ                L;~!HHLھ                ELcM   L                L;~!HHL                EHcH   Hھ                H;~!HHHھ                ELcM   Lʾ                L;H~!HHHLʾ                EHcH   H                H;(~!H(HH                EHcH   H                H;~!HHH                HH`IPHXIRHXISH XIT$HXHSHXIQH@XHWH XHVHIUXH ЋELcM   L                L;~!HHL                EHcH                   H;X~HXH                ELcM   L¾                L;~!HHL¾                ELcM   LҾ                L;~!HHLҾ                ELcM   Lھ                L;~!HHLھ                ELcM   L                L;~!HHL                EHcH   Hھ                H;x~!HxHHھ                ELcM   Lʾ                L;8~!H8HLʾ                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HHPIPHXIRHXISHXIT$HXHSHpXIQH0XHWHXHVHIUXHЋEHH   H¾                H;H~!HHHH¾                UHcH                   H;~HH                HJH `    ^X    ^\HPYH@ЋEHH   H¾                H;h~!HhHH¾                UHcH                   H;(~H(H                HJH h    ^X    ^\HPYH`ЋEHH   H¾                H;~!HHH¾                UHcH   H                H;~!HHH                UHcH                   H;x~HxH                    \f(HHf(YP    ^h    ^\Y    \f(HJHpf(YP    ^h    ^\YHPXHЋEHH   H¾                H;~!HHH¾                UHcH   H                H;x~!HxHH                UHcH                   H;~HH                HHpf(YP    ^`    ^\YHJHf(YP    ^`    ^\YHPXHЋEHH   H¾                H;~!HHH¾                UHcH   H                H;h~!HhHH                UHcH                   H;h~HhH                HH`f(Y0p    ^`    ^\YHJH`f(Y0p    ^h    ^\YHPXHЋEHH   H¾                H;(~!H(HH¾                UHcH   H                H;~!HHH                UHcH                   H;~HH                HHf(Y0p    ^`    ^\YHJHf(Y0p    ^h    ^\YHPXH ЋEHH   H¾                H;~!HHH¾                UHcH   H                H;~!HHH                UHcH                   H;~HH                HHf(Y0p    ^`    ^\YHJHf(Y0p    ^h    ^\YHPXH ЋELcM   LҾ                L;~!HHLҾ                EHcH                   H;H~HHH                EHcH   H                H;h~!HhHH                ELcM   Lʾ                L;~!HHLʾ                EHcH   Hھ                H;~!HHHھ                ELcM   Lھ                L;~!HHLھ                ELcM   L¾                L;(~!H(HL¾                EHcH   H                H;~!HHH                HH@HWH`XIQHXHSHXISHXIPH XHVH IRXH ЋEHH   H¾                H;8~!H8HH¾                UHcH                   H;~HH                HJH     ^    ^\HPYH0ЋEHH   H¾                H;X~!HXHH¾                UHcH                   H;(~H(H                HJH     ^    ^\HPYHPЋEHH   H¾                H;~!HHH¾                UHcH   H                H;~!HHH                UHcH                   H;x~HxH                    \f(HHf(Y    ^    ^\Y    \f(HJHpf(Y    ^    ^\YHPXHЋEHH   H¾                H;~!HHH¾                UHcH   H                H;x~!HxHH                UHcH                   H;~HH                HHpf(Y    ^    ^\YHJHf(Y    ^    ^\YHPXHЋEHH   H¾                H;x~!HxHH¾                UHcH   H                H;h~!HhHH                UHcH                   H;h~HhH                HH`f(Y0    ^    ^\YHJH`f(Y0    ^    ^\YHPXHpЋEHH   H¾                H;~!HHH¾                UHcH   H                H;~!HHH                UHcH                   H;~HH                HHf(Y0    ^    ^\YHJHf(Y0    ^    ^\YHPXHЋEHH   H¾                H;~!HHH¾                UHcH   H                H;~!HHH                UHcH                   H;~HH                HHf(Y0    ^    ^\YHJHf(Y0    ^    ^\YHPXHЋELcM   LҾ                L;~!HHLҾ                EHcH                   H;8~H8H                EHcH   H                H;X~!HXHH                ELcM   Lʾ                L;~!HHLʾ                EHcH   Hھ                H;~!HHHھ                ELcM   Lھ                L;x~!HxHLھ                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                HH0HWHPXIQHXHSHXISHpXIPHXHVHIRXHЋEHH   H¾                H;(~!H(HH¾                UHcH   H                H;(~!H(HH                UHcH   H                H;H~!HHHH                UHcH                   H;~HH                HH HH@XHJH HPXH ЋEHH   H¾                H;(~!H(HH¾                HPH ff/   EHH   H¾                H;~!HHH¾                UHcH                   H;(~H(H                HJHPH H   dEHH   H¾                H;~!HHH¾                HPH   fЋEHH   H¾                H;~!HHH¾                UHcH   H                H;~!HHH                UHcH   H                H;8~!H8HH                UHcH                   H;~HH                HHHH0XHJHHPXHЋEHH   H¾                H;~!HHH¾                HPHff/   EHH   H¾                H;~!HHH¾                UHcH                   H;~HH                HJHPHH@  dEHH   H¾                H;~!HHH¾                HPH@  fЋEHH   H¾                H;~!HHH¾                UHcH                   H;~HH                HJH   HP    ^H   ЋEHH   H¾                H;~!HHH¾                UHcH                   H;~HH                HJH@  HP    ^H@  ЋEHH   H¾                H;~!HHH¾                UHcH   H                H;~!HHH                UHcH                   H;~HH                HH   HJHXf_HPH   ЋEHH   H¾                H;~!HHH¾                UHcH   H                H;~!HHH                UHcH                   H;~HH                HH   HJHXf_HPH   ЋEHH   H¾                H; ~!H HH¾                UHcH   H                H; ~!H HH                UHcH                   H;~HH                HHMxHJHXf_HPHExЋEHH   H¾                H;~!HHH¾                UHcH   H                H;~!HHH                UHcH                   H;~HH                HH   HJHXf_HPH   ЋEHH   H¾                H;0~!H0HH¾                UHcH   H                H;0~!H0HH                UHcH                   H;X~HXH                HHMHHJHP\f(f_HPHEHЋEHH   H¾                H;(~!H(HH¾                UHcH   H                H;(~!H(HH                UHcH                   H;H~HHH                HHMPHJH@\f(f_HPHEPЋEHH   H¾                H;~!HHH¾                UHcH   H                H;~!HHH                UHcH                   H;h~HhH                HH   HJH`\f(f_HPH   ЋEHH   H¾                H; ~!H HH¾                UHcH   H                H; ~!H HH                UHcH                   H;~HH                HHMXHJH\f(f_HPHEXЋEHH   H¾                H;~!HHH¾                UHcH   H                H;~!HHH                UHcH                   H;~HH                HHM`HJH\f(f_HPHE`ЋEHH   H¾                H;~!HHH¾                UHcH   H                H;~!HHH                UHcH                   H;~HH                HH   HJH\f(f_HPH   ЋEHH   H¾                H;~!HHH¾                UHcH   H                H;~!HHH                UHcH                   H;~HH                HHMhHJH\f(f_HPHEhЋEHH   H¾                H;~!HHH¾                UHcH   H                H;~!HHH                UHcH                   H;~HH                HHMpHJH\f(f_HPHEpЋEHH   H¾                H;~!HHH¾                UHcH   H                H;~!HHH                UHcH                   H;~HH                HH   HJH\f(f_HPH   ЋEHH   H¾                H;~!HHH¾                UHcH                   H;~HH                HJH   PHP^H   ЋEHH   H¾                H;~!HHH¾                UHcH                   H;~HH                HJH   hHP^HЋEHH   H¾                H;~!HHH¾                UHcH                   H; ~H H                HJHUx`HP^HЋEHH   H¾                H;~!HHH¾                UHcH                   H;~HH                HJH   XHP^HЋEHH   H¾                H;~!HHH¾                UHcH                   H;0~H0H                HJHUHHP^HЋEHH   H¾                H;~!HHH¾                UHcH                   H;(~H(H                HJHUPxHP^HЋEHH   H¾                H;~!HHH¾                UHcH                   H;~HH                HJH   pHP^H ЋEHH   H¾                H;~!HHH¾                UHcH                   H; ~H H                HJHUXHP^HЋEHH   H¾                H;h~!HhHH¾                UHcH                   H;~HH                HJHU`xHP^H`ЋEHH   H¾                H;~!HHH¾                UHcH                   H;~HH                HJH   pHP^HЋEHH   H¾                H;(~!H(HH¾                UHcH                   H;~HH                HJHUhHP^H ЋEHH   H¾                H;~!HHH¾                UHcH                   H;~HH                HJHUpHP^H ЋEHH   H¾                H;H~!HHHH¾                UHcH                   H;~HH                HJH   HP^H@ЋEHH   H¾                H;~!HHH¾                UHcH                   H;~HH                HJH   HP^HH  ЋEHH   H¾                H;~!HHH¾                UHcH                   H;~HH                HJH   HP^HЋEHH   H¾                H;~!HHH¾                UHcH                   H; ~H H                HJHUxHP^HЋEHH   H¾                H;~!HHH¾                UHcH                   H;~HH                HJH   HP^HЋEHH   H¾                H;~!HHH¾                UHcH                   H;0~H0H                HJHUHHP^HЋEHH   H¾                H;~!HHH¾                UHcH                   H;(~H(H                HJHUPHP^HЋEHH   H¾                H;~!HHH¾                UHcH                   H;~HH                HJH   HP^HЋEHH   H¾                H;x~!HxHH¾                UHcH                   H; ~H H                HJHUXHP^HpЋEHH   H¾                H;X~!HXHH¾                UHcH                   H;~HH                HJHU`HP^HPЋEHH   H¾                H;~!HHH¾                UHcH                   H;~HH                HJH   HP^HЋEHH   H¾                H;~!HHH¾                UHcH                   H;~HH                HJHUhHP^HЋEHH   H¾                H;~!HHH¾                UHcH                   H;~HH                HJHUpHP^HЋEHH   H¾                H;8~!H8HH¾                UHcH                   H;~HH                HJH   HP^H0ЋELcM   L                L;~!HHL                EHcH                   H;0~H0H                ELcM   L¾                L;(~!H(HL¾                ELcM   LҾ                L;~!HHLҾ                ELcM   Lھ                L; ~!H HLھ                ELcM   L                L;~!HHL                EHcH   Hھ                H;~!HHHھ                ELcM   Lʾ                L;~!HHLʾ                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HHEHIPHEPXIRH   XISHEXXIT$HE`XHSH   XIQHEhXHWHEpXHVH   IUXH   ЋELcM   L¾                L;~!HHL¾                EHcH                   H;0~H0H                EHcH   H                H;(~!H(HH                ELcM   Lھ                L;~!HHLھ                ELcM   LҾ                L;~!HHLҾ                ELcM   Lʾ                L;~!HHLʾ                EHcH   H                H;~!HHH                HHEHHWHEPXISHEhXIRH   XIQHEpXHVH   IPXH   ЋEHH   H¾                H;~!HHH¾                UHcH   H                H; ~!H HH                UHcH   H                H;~!HHH                UHcH                   H;~HH                HHMXHHM`XHJH   HPXH   ЋEHH   H¾                H;~!HHH¾                ULcM   L¾                L;~!HHL¾                UHcH   H                H; ~!H HH                UHcH   H                H;~!HHH                UHcH                   H;~HH                IH   BHHMxXHH   XHJH   HPXH   ЋEHH   H¾                H;x~!HxHH¾                UHcH   H                H;p~!HpHH                UHcH   H                H;h~!HhHH                UHcH                   H;`~H`H                HHM0HHM8XHJHU@HPXH   ЋELcM   L                L;X~!HXHL                EHcH                   H;~HH                ELcM   L¾                L;~!HHL¾                ELcM   LҾ                L;~!HHLҾ                ELcM   Lھ                L;h~!HhHLھ                ELcM   L                L;(~!H(HL                EHcH   Hھ                H;~!HHHھ                ELcM   Lʾ                L;~!HHLʾ                EHcH   H                H;~!HHH                EHcH   H                H;H~!HHHH                HHIPHXIRHXISH`XIT$H XHSH XIQH XHWHXHVH@IUXH   ЋELcM   L¾                L;P~!HPHL¾                EHcH                   H;~HH                EHcH   H                H;~!HHH                ELcM   Lھ                L;(~!H(HLھ                ELcM   LҾ                L;~!HHLҾ                ELcM   Lʾ                L;~!HHLʾ                EHcH   H                H;H~!HHHH                HHHWHXISH XIRH XIQH XHVH@IPXH   ЋEHH   H¾                H;H~!HHHH¾                UHcH   H                H;~!HHH                UHcH   H                H;h~!HhHH                UHcH                   H;~HH                HHHH`XHJHHPXH  ЋEHcH                   H;@~H@H                EHH   H¾                H;~!HHH¾                MLcM   Lʾ                L;~!HHLʾ                MLcM   L¾                L;~!HHL¾                MHcH   H                H;~!HHH                MHcH   H                H;X~!HXHH                HHHIIHXIHHXHOH   XHNH   HXH  ЋELcM   L                L;8~!H8HL                EHcH                   H;~HH                ELcM   L¾                L;~!HHL¾                ELcM   LҾ                L;x~!HxHLҾ                ELcM   Lھ                L;X~!HXHLھ                ELcM   L                L;~!HHL                EHcH   Hھ                H;~!HHHھ                ELcM   Lʾ                L;~!HHLʾ                EHcH   H                H;~!HHH                EHcH   H                H;8~!H8HH                HHIPHXIRHpXISHPXIT$HXHSHXIQHXHWHXHVH0IUXHP  ЋELcM   L¾                L;0~!H0HL¾                EHcH                   H;~HH                EHcH   H                H;~!HHH                ELcM   Lھ                L;~!HHLھ                ELcM   LҾ                L;~!HHLҾ                ELcM   Lʾ                L;~!HHLʾ                EHcH   H                H;8~!H8HH                HHHWHXISHXIRHXIQHXHVH0IPXHX  ЋEHH   H¾                H;(~!H(HH¾                UHcH   H                H;x~!HxHH                UHcH   H                H;X~!HXHH                UHcH                   H;~HH                HHpHHPXHJHHPXH`  ЋEHcH                   H; ~H H                EHH   H¾                H;~!HHH¾                MLcM   Lʾ                L;~!HHLʾ                MLcM   L¾                L;~!HHL¾                MHcH   H                H;~!HHH                MHcH   H                H;8~!H8HH                HHHIIHXIHHXHOHH  XHNHP  HXHh  H(H  9@  EHH   H¾                H;p~!HpHH¾                UHcH   H                H;p~!HpHH                UHcH                   H;~HH                HH   HJH   HPXH   ЋEHH   H¾                H;h~!HhHH¾                UHcH   H                H;h~!HhHH                UHcH                   H;~HH                HHp  HJH   HPXHp  ЋEHH   H¾                H;h~!HhHH¾                UHcH   H                H;~!HHH                UHcH                   H;~HH                HH   HJH   HPXH`H(H  9  H0 H8 !Ѕ,  EHH   H¾                H;~!HHH¾                UHcH                   H;~HH                HJHU    Yf(    Y    Xf(HP    YHЋEHH   H¾                H;X~!HXHH¾                UHcH                   H;~HH                HJHU    Yf(    Y    \f(HP    YHPЋEHH   H¾                H;p~!HpHH¾                UHcH   H                H;p~!HpHH                UHcH   H                H;~!HHH                UHcH                   H;X~HXH                HH   HHXHJHPHPXH   ЋEHH   H¾                H;h~!HhHH¾                UHcH                   H;h~HhH                HJHp  HP    XHp  ЋEHH   H¾                H;~!HHH¾                ULcM   L¾                L;x~!HxHL¾                UHcH   H                H;X~!HXHH                UHcH   H                H;h~!HhHH                UHcH                   H;~HH                IHpBHHPXHH`\HJH HP\H  ЋEHH   H¾                H;~!HHH¾                UHcH                   H;~HH                HJH  HP    ^H  Ћ 9Et                EEĉ 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    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    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    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  [A\A]A^A_]UHAWAVAUATH   HxHpHhH`LXLP    t                       HE( HHEHEк    HHIIHE0 HHELHEȺ    HHHIA    MIHE( HHEHE    HHHIA    HE0 HHEHE    HHHH@HǅH    HE0 HHEHE    HHHH0Hǅ8    HE( HHEHE    HHHH Hǅ(    HE0 HHEHE    HHHHHǅ    HE( HHEHE    HHHH Hǅ    HE( HHEHE    HHHHHǅ    HE0 HHEHE    HHHHHǅ    E    HE(D E   MD9ER  }u                H}  HEH                   EHH   H¾                H;E~HUHH¾                KHHXfH} HEH                   EHH   H¾                H;E~HUHH¾                KLHHXfH} HEH                   EHH   H¾                H;E~HUHH¾                LHLLHHXfH} HEH                   EHH   H¾                H;E~HUHH¾                J    LHHXfH} HEH                   EHH   H¾                H;E~HUHH¾                LHLLHHXfH} HEH                   EHcH                   H;U~HEH                LHLHLHHXfH} HEH                   EHH   H¾                H;E~HUHH¾                LHL)LHHXfH} HEH                   EHH   H¾                H;E~HUHH¾                J    LHHXfH} HEH	                   EHH   H¾                H;E~HUHH¾                LHLLHHXfH}	 HEH
                   EHcH                   H;U~HEH                LHLHLHHXfH}
 HEH                   EHcH                   H;U~HEH                LHLHLLHHXfH} HEH                   EHcH                   H;U~HEH                LHLHLHHXfЋEHH   H¾                H;E~HUHH¾                H}  HEH                   HPHPHxf/   H}  HEH                   EHH   H¾                H;E~HUHH¾                KHHX    ЋEHH   H¾                H;E~HUHH¾                H} HEH                   HPHPHxHf/   H} HEH                   EHH   H¾                H;E~HUHH¾                KLHHX    ЋEHcH                   H;U~HEH                H} HEH                   EHH   H¾                H;E~HUHH¾                H} HEH                   HrHPHpBf/HpHPHxHf/!Ѕ   H} HEH                   EHH   H¾                H;E~HUHH¾                LHLLHHX    ЋEHcH   H                H;u~HEHH                H} HEH                   EHcH                   H;U~HEH                H} HEH                   EHH   H¾                H;E~HUHH¾                H} HEH                   H~HPHpFf/@@HzHPHxJf/!HPHEH`Hf/!   H} HEH                   EHH   H¾                H;E~HUHH¾                J    LHHX    ЋEHcH   H                H;u~HEHH                H} HEH                   EHcH                   H;U~HEH                H} HEH                   EHH   H¾                H;E~HUHH¾                H} HEH                   H~HPHpF f/@@HzHPHxJ f/!HPHEH`H f/!   H} HEH                   EHH   H¾                H;E~HUHH¾                LHLLHHX    ЋEHcH   H                H;}~HEHH                H} HEH                   EHcH   H                H;u~HEHH                H} HEH                   EHcH                   H;U~HEH                H} HEH                   EHH   H¾                H;E~HUHH¾                H} HEH                   LOHPBHpG(f/@@LNHuBH`Ff/@@	HrHPHxJ(f/!׉HPHEH`H(f/!   H} HEH                   EHcH                   H;U~HEH                LHLHLHHX    ЋEHcH   H                H;}~HEHH                H} HEH                   EHcH   H                H;u~HEHH                H} HEH                   EHcH                   H;U~HEH                H} HEH                   EHH   H¾                H;E~HUHH¾                H} HEH                   LOHPBHpG0f/@@LNHuBH`F f/@@	HrHPHxJ0f/!׉HPHEH`H0f/!   H} HEH                   EHH   H¾                H;E~HUHH¾                LHL)LHHX    ЋEHcH   H                H;u~HEHH                H} HEH                   EHcH                   H;U~HEH                H} HEH                   EHH   H¾                H;E~HUHH¾                H} HEH                   H~HPHpF8f/@@HzHUHxBf/	HPHEH`H8f/!   H} HEH                   EHH   H¾                H;E~HUHH¾                J    LHHX    ЋEHH   H¾                H;E~HUHH¾                H} HEH	                   HPHEH`H@f/   H} HEH	                   EHH   H¾                H;E~HUHH¾                LHLLHHX    ЋEHH   H¾                H;E~HUHH¾                H}	 HEH
                   HPHEH`HHf/   H}	 HEH
                   EHcH                   H;U~HEH                LHLHLHHX    ЋEHcH                   H;U~HEH                H}
 HEH                   EHH   H¾                H;E~HUHH¾                H}
 HEH                   HrHU HhJPf/HpHEH`HPf/!Ѕ   H}
 HEH                   EHcH                   H;U~HEH                LHLHLLHHX    ЋEHH   H¾                H;E~HUHH¾                H} HEH                   HPHEH`HXf/   H} HEH                   EHcH                   H;U~HEH                LHLHLHHX    9Mt                EM        H   A\A]A^A_]UHAWAVAUATH  H(H HHLL     t                       HEX HHEHEк    HHHIA    HEX HHEHEȺ    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 HHEHE    HHHHHǅ    HEX HHEHE    HHHHHǅ    HE` HHEHE    HHHHHǅ    HE` HHxHx    HHHHpHǅx    HE` HHpHp    HHHH`Hǅh    HE` HHhHh    HHHHPHǅX    HEX HH`H`    HHHHU`HcHXHX    HHHH@HǅH        P    H    @    8E        H    P    \H8    \P@HEX8E   M9}0  }u                EHH   H¾                H;E~HUHH¾                UHcH   H                H;u~HEHH                UHcH                   H;U~HEH                LFHuBf(YHHrHU Y8HPXHEЋEHH   H¾                H;E~HUHH¾                UHcH   H                H;u~HEHH                UHcH                   H;U~HEH                LFHuBf(YPHrHU(Y@HPXHEЋEHH   H¾                H;E~HUHH¾                UHcH   H                H;u~HEHH                UHcH                   H;U~HEH                LFHuBHrHUPHPXHE0ЋEHH   H¾                H;E~HUHH¾                UHcH   H                H;u~HEHH                UHcH                   H;U~HEH                LFHBf(YHHrH Y8HPXHЋEHH   H¾                H;E~HUHH¾                UHcH   H                H;u~HEHH                UHcH                   H;U~HEH                LFHu8Bf(YHHrHU@Y8HPXHE8ЋEHH   H¾                H;E~HUHH¾                HPHE     ЋEHH   H¾                H;E~HUHH¾                HPHE(    ЋEHH   H¾                H;E~HUHH¾                HPH fЋEHH   H¾                H;E~HUHH¾                HPHE@f9Mt                EMLE0H}HHHH H(Hu`uXuu8MIHH0        HeA\A]A^A_]UHAWAVAUATSH8  HHHHLL    t                       HEH HHEHE    HHHIA    HEH HHEHE    HHHIA    HEH HHEHE    HHHIA    HEH HHEHE    HHHHHǅ    HEH HHEHE    HHHHHǅ    HEH HHEHE    HHHHpHǅx    HEH HHEHE    HHHH`Hǅh    HEH HHEHE    HHHHPHǅX    HEH HHEHE    HHHH@HǅH    HEH HHxHx    HHHH0Hǅ8    HEH HHpHp    HHHH Hǅ(    HEP HHhHh    HHIHHHǅ    H       HHDH    Hu
        H`HEP HHXHX    HHIHH Hǅ    H       HHDH    Hu
        HPHEP HHHHH    HHHHHHǅ    H   HHDH    Hu
        H@HEP HH8H8    HHHHHHǅ    H   HHDH    Hu
        H0HEP HH(H(    HHHHHHǅ    H   HHDH    Hu
        H HEP HHH    HHHHHHǅ    H   HHDH    Hu
        HHEP HHH    HHHHHHǅ    H   HHDH    Hu
        H HEP 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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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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HXH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ǅ    E    HEPǅ   9  =u                HH   H¾                H;~!HHH¾                HpHfHH   H¾                H;8~!H8HH¾                HpH0fHH   H¾                H;(~!H(HH¾                HpH fHH   H¾                H;X~!HXHH¾                HpHPfHH   H¾                H;h~!HhHH¾                HpH`fHH   H¾                H;H~!HHHH¾                HpH@fHH   H¾                H;~!HHH¾                HpH fHH   H¾                H;~!HHH¾                HpHf9t                YHEHDE   MD9U  }u                EHH   H¾                H;E~HUHH¾                    HPH]    _,HH   H¾                H;~!HHH¾                HcH   H                H;~!HHH                UHcH                   H;U~HEH                H~HHrHU@HPXHЋHH   H¾                H;8~!H8HH¾                HcH   H                H;8~!H8HH                UHcH   H                H;u~HEHH                UHcH                   H;U~HEH                LGH0BH~Hu@HrHUYHPXH0ЋHH   H¾                H;(~!H(HH¾                HcH   H                H;(~!H(HH                UHcH   H                H;u~HEHH                UHcH                   H;U~HEH                LGH BH~Hu@HrHU YHPXH ЋHH   H¾                H;X~!HXHH¾                HcH   H                H;X~!HXHH                UHcH   H                H;u~HEHH                UHcH                   H;U~HEH                LGHPBH~Hu@HrHU(YHPXHPЋHH   H¾                H;h~!HhHH¾                LcM   Lʾ                L;h~!HhHLʾ                ULcM   L¾                L;E~HEHL¾                UHcH   H                H;}~HEHH                UHcH   H                H;u~HEHH                UHcH                   H;U~HEH                MYL`CMHLE@CLGHBYXH~Hu@HrHYHPXH`ЋHH   H¾                H;H~!HHHH¾                LcM   Lʾ                L;H~!HHHLʾ                ULcM   L¾                L;E~HEHL¾                UHcH   H                H;}~HEHH                UHcH   H                H;u~HEHH                UHcH                   H;U~HEH                MYL@CMHLE@CLGHBYXH~Hu@HrHUYHPXH@ЋHH   H¾                H;~!HHH¾                HcH   H                H;~!HHH                UHcH   H                H;u~HEHH                UHcH                   H;x~HxH                LGH BH~Hu@HrHU0YHPXH ЋHH   H¾                H;~!HHH¾                HcH   H                H;~!HHH                UHcH   H                H;u~HEHH                UHcH                   H;p~HpH                LGHBH~Hu@HrHU8YHPXH9Mt                EM4HEP8ǅ   9  =u                HH   H¾                H;8~!H8HH¾                HcH                   H;8~H8H                HcH   H                H;~!HHH                    LFHB_HrH0HP^H0ЋHH   H¾                H;(~!H(HH¾                HcH                   H;(~H(H                HcH   H                H;~!HHH                    LFHB_HrH HP^H ЋHH   H¾                H;X~!HXHH¾                HcH                   H;X~HXH                HcH   H                H;~!HHH                    LFHB_HrHPHP^HPЋHH   H¾                H;h~!HhHH¾                HcH                   H;h~HhH                HcH   H                H;~!HHH                    LFHB_HrH`HP^H`ЋHH   H¾                H;H~!HHHH¾                HcH                   H;H~HHH                HcH   H                H;~!HHH                    LFHB_HrH@HP^H@ЋHH   H¾                H;~!HHH¾                HcH                   H;~HH                HcH   H                H;~!HHH                    LFHB_HrH HP^H ЋHH   H¾                H;~!HHH¾                HcH                   H;~HH                HcH   H                H;~!HHH                    LFHB_HrHHP^HЋ9t                HH 9unHǅ    ǅt  Hǅ    Hǅ   Hǅ    Hǅ    ǅ     ǅ  ǅ   HH    Hǅ    ǅw  ǅ   ǅ   HH    H       H    HH    Hǅ    ǅx  ǅ   ǅ   HH    H3       H    HH    Hǅ    ǅy  ǅ   ǅ   HH    H       H    HH    Hǅ    ǅ|  ǅ   ǅ   HH    Ha       H    HH    HEPD ǅ   A9  =u                Hǅ    ǅ  Hǅ     Hǅ(   ǅ   ǅ   HH    HH   HH    HH   HH    HH   H¾                H;~!HHH¾                HPH    ^HH   HH    HH   H¾                H;8~!H8HH¾                HH    H0HH   HH    HH   H¾                H;(~!H(HH¾                HH    H HH   HH    HH   H¾                H;X~!HXHH¾                HH    HPHH   HH    HH   H¾                H;h~!HhHH¾                HH    H`HH   HH    HH   H¾                H;H~!HHHH¾                HH    H@HH   HH    HH   H¾                H;~!HHH¾                HH    H HH   HH    HH   H¾                H;~!HHH¾                HH    HHH   HH    HH    9t                            HH    H H    HH    H H    H0H    H@H    HPH    H`H            H8  [A\A]A^A_]UHAWAVAUATH  H8H0H(H LL    t                       H    HHEHEȺ    HHHIA    H    HHEHE    HHHIA    H    HHEHE    HHHIA    H    HHEHE    HHHH Hǅ    H    HHEHE    HHHHHǅ    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HHpHǅx    H    HH`H`    HHHH`Hǅh    H    HHXHX    HHHHPHǅX    H    HHPHP    HHHH@HǅH    H    HHHHH    HHHH0Hǅ8    H    HH@H@    HHHH Hǅ(    H    HH8H8    HHHHHǅ    H    HH0H0    HHHH Hǅ    H    HH(H(    HHHHHǅ    H    HH H     HHHHHǅ    H    HHH    HHHHHǅ        h    p    xE            E                                                                         fEfffff fffffffffffffH   D E   MD9E  }u                EHH   H¾                H;E~HUHH¾                UHcH                   H;U~HEH                fHrH_UHcH                   H;U~HEH                    HrHU_    ^]HPHЋEHH   H¾                H;E~HUHH¾                UHcH                   H;U~HEH                fHrHU _UHcH                   H;U~HEH                    HrHU(_    ^]HPHEЋEHH   H¾                H;E~HUHH¾                HPH   MXE؋EHcH                   H;U~HEH                EHH   H¾                H;E~HUHH¾                HrH   HPHE0Y    YXEHcH                   H;U~HEH                EHH   H¾                H;E~HUHH¾                HrH   HPHE8Y    YXEHcH                   H;U~HEH                EHH   H¾                H;E~HUHH¾                HrH   HPHE@Y    YXEHcH   H                H;}~HEHH                EHcH   H                H;x~!HxHH                EHcH                   H;U~HEH                EHH   H¾                H;p~!HpHH¾                LOH   BH~H(Y    YXHrH   HPH Y    YXEHcH                   H;U~HEH                EHH   H¾                H;h~!HhHH¾                HrH   HPHEHY    Y X EHcH                   H;U~HEH                EHH   H¾                H;`~!H`HH¾                HrH   HPHEPY    YXEHcH                   H;U~HEH                EHH   H¾                H;X~!HXHH¾                HrH   HPHEXY    YXEHcH                   H;U~HEH                EHH   H¾                H;P~!HPHH¾                HrH   HPHE`Y    YXEHcH                   H;U~HEH                EHH   H¾                H;H~!HHHH¾                HrH   HPHEhY    YXEHcH                   H;U~HEH                EHH   H¾                H;@~!H@HH¾                HrH   HPHEpY    YXEHcH                   H;U~HEH                EHH   H¾                H;8~!H8HH¾                HrH   HPHExY    YXEHcH                   H;U~HEH                EHH   H¾                H;E~HUHH¾                HrH   HPHEYXEHcH                   H;U~HEH                EHH   H¾                H;E~HUHH¾                HrH   HPHE(YXEHcH                   H;U~HEH                EHH   H¾                H;E~HUHH¾                HrH   HPHE YXEHcH                   H;U~HEH                EHH   H¾                H;E~HUHH¾                HrH   HPHYXEHcH                   H;U~HEH                EHH   H¾                H;0~!H0HH¾                HrH   HPH   YXEHcH                   H;U~HEH                EHH   H¾                H;(~!H(HH¾                HrH   HPH   YXEHcH   H                H;u~HEHH                EHcH                   H; ~H H                EHH   H¾                H;~!HHH¾                H~H   HrH   YHPH   *YX9Mt                EM+^E^E^E^E^E^E^E^^x^p^hHǅH    ǅP  ǅ@   ǅD   H@H    H@       H    H@H    HǅH    ǅP  ǅ@   ǅD   H@H    H@$       H    H@H    HǅH    ǅP  ǅ@   ǅD   H@H    H@       H    H@H    HǅH    ǅP  Hǅ    HǅM   ǅ@   ǅD   H@H    HH@   HH    H@H    HǅH    ǅP  Hǅ    HǅM   ǅ@   ǅD   H@H    HH@   HH    H@H    HǅH    ǅP  Hǅ    HǅM   ǅ@   ǅD   H@H    HH@   HH    H@H    HǅH    ǅP  Hǅ    HǅM   ǅ@   ǅD   H@H    HH@   HH    H@H    HǅH    ǅP  Hǅ    HǅM   ǅ@   ǅD   H@H    H H@   HH    H@H    HǅH    ǅP  Hǅ    HǅM   ǅ@   ǅD   H@H    HH@   HH    H@H    HǅH    ǅP  Hǅ    HǅM   ǅ@   ǅD   H@H    HH@   HH    H@H    HǅH    ǅP  Hǅ    HǅM   ǅ@   ǅD   H@H    HH@   HH    H@H    HǅH    ǅP  Hǅ    HǅM   ǅ@   ǅD   H@H    HH@   HH    H@H    HǅH    ǅP  Hǅ    HǅM   ǅ@   ǅD   H@H    HH@   HH    H@H    HǅH    ǅP  Hǅ    HǅM   ǅ@   ǅD   H@H    HH@   HH    H@H    HǅH    ǅP  ǅ@   ǅD   H@H    H@       H    H@H    HǅH    ǅP  Hǅ    HǅM   ǅ@   ǅD   H@H    HH@   HH    H@H    HǅH    ǅP  Hǅ    HǅM   ǅ@   ǅD   H@H    HH@   HH    H@H    HǅH    ǅP  Hǅ    HǅM   ǅ@   ǅD   H@H    HH@   HH    H@H    HǅH    ǅP  Hǅ    HǅM   ǅ@   ǅD   H@H    HH@   HH    H@H    HǅH    ǅP  Hǅ    HǅM   ǅ@   ǅD   H@H    HH@   HH    H@H    HǅH    ǅP  Hǅ    HǅM   ǅ@   ǅD   H@H    HH@   HH    H@H    HǅH    ǅP  Hǅ    HǅO   ǅ@   ǅD   H@H    HH@   HH    H@H    HǅH    ǅP  ǅ@   ǅD   H@H    H@       H    H@H    HǅH    ǅP  Hǅ    HǅM   ǅ@   ǅD   H@H    HH@   HH    H@H    HǅH    ǅP  Hǅ    HǅM   ǅ@   ǅD   H@H    HxH@   HH    H@H    HǅH    ǅP  ǅ@   ǅD   H@H    H@       H    H@H    HǅH    ǅP  Hǅ    HǅM   ǅ@   ǅD   H@H    HhH@   HH    H@H    HǅH    ǅP  Hǅ    HǅM   ǅ@   ǅD   H@H    HpH@   HH    H@H    HǅH    ǅP  ǅ@   ǅD   H@H    H@       H    H@H    H8H0 9  HǅH    ǅP  Hǅ    Hǅx   Hǅ    Hǅ   ǅp    ǅ@  ǅD   H@H    HǅH    ǅP  ǅ@   ǅD   H@H    H@       H    H@H    HǅH    ǅP  ǅ@   ǅD   H@H    H@$       H    H@H    HǅH    ǅP  ǅ@   ǅD   H@H    H@       H    H@H    HǅH    ǅP  ǅ@   ǅD   H@H    H@|       H    H@H    HǅH    ǅP  Hǅ    Hǅ   ǅ@   ǅD   H@H    H8H@   HH    HH@   HH    HH@   HH    HH@   HH    HH@   HH    HH@   HH    HH@   HH    H H@   HH    HH@   HH    HH@   HH        Y`H`H@   HH    x    YXHXH@   HH    h    YPHPH@   HH    H@H                        H  A\A]A^A_]UHAWAVAUATSH	  HHHHLL    t                       H   HHEHE    HHHIHH   HHEHHE    HHHIA    HHH   HHEHE    HHHIA    H   HHxHx    HHHIHH   HHpHHp    HHHIA    HHH   HHhHh    HHHIHxH   HH`HH`    HHHHHǅ    HHpH   HHXHX    HHHIHH   HHPHHP    HHHHHǅ    HHH   HHHHH    HHHIHH   HH@HH@    HHHHpHǅx    HHH   HH8H8    HHHH`Hǅh    H   HH0H0    HHHHPHǅX    H   HH(H(    HHHH@HǅH    H   HH 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        HHH   HH@H@    HHIHH Hǅ    H       HHDH    Hu
        H8    E    0    (         E        E    E    E                     E    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HPHHP !Ѓt(HPI                      HH!Ѓt'HPA   HH                HH;P!Ѓt'HPA   HH                H   H9HQHH    H    E        HPHHP !Ѓt(HPI                      HH!Ѓt'HPA   HH                HH;P!Ѓt'HPA   HH                H   H9HQHHfHH@HH@ !Ѓt(H@I                      HH!Ѓt'H@A   HH                HH;@!Ѓt'H@A   HH                H   H9HQH8fHH  DE   DMD9]w  }u                H  DE   MD9U  }u                EHcH                   H;P~HPH                HHH    f/x  ELcM   L¾                L;P~!HPHL¾                EHcH                   H;P~HPH                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                HHHHHHHH  IPXHHЋEHcH                   H;@~H@H                HH8    f/x  ELcM   L¾                L;@~!H@HL¾                EHcH                   H;@~H@H                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                HH8HHHHH  IPXH89Mt                EMD9Mt                EDMwH   pE   Eĉp9E  }u                H ff.    ff.DH !H !ЅtWEHcH                   H;U~HEH                HH       EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                HH   HNPH   EHcH                   H;U~HEH                HH   *Z    ^H   *Z    Y H   *Z    Y    YH   *Z    Y    YEHcH                   H;P~HPH                HHHf(    ^Hp #HpH                   EHcH                   H;x~HxH                Hp#HpH                   ELcM   L¾                L;x~!HxHL¾                H` #H`H                   EHcH   H                H;h~!HhHH                H`#H`H                   EHcH   H                H;h~!HhHH                HHHHHH  H	HI H  XHpHHxHHH  XH	HHH  XHP #HPH                   EHcH                   H;X~HXH                Hp #HpH                   EHcH   Hھ                H;x~!HxHHھ                HP#HPH                   ELcM   Lھ                L;X~!HXHLھ                Hp#HpH                   ELcM   LҾ                L;x~!HxHLҾ                H@ #H@H                   ELcM   Lʾ                L;H~!HHHLʾ                H` #H`H                   ELcM   L¾                L;h~!HhHL¾                H@#H@H                   EHcH   H                H;H~!HHHH                H`#H`H                   EHcH   H                H;h~!HhHH                HHLLHH  LLLLHH  YK?HIH  KD- LIH  YXHHLLIH  HpHLxLI H  YXKHHH  KHHH  YXEHcH   H                H;8~!H8HH                EHcH                   H;U~HEH                EHcH   H                H;8~!H8HH                HH   *HVH   YXHWYH   ЋEHcH   H                H;0~!H0HH                EHcH                   H;U~HEH                EHcH   H                H;0~!H0HH                HH   *HVH  YXHWYH  ЋELcM   L¾                L;(~!H(HL¾                EHcH                   H;U~HEH                EHcH   H                H;(~!H(HH                EHcH   H                H; ~!H HH                HH   *HWH   YHVHx  XIPYH   ЋELcM   L¾                L;~!HHL¾                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HH   *HWH   YHVH  XIPYH   ЋELcM   L¾                L;~!HHL¾                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                EHcH   H                H; ~!H HH                HH   *HWH   YHVH  \IPYH   ЋELcM   L¾                L;~!HHL¾                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HH   *HWH   YHVH  H  Y\IPYH   ЋELcM   Lʾ                L;~!HHLʾ                EHcH                   H;U~HEH                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HH   *IPH   YHWH  HVH  XY XIQYH   ЋELcM   L¾                L;~!HHL¾                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HH   *HWH   YHVH  Y \IPYH   ЋELcM   L¾                L;~!HHL¾                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HH   *HWH   YHVHX  Y XIPYH   ЋELcM   Lʾ                L;~!HHLʾ                EHcH                   H;U~HEH                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HH   *IPH  YHWH`  HVHh  XY XIQYH  ЋELcM   L¾                L;~!HHL¾                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HH   *HWH  YHVH`  Y XIPYH  ЋELcM   L¾                L;~!HHL¾                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HH   *HWH  YHVHh  Y XIPYH  ЋEHcH                   H;~HH                HHp  0EHcH0H                   H0H;~HH                EHcH                   H;~HH                EHHH   H¾                HH;~!HHHھ                EHH H   H¾                H H;x~!HxHHھ                ELcM   L                L;p~!HpHL                ELcM   L                L;h~!HhHL                ELcM   L                L;`~!H`HL                ELcM   L                L;x~!HxHL                EHcH   Hھ                H;X~!HXHHھ                ELcM   Lھ                L;P~!HPHLھ                ELcM   LҾ                L;H~!HHHLҾ                ELcM   Lʾ                L;@~!H@HLʾ                ELcM   L¾                L;p~!HpHL¾                EHcH   H                H;X~!HXHH                EHcH   H                H;8~!H8HH                HHHHHXf(H HHEYf(XH`HHHIHEYIVHE IUHE(Xf(IT$HEYf(XLK6LLHHE0YXISHE8IRHE@Xf(IQHEHYXHH`I HELLHHE0XYHVH@      \YH0HXHp  ЋELcM   L¾                L;~!HHL¾                EHcH                   H;~HH                EHcH   H                H;0~!H0HH                EHcH   H                H;(~!H(HH                HHp  HWH  XHVH   IPXHp  H   `E   M`9E  }u                EHcH0H                   H0H;~HH                EHcH                   H;~HH                EHH H   H¾                H H;~!HHHھ                EHHH   H¾                HH; ~!H HHھ                EHH H   H¾                H H;~!HHHھ                ELcM   L                L;~!HHL                ELcM   L                L;~!HHL                ELcM   L                L; ~!H HL                ELcM   L                L;e~HEHL                EHcH   Hھ                H;]~HEHHھ                ELcM   Lھ                L;~!HHLھ                ELcM   LҾ                L; ~!H HLҾ                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L; ~!H HL¾                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                HHp  H HHHHH  H H HIH  YLLILLIT H      \YLLILLHH  YH    YXLHHIH  LILI H  YHILHH  YH    YH0HXHp  9Mt                EM H  DE   MD9U:  }u                ELcM   Lʾ                L;~!HHLʾ                EHcH                   H;~HH                ELcM   L¾                L;8~!H8HL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HHp  IPH@  HH   YHHHHHP  YIQXHp  9Mt                EMELcM   L¾                L;~!HHL¾                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HH   *HWH   YHVHp  X\0IPYH   fEfEfEfEfEfEH  D0E   MD9ud  }u                EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                HHHHH  MXE    f/EP  ELcM   L¾                L;~!HHL¾                EHcH                   H;~HH                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                LHHHH   HHHHH  YMXEELcM   L¾                L;~!HHL¾                EHcH                   H;~HH                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                LH HHH  HHHHH  YMXEELcM   L¾                L;~!HHL¾                EHcH                   H; ~H H                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                LHHHH  HHHHH  YMXEELcM   L                L;~!HHL                EHcH                   H; ~H H                ELcM   L                L;~!HHL                EHcH   Hھ                H; ~!H HHھ                ELcM   Lھ                L;~!HHLھ                ELcM   LҾ                L;~!HHLҾ                ELcM   Lʾ                L;M~HEHLʾ                ELcM   L¾                L;E~HEHL¾                EHcH   H                H;~!HHH                EHcH   H                H; ~!H HH                LLILLHH  LILHH      \f(LH HIH  YXf(LHHI H  YHHHHH  YMXEEHcH   Hھ                H;~!HHHھ                EHcH                   H; ~H H                ELcM   Lھ                L;~!HHLھ                ELcM   LҾ                L; ~!H HLҾ                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                fHHHLLHH  LHLIH      \f(LH HI H  YXf(HHPH@HH(  \f(_ȋELcM   L¾                L;E~HEHL¾                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                EHcH   H                H; ~!H HH                LHHHH  YHHHHH  Y    YMXE9Mt                EMEY    \EEYEEYEEYEEYEȋEHcH   H                H;~!HHH                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                HH   *HVH(  YXEHWYH(  ЋEHcH   H                H;~!HHH                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                HH   *HVH0  YXEHWYH0  ЋEHcH   H                H;~!HHH                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                HH   *HVH8  YXEHWYH8  ЋEHcH   H                H;~!HHH                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                HH   *HVH@  YXEHWYH@  ЋEHcH   H                H;~!HHH                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                HH   *HVHH  YXEHWYHH  ЋELcM   L¾                L;~!HHL¾                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HH   *HWHP  YHVH0  XIPYHP  ЋELcM   L¾                L;~!HHL¾                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                EHcH   H                H;x~!HxHH                HH   *HWHX  YHVH8  XIPYHX  Hh #HhH                   ELcM   L¾                L;p~!HpHL¾                EHcH                   H;U~HEH                Hh #HhH                   EHcH   H                H;p~!HpHH                HX #HXH                   EHcH   H                H;`~!H`HH                HH   *HHHpHHH`  YH@HPHHEPYXHHI YH`  Hh#HhH                   ELcM   L¾                L;p~!HpHL¾                EHcH                   H;U~HEH                Hh#HhH                   EHcH   H                H;p~!HpHH                HX#HXH                   EHcH   H                H;`~!H`HH                HH   *HpHHHHH`  YHPHH@HHEPYXHHI YH`  Hh#HhH                   ELcM   L¾                L;p~!HpHL¾                EHcH                   H;U~HEH                Hh#HhH                   EHcH   H                H;p~!HpHH                HX#HXH                   EHcH   H                H;`~!H`HH                HH   *HpHHHHHHH`  YHPHHHH@HHEPYXHHHHI YH`  Hh#HhH                   ELcM   L¾                L;p~!HpHL¾                EHcH                   H;U~HEH                Hh#HhH                   EHcH   H                H;p~!HpHH                HX#HXH                   EHcH   H                H;`~!H`HH                HH   *HpH    HHHH`  YHPHH@HHEPYXH    HI YH`  Hh#HhH                   ELcM   L¾                L;p~!HpHL¾                EHcH                   H;U~HEH                Hh#HhH                   EHcH   H                H;p~!HpHH                HX#HXH                   EHcH   H                H;`~!H`HH                HH   *HpHHHHHHH`  YHPHHHH@HHEPYXHHHHI YH`  Hh#HhH                   ELcM   L¾                L;p~!HpHL¾                EHcH                   H;U~HEH                Hh#HhH                   EHcH   H                H;p~!HpHH                HX#HXH                   EHcH   H                H;`~!H`HH                HH   *HpHHHHHHHH`  YHPHHHHH@HHEPYXHHHHHI YH`  Hh#HhH                   ELcM   L¾                L;p~!HpHL¾                EHcH                   H;U~HEH                Hh#HhH                   EHcH   H                H;p~!HpHH                HX#HXH                   EHcH   H                H;`~!H`HH                HH   *HpHHH)HHHH`  YHPHHH)H@HHEPYXHHH)HI YH`  Hh#HhH                   ELcM   L¾                L;p~!HpHL¾                EHcH                   H;U~HEH                Hh#HhH                   EHcH   H                H;p~!HpHH                HX#HXH                   EHcH   H                H;`~!H`HH                HH   *HpH    HHHH`  YHPHH@HHEPYXH    HI YH`  Hh#HhH	                   ELcM   L¾                L;p~!HpHL¾                EHcH                   H;U~HEH                Hh#HhH	                   EHcH   H                H;p~!HpHH                HX#HXH	                   EHcH   H                H;`~!H`HH                HH   *HpHHHHHHH`  YHPHHHH@HHEPYXHHHHI YH`  Hh	#HhH
                   ELcM   L¾                L;p~!HpHL¾                EHcH                   H;U~HEH                Hh	#HhH
                   EHcH   H                H;p~!HpHH                HX	#HXH
                   EHcH   H                H;`~!H`HH                HH   *HpHHHHHHHH`  YHPHHHHH@HHEPYXHHHHHI YH`  Hh
#HhH                   ELcM   L¾                L;p~!HpHL¾                EHcH                   H;U~HEH                Hh
#HhH                   EHcH   H                H;p~!HpHH                HX
#HXH                   EHcH   H                H;`~!H`HH                HH   *HpHHHHHLLHH`  YHPHHHHHH@HHEPYXHHHHHLI YH`  Hh#HhH                   ELcM   L¾                L;p~!HpHL¾                EHcH                   H;U~HEH                Hh#HhH                   EHcH   H                H;p~!HpHH                HX#HXH                   EHcH   H                H;`~!H`HH                HH   *HpHHHHHHHH`  YHPHHHHH@HHEPYXHHHHHI YH`  ЋEHcH0H                   H0H;P~HPH                Hh #HhH                   EHcH                   H;p~HpH                Hh#HhH                   ELcM   L                L;p~!HpHL                Hh#HhH                   ELcM   L                L;p~!HpHL                Hh#HhH                   ELcM   L                L;p~!HpHL                Hh#HhH                   ELcM   Lھ                L;p~!HpHLھ                Hh#HhH                   ELcM   L                L;p~!HpHL                Hh#HhH                   EHcH   Hھ                H;p~!HpHHھ                Hh#HhH                   ELcM   L¾                L;p~!HpHL¾                Hh#HhH	                   EHcH   H                H;p~!HpHH                Hh	#HhH
                   EHcH   H                H;p~!HpHH                Hh
#HhH                   ELcM   Lʾ                L;p~!HpHLʾ                Hh#HhH                   ELcM   LҾ                L;p~!HpHLҾ                HHpHHH`  H	HIH`  XHHHLLIH`  XH    LIT H`  XHHHLIH`  XHHHHLIH`  XHHH)LHH`  XHH    LHI H`  XHHHLHHH`  XHHHHHHH`  XHHHHHHIH`  XHHHHHIH`  H0HXHh  H@ #H@H                   ELcM   L¾                L;H~!HHHL¾                EHcH                   H;U~HEH                H@ #H@H                   EHcH   H                H;H~!HHHH                H0 #H0H                   EHcH   H                H;8~!H8HH                HH   *HHH`HHHp  YH H0HHEXYXHHI YHp  H@#H@H                   ELcM   L¾                L;H~!HHHL¾                EHcH                   H;U~HEH                H@#H@H                   EHcH   H                H;H~!HHHH                H0#H0H                   EHcH   H                H;8~!H8HH                HH   *H`HHHHHp  YH0HH HHEXYXHHI YHp  H@#H@H                   ELcM   L¾                L;H~!HHHL¾                EHcH                   H;U~HEH                H@#H@H                   EHcH   H                H;H~!HHHH                H0#H0H                   EHcH   H                H;8~!H8HH                HH   *H`HHHHHHHp  YH0HHHH HHEXYXHHHHI YHp  H@#H@H                   ELcM   L¾                L;H~!HHHL¾                EHcH                   H;U~HEH                H@#H@H                   EHcH   H                H;H~!HHHH                H0#H0H                   EHcH   H                H;8~!H8HH                HH   *H`H    HHHHp  YH0HH HHEXYXH    HI YHp  H@#H@H                   ELcM   L¾                L;H~!HHHL¾                EHcH                   H;U~HEH                H@#H@H                   EHcH   H                H;H~!HHHH                H0#H0H                   EHcH   H                H;8~!H8HH                HH   *H`HHHHHHHp  YH0HHHH HHEXYXHHHHI YHp  H@#H@H                   ELcM   L¾                L;H~!HHHL¾                EHcH                   H;U~HEH                H@#H@H                   EHcH   H                H;H~!HHHH                H0#H0H                   EHcH   H                H;8~!H8HH                HH   *H`HHHHHHHHp  YH0HHHHH HHEXYXHHHHHI YHp  H@#H@H                   ELcM   L¾                L;H~!HHHL¾                EHcH                   H;U~HEH                H@#H@H                   EHcH   H                H;H~!HHHH                H0#H0H                   EHcH   H                H;8~!H8HH                HH   *H`HHH)HHHHp  YH0HHH)H HHEXYXHHH)HI YHp  H@#H@H                   ELcM   L¾                L;H~!HHHL¾                EHcH                   H;U~HEH                H@#H@H                   EHcH   H                H;H~!HHHH                H0#H0H                   EHcH   H                H;8~!H8HH                HH   *H`H    HHHHp  YH0HH HHEXYXH    HI YHp  H@#H@H	                   ELcM   L¾                L;H~!HHHL¾                EHcH                   H;U~HEH                H@#H@H	                   EHcH   H                H;H~!HHHH                H0#H0H	                   EHcH   H                H;8~!H8HH                HH   *H`HHHHHHHp  YH0HHHH HHEXYXHHHHI YHp  H@	#H@H
                   ELcM   L¾                L;H~!HHHL¾                EHcH                   H;U~HEH                H@	#H@H
                   EHcH   H                H;H~!HHHH                H0	#H0H
                   EHcH   H                H;8~!H8HH                HH   *H`HHHHHHHHp  YH0HHHHH HHEXYXHHHHHI YHp  H@
#H@H                   ELcM   L¾                L;H~!HHHL¾                EHcH                   H;U~HEH                H@
#H@H                   EHcH   H                H;H~!HHHH                H0
#H0H                   EHcH   H                H;8~!H8HH                HH   *H`HHHHHLLHHp  YH0HHHHHH HHEXYXHHHHHLI YHp  H@#H@H                   ELcM   L¾                L;H~!HHHL¾                EHcH                   H;U~HEH                H@#H@H                   EHcH   H                H;H~!HHHH                H0#H0H                   EHcH   H                H;8~!H8HH                HH   *H`HHHHHHHHp  YH0HHHHH HHEXYXHHHHHI YHp  ЋEHcH0H                   H0H;(~H(H                H@ #H@H                   EHcH                   H;H~HHH                H@#H@H                   ELcM   L                L;H~!HHHL                H@#H@H                   ELcM   L                L;H~!HHHL                H@#H@H                   ELcM   L                L;H~!HHHL                H@#H@H                   ELcM   Lھ                L;H~!HHHLھ                H@#H@H                   ELcM   L                L;H~!HHHL                H@#H@H                   EHcH   Hھ                H;H~!HHHHھ                H@#H@H                   ELcM   L¾                L;H~!HHHL¾                H@#H@H	                   EHcH   H                H;H~!HHHH                H@	#H@H
                   EHcH   H                H;H~!HHHH                H@
#H@H                   ELcM   Lʾ                L;H~!HHHLʾ                H@#H@H                   ELcM   LҾ                L;H~!HHHLҾ                HH`HHHp  H	HIHp  XHHHLLIHp  XH    MLIT Hp  XHHHMLIHp  XHHHHLIHp  XHHH)LHHp  XHH    LHI Hp  XHHHLHHHp  XHHHHHHHp  XHHHHHHIHp  XHHHHHIHp  H0HXHx  H #HH                   EHcH                   H; ~H H                H #HH                   EHcH   H                H; ~!H HH                H #HH                   EHcH   H                H;~!HHH                HHHHHH  HHHH      \f(HH HH  YX H #HH                   EHcH                   H;~HH                H #HH                   EHcH   H                H;~!HHH                H@HHPHHH(   \f(HHHH(      \^f((    (    \X~    fW]f_EHcH   H                H; ~!H HH                EHcH                   H;U~HEH                EHcH   H                H; ~!H HH                HH   *HVHE`YXHWYHE`ЋELcM   L¾                L;~!HHL¾                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HH   *HWH  YHVHEhYXIPYH  ЋELcM   L¾                L;~!HHL¾                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                EHcH   H                H; ~!H HH                HH   *HWH  YHVHEpYXIPYH  ЋEHcH   H                H;~!HHH                EHcH   H                H;~!HHH                EHcH                   H;~HH                HNH  HH  HWXH  ЋEHcH   H                H;~!HHH                EHcH   H                H;(~!H(HH                EHcH                   H;~HH                HNHx  HH  HW\H  H #HH                   EHcH                   H;~HH                H#HH                   ELcM   L                L;~!HHL                H#HH                   ELcM   L                L;~!HHL                H#HH                   ELcM   L                L;~!HHL                H#HH                   ELcM   Lھ                L;~!HHLھ                H#HH                   ELcM   L                L;~!HHL                H#HH                   EHcH   Hھ                H;~!HHHھ                H#HH                   ELcM   L¾                L;~!HHL¾                H#HH	                   EHcH   H                H;~!HHH                H	#HH
                   EHcH   H                H;~!HHH                H
#HH                   ELcM   Lʾ                L;~!HHLʾ                H#HH                   ELcM   LҾ                L;~!HHLҾ                HHHHHExH	HIHExXHHHLLIHExXH    MLIT HExXHHHMLIHExXHHHHMLIHExXHHH)MLHHExXHH    LHI HExXHHHLHHHExXHHHHHHHExXHHHHHHIHExXHHHHHIHExXEHcH   H                H;~!HHH                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                HH   *HVH  YXHWYH  ЋELcM   L¾                L;~!HHL¾                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HH   *HWH  YHVH   YXIPYH  ЋELcM   L¾                L;~!HHL¾                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HH   *HWH  YHVH   XIPYH  ЋELcM   L¾                L;~!HHL¾                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HH   *HWH  YHVH   XIPYH  ЋELcM   L¾                L;~!HHL¾                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HH   *HWH  YHVH   XIPYH  ЋELcM   L¾                L;~!HHL¾                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HH   *HWH  YHVH   XIPYH  ЋELcM   L¾                L;~!HHL¾                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                EHcH   H                H;x~!HxHH                HH   *HWH  YHVH   XIPYH  ЋELcM   L¾                L;p~!HpHL¾                EHcH                   H;U~HEH                EHcH   H                H;p~!HpHH                EHcH   H                H;h~!HhHH                HH   *HWH  YHVH   XIPYH  ЋELcM   L¾                L;`~!H`HL¾                EHcH                   H;U~HEH                EHcH   H                H;`~!H`HH                EHcH   H                H;X~!HXHH                HH   *HWH  YHVH   XIPYH  Ћ9Et                EEĉOH8H    HHH            H	  [A\A]A^A_]UHAWAVAUATSH  HhH`HXHPLHL@    t                       HP   HHEHE    HHHIHH`   HHEHHE    HHHIA    HHHP   HHEHE    HHHIA    HP   HHxHx    HHHIA    HP   HHpHp    HHHH0Hǅ8    HP   HHhHh    HHHH Hǅ(    HP   HH`H`    HHHHHǅ    HP   HHXHX    HHHH Hǅ    HP   HHPHP    HHHHHǅ    HP   HHHHH    HHHHHǅ    HP   HH@H@    HHHHHǅ    HP   HH8H8    HHHHHǅ    HP   HH0H0    HHHHHǅ    HP   HH(H(    HHHHHǅ    HP   HH H     HHHHHǅ    HP   HHH    HHHHpHǅx    HP   HHH    HHHH`Hǅh    HP   HHH    HHHHPHǅX    HP   HH H     HHHH@HǅH    HP   HHH    HHHH0Hǅ8    HP   HHH    HHHH Hǅ(    HP   HHH    HHHHHǅ    HP   HHH    HHHH Hǅ    HP   HHH    HHHHHǅ    HP   HHH    HHHHHǅ    HP   HHH    HHHHHǅ    HP   HHH    HHHIHHX   HHHH    HHHHHǅ    HHHP   HHH    HHHIHpHX   HHHH    HHHHHǅ    HH`HP   HHH    HHHHHǅ    HP   HHH    HHHHHǅ    HP   HHH    HHHHHǅ    HP   HHH    HHHHpHǅx    HP   HHH    HHHH`Hǅh    HP   HHxHx    HHHHPHǅX    HP   HHpHp    HHHH@HǅH    HP   HHhHh    HHHH0Hǅ8    HP   HH`H`    HHHIHHX   HHXHHX    HHHH Hǅ(    HHHP   HHPHP    HHHIHHX   HHHHHH    HHHHHǅ    HHHP   HH@H@    HHHH Hǅ    HP   HH8H8    HHHHHǅ    HP   HH0H0    HHHHHǅ    HP   HH(H(    HHIHHPH    HHHHHǅ    HH@HP   HH H     HHHHHǅ    HP   HHH    HHHHHǅ    HP   HHH    HHHIH0H`   HHHH    HHHHHǅ    HH HP   HH H     HHHIHH`   HHHH    HHHHHǅ    HHHP   HHH    HHHIHH`   HHHH    HHHHHǅ    HHHP   HHH    HHHIHH`   HHHH    HHHHpHǅx    HH HP   HHH    HHHIHH`   HHHH    HHHH`Hǅh    HHHP   HHH    HHHHPHǅX    HP   HHH    HHHH@HǅH    HP   HHH    HHHH0Hǅ8    HP   HHH    HHHH Hǅ(    HP   HHH    HHHHHǅ    HP   HHH    HHHIHH`   HHHH    HHHH Hǅ    HHpHP   HHH    HHHIH`H`   HHHH    HHHHHǅ    HHPHP   HHxHx    HHHIH@H`   HHpHHp    HHHHHǅ    HH0HP   HHhHh    HHHIH Hh   HH`HH`    HHHHHǅ    HHHP   HHXHX    HHHHHǅ    HP   HHPHP    HHHHHǅ    HP   HHHHH    HHHHHǅ    HP   HH@H@    HHHIH Hp   HH8HH8    HHHHHǅ    HH0HP   HH0H0    HHHIHHp   HH(HH(    HHHHHǅ    HH HP   HH H     HHHHpHǅx    HP   HHH    HHHH`Hǅh    HP   HHH    HHHHPHǅX    HP   HHH    HHHH@HǅH    HP   HH H     HHHH0Hǅ8    HP   HHH    HHHH Hǅ(    HP   HHH    HHHHHǅ    HP   HHH    HHHH Hǅ    HP   HHH    HHHHHǅ    HP   HHH    HHHHHǅ    HP   HHH    HHIHHHǅ    H       HHDH    Hu
        HHP   HHH    HHIHHHǅ    H       HHDH    Hu
        H    E    E        E    E    E                        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    E    xHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQHfHHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQHfHH`  DE   DMD9]w  }u                HP  DE   MD9U  }u                EHcH                   H;~HH                HH    f/x  ELcM   L¾                L;~!HHL¾                EHcH                   H;~HH                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                HHHHHHH  IPXHЋEHcH                   H;~HH                HH    f/x  ELcM   L¾                L;~!HHL¾                EHcH                   H;~HH                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                HHHHHHH  IPXH9Mt                EMD9Mt                EDMwHP    E   Eĉ 9Ez  }u                H` ff.    ff.DHX !ЅtWEHcH                   H;U~HEH                HHH    EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                HHHHNPHHEHcH                   H;U~HEH                HHH*Z    ^HP HH   H¾                H~   H¾                HPHx  *Z    YHP HH   H¾                H~   H¾                HPHx  *Z    Y    YHP HH   H¾                H~   H¾                HPHx  *Z    Y    YEHcH                   H;~HH                HHf(    ^ELcM   L¾                L;x~!HxHL¾                EHcH                   H;U~HEH                EHcH   H                H;x~!HxHH                EHcH   H                H;p~!HpHH                HHH*HWH   YHVH@  XIPYH   ЋELcM   L¾                L;h~!HhHL¾                EHcH                   H;U~HEH                EHcH   H                H;h~!HhHH                EHcH   H                H;`~!H`HH                HHH*HWH@YHVH      YXIPYH@ЋELcM   L¾                L;X~!HXHL¾                EHcH                   H;U~HEH                EHcH   H                H;X~!HXHH                EHcH   H                H;P~!HPHH                HHH*HWHEYHVH       YXIPYHEЋELcM   L¾                L;H~!HHHL¾                EHcH                   H;U~HEH                EHcH   H                H;H~!HHHH                EHcH   H                H;@~!H@HH                HHH*HWHEYHVH       Y\IPYHEЋELcM   L¾                L;8~!H8HL¾                EHcH                   H;U~HEH                EHcH   H                H;8~!H8HH                EHcH   H                H;0~!H0HH                HHH*HWH   YHVH      YXIPYH   ЋELcM   L¾                L;(~!H(HL¾                EHcH                   H;U~HEH                EHcH   H                H;(~!H(HH                EHcH   H                H; ~!H HH                HHH*HWH  YHVH      YXIPYH  ЋELcM   L¾                L;~!HHL¾                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HHH*HWH  YHVH      YXIPYH  ЋELcM   L¾                L;~!HHL¾                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                EHcH   H                H; ~!H HH                HHH*HWH  YHVH      YXIPYH  ЋELcM   Lʾ                L;~!HHLʾ                EHcH                   H;U~HEH                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HHH*IPHE YHWH  HVH  Xf(    YXIQYHE ЋELcM   L¾                L;~!HHL¾                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HHH*HWHE(YHVH      YXIPYHE(ЋELcM   L¾                L;~!HHL¾                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HHH*HWHE0YHVH      YXIPYHE0ЋELcM   L¾                L;~!HHL¾                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HHH*HWHE@YHVH0  XIPYHE@H #HH                   EHcH                   H;~HH                H#HH                   ELcM   L¾                L;~!HHL¾                H #HH                   EHcH   H                H;~!HHH                H#HH                   EHcH   H                H;~!HHH                HHHHHH8  H	HI H8  XH`HHpHHH@  XH	HHH@  XEHcH   H                H;~!HHH                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                HHH*HVHEHYXHWYHEHЋELcM   L¾                L;~!HHL¾                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HHH*HWHEPYHVH  XIPYHEPЋELcM   L¾                L;~!HHL¾                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HHH*HWHEXYHVHH  XIPYHEXЋELcM   L¾                L;x~!HxHL¾                EHcH                   H;U~HEH                EHcH   H                H;x~!HxHH                EHcH   H                H;p~!HpHH                HHH*HWHE`YHVH  \IPYHE`ЋELcM   L¾                L;h~!HhHL¾                EHcH                   H;U~HEH                EHcH   H                H;h~!HhHH                EHcH   H                H;@~!H@HH                HHH*HWHEhYHVH   H  Y\IPYHEhHX #HXH                   EHcH                   H;`~H`H                H #HH                   EHcH   Hھ                H;~!HHHھ                HX#HXH                   ELcM   Lھ                L;`~!H`HLھ                H#HH                   ELcM   LҾ                L;~!HHLҾ                HH #HHH                   ELcM   Lʾ                L;P~!HPHLʾ                H #HH                   ELcM   L¾                L;~!HHL¾                HH#HHH                   EHcH   H                H;P~!HPHH                H#HH                   EHcH   H                H;~!HHH                HHLLHH  LLLLHH8  YK?HIH  KD- LIH8  YXHHLLIH  H`HLpLI H@  YXK6HHH  K?HHH@  YXxEHcH   H                H;@~!H@HH                EHcH                   H;U~HEH                EHcH   H                H;@~!H@HH                HHH*HVH   YXxHWYH   ЋELcM   Lʾ                L;8~!H8HLʾ                EHcH                   H;U~HEH                ELcM   L¾                L;8~!H8HL¾                EHcH   H                H;0~!H0HH                EHcH   H                H;(~!H(HH                HHH*IPHEpYHWHH  HPHH@HHP  YXIQYHEpЋELcM   Lʾ                L; ~!H HLʾ                EHcH                   H;U~HEH                ELcM   L¾                L; ~!H HL¾                EHcH   H                H;~!HHH                EHcH   H                H;(~!H(HH                HHH*IPHExYHWHX  H@HPHHP  YXIQYHExfEfEfEfEfEfEH`  D0E   MD9ud  }u                EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                HHHHH  MXE    f/EP  ELcM   L¾                L;~!HHL¾                EHcH                   H;~HH                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                LH0H HH  HHHHH  YMXEELcM   L¾                L;~!HHL¾                EHcH                   H; ~H H                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                LHHHH  HHHHH  YMXEELcM   L¾                L;~!HHL¾                EHcH                   H;~HH                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                LHHHH  HHHHH  YMXEELcM   L                L;~!HHL                EHcH                   H;~HH                ELcM   L                L;~!HHL                EHcH   Hھ                H;~!HHHھ                ELcM   Lھ                L;~!HHLھ                ELcM   LҾ                L; ~!H HLҾ                ELcM   Lʾ                L;M~HEHLʾ                ELcM   L¾                L;E~HEHL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                LLILLHH  LILHH      \f(LHHIH  YXf(LHHI H  YHHH HH  YMXEEHcH   Hھ                H;~!HHHھ                EHcH                   H;~HH                ELcM   Lھ                L;~!HHLھ                ELcM   LҾ                L;~!HHLҾ                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L; ~!H HL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                fHHHLLHH  LHLIH      \f(LHHI H  YXf(HHHHH  \f(_ȋELcM   L¾                L;E~HEHL¾                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                LHHHH  YHHH HH  Y    YMXE9Mt                EMEY    \EEYEEYEEYEEYEȋEHcH   H                H;~!HHH                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                HHH*HVH   YXEHWYH   ЋEHcH   H                H;~!HHH                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                HHH*HVH   YXEHWYH   ЋEHcH   H                H;~!HHH                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                HHH*HVH   YXEHWYH   ЋEHcH   H                H;~!HHH                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                HHH*HVH   YXEHWYH   ЋEHcH   H                H;~!HHH                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                HHH*HVH   YXEHWYH   H`  E   M9]^  }u                ELcM   Lھ                L;~!HHLھ                ELcM   LҾ                L;~!HHLҾ                EHcH                   H;U~HEH                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HHH*LLILpLI H(  YHH0H HH  XLILIYH(  ЋELcM   Lھ                L;~!HHLھ                ELcM   LҾ                L;~!HHLҾ                EHcH                   H;U~HEH                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H; ~!H HH                HHH*LL`ILPLI H0  YHHHHH  XLILIYH0  ЋELcM   Lھ                L;p~!HpHLھ                ELcM   LҾ                L;x~!HxHLҾ                EHcH                   H;U~HEH                ELcM   Lʾ                L;p~!HpHLʾ                ELcM   L¾                L;x~!HxHL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HHH*LL@IL0LI H8  YHHHHH  XLILIYH8  9Mt                EMH` #H`H                   EHcH                   H;h~HhH                H`#H`H                   EHcH   H                H;h~!HhHH                H`#H`H                   EHcH   H                H;h~!HhHH                HHH HHH  H	HHH  XHHHHHH  XEHcH   H                H;X~!HXHH                EHcH                   H;U~HEH                EHcH   H                H;X~!HXHH                HHH*HVH   YXHWYH   ЋELcM   L¾                L;P~!HPHL¾                EHcH                   H;U~HEH                EHcH   H                H;P~!HPHH                EHcH   H                H;H~!HHHH                HHH*HWH   YHVH  XIPYH   H8 #H8H                   ELcM   L¾                L;@~!H@HL¾                EHcH                   H;U~HEH                H8 #H8H                   EHcH   H                H;@~!H@HH                H( #H(H                   EHcH   H                H;0~!H0HH                HHH*H0HH HHH   YH HHH`  YXHHI YH   H8#H8H                   ELcM   L¾                L;@~!H@HL¾                EHcH                   H;U~HEH                H8#H8H                   EHcH   H                H;@~!H@HH                H(#H(H                   EHcH   H                H;0~!H0HH                HHH*H HH0HHH   YHHH HH`  YXHHI YH   H8#H8H                   ELcM   L¾                L;@~!H@HL¾                EHcH                   H;U~HEH                H8#H8H                   EHcH   H                H;@~!H@HH                H(#H(H                   EHcH   H                H;0~!H0HH                HHH*H HHHH0HHH   YHHHHH HH`  YXHHHHI YH   H8#H8H                   ELcM   L¾                L;@~!H@HL¾                EHcH                   H;U~HEH                H8#H8H                   EHcH   H                H;@~!H@HH                H(#H(H                   EHcH   H                H;0~!H0HH                HHH*H H    H0HHH   YHHH HH`  YXH    HI YH   H8#H8H                   ELcM   L¾                L;@~!H@HL¾                EHcH                   H;U~HEH                H8#H8H                   EHcH   H                H;@~!H@HH                H(#H(H                   EHcH   H                H;0~!H0HH                HHH*H HHHH0HHH   YHHHHH HH`  YXHHHHI YH   H8#H8H                   ELcM   L¾                L;@~!H@HL¾                EHcH                   H;U~HEH                H8#H8H                   EHcH   H                H;@~!H@HH                H(#H(H                   EHcH   H                H;0~!H0HH                HHH*H HHHHH0HHH   YHHHHHH HH`  YXHHHHHI YH   H8#H8H                   ELcM   L¾                L;@~!H@HL¾                EHcH                   H;U~HEH                H8#H8H                   EHcH   H                H;@~!H@HH                H(#H(H                   EHcH   H                H;0~!H0HH                HHH*H HHH)H0HHH   YHHHH)H HH`  YXHHH)HI YH   H8#H8H                   ELcM   L¾                L;@~!H@HL¾                EHcH                   H;U~HEH                H8#H8H                   EHcH   H                H;@~!H@HH                H(#H(H                   EHcH   H                H;0~!H0HH                HHH*H H    H0HHH   YHHH HH`  YXH    HI YH   H8#H8H	                   ELcM   L¾                L;@~!H@HL¾                EHcH                   H;U~HEH                H8#H8H	                   EHcH   H                H;@~!H@HH                H(#H(H	                   EHcH   H                H;0~!H0HH                HHH*H HHHH0HHH   YHHHHH HH`  YXHHHHI YH   H8	#H8H
                   ELcM   L¾                L;@~!H@HL¾                EHcH                   H;U~HEH                H8	#H8H
                   EHcH   H                H;@~!H@HH                H(	#H(H
                   EHcH   H                H;0~!H0HH                HHH*H HHHHH0HHH   YHHHHHH HH`  YXHHHHHI YH   H8
#H8H                   ELcM   L¾                L;@~!H@HL¾                EHcH                   H;U~HEH                H8
#H8H                   EHcH   H                H;@~!H@HH                H(
#H(H                   EHcH   H                H;0~!H0HH                HHH*H HHHHHL0LHH   YHHHHHHH HH`  YXHHHHHLI YH   H8#H8H                   ELcM   L¾                L;@~!H@HL¾                EHcH                   H;U~HEH                H8#H8H                   EHcH   H                H;@~!H@HH                H(#H(H                   EHcH   H                H;0~!H0HH                HHH*H HHHHH0HHH   YHHHHHH HH`  YXHHHHHI YH   ЋEHcHH                   HH; ~H H                H8 #H8H                   EHcH                   H;@~H@H                H8#H8H                   ELcM   L                L;@~!H@HL                H8#H8H                   ELcM   L                L;@~!H@HL                H8#H8H                   ELcM   L                L;@~!H@HL                H8#H8H                   ELcM   Lھ                L;@~!H@HLھ                H8#H8H                   ELcM   L                L;@~!H@HL                H8#H8H                   EHcH   Hھ                H;@~!H@HHھ                H8#H8H                   ELcM   L¾                L;@~!H@HL¾                H8#H8H	                   EHcH   H                H;@~!H@HH                H8	#H8H
                   EHcH   H                H;@~!H@HH                H8
#H8H                   ELcM   Lʾ                L;@~!H@HLʾ                H8#H8H                   ELcM   LҾ                L;@~!H@HLҾ                H0H HHH   H	H0IH   XHHHL0LIH   XH    LIT H   XHHHLIH   XHHHHLIH   XHHH)LHH   XHH    LHI H   XHHHLHHH   XHHHHHHH   XHHHHHHIH   XHHHHHIH   HHXH   ЋELcM   L¾                L;~!HHL¾                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HHH*HWH   YHVHh  YXIPYH   ЋELcM   L¾                L;~!HHL¾                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                EHcH   H                H; ~!H HH                HHH*HWH   YHVHp  YXIPYH   ЋEHcH   H                H;~!HHH                EHcH   H                H;~!HHH                EHcH                   H;~HH                HNH   HH   HWXH   ЋEHcH                   H;~HH                HH   ff/#  EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                EHcH                   H;~HH                HNH   HH   HW^H   cEHcH                   H;~HH                HH       ЋEHcH   H                H;~!HHH                EHcH   H                H; ~!H HH                EHcH                   H;~HH                HNH   HH   HW\H   ЋELcM   L¾                L;~!HHL¾                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HHH*HWH   YHVHx  YXIPYH   Ћ9Et                EEĉiHH    HH            H  [A\A]A^A_]UHAWAVAUATSHH  HhH`HXHPLHL@    t                       H(   HHEHE    HHHIA    H(   HHxHx    HHHIA    H(   HHpHp    HHHIA    H(   HHhHh    HHHH0Hǅ8    H(   HH`H`    HHHIH0H8   HHXHHX    HHHH Hǅ(    HH H(   HHPHP    HHHHHǅ    H(   HHHHH    HHHH Hǅ    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HHHǅ    H(   HHH    HHHHHǅ    H(   HHH    HHHHHǅ    H(   HH H     HHHHpHǅx    H(   HHH    HHHH`Hǅh    H(   HHH    HHHIHH@   HHHH    HHHHPHǅX    HHpH(   HHH    HHHH@HǅH    H(   HHH    HHHH0Hǅ8    H(   HHH    HHHH Hǅ(    H(   HHH    HHIIH8   HHLH    HHHHHǅ    LHHH(   HHH    HHHIH H8   HHHH    HHHH Hǅ    HHH(   HHH    HHHIHH8   HHHH    HHHHHǅ    HHH(   HHH    HHHIHH8   HHHH    HHIHHH	    HHHHHǅ    HHH)HH(   HHH    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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     HHHIH0   HHHH    HHHHHǅ    IIH(   HHH    HHIIH0   HHLH    HHHHHǅ    MIH(   HHH    HHIHHHǅ    H       HHDH    Hu
        HH(   HHH    HHIHHHǅ    H       HHDH    Hu
        H    E            E    E    E    E    E                                EE    E        EHH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    x    pHp   ff.5  ff.'  H(  D E   MD9E   }u                EHcH                   H;U~HEH                HHEH    EHcH   H                H;x~!HxHH                EHcH   H                H;x~!HxHH                EHcH                   H;p~HpH                fHHP      \_HVHX  HWXHX  ЋEHcH   H                H;h~!HhHH                EHcH   H                H;h~!HhHH                EHcH                   H;p~HpH                fHHP      \_HVH`  HWXH`  9Mt                EMHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQHfHHHH !Ѓt(HI                      HH!Ѓt'HA   HH                HH;!Ѓt'HA   HH                H   H9HQHfHH8  DE   DMD9]  }u                H(  DE   MD9U  }u                EHcH                   H;~HH                HH    f/  ELcM   L¾                L;~!HHL¾                EHcH                   H;~HH                EHcH   H                H;X~!HXHH                EHcH   H                H;`~!H`HH                HHHH0H HHE(IPXHЋEHcH                   H;~HH                HH    f/  ELcM   L¾                L;~!HHL¾                EHcH                   H;~HH                EHcH   H                H;X~!HXHH                EHcH   H                H;`~!H`HH                HHHH0H HHE(IPXH9Mt                EMD9Mt                EDMeH(   `E   Eĉ`9ER  }u                EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                HHEHHNPHEHEHcH                   H;U~HEH                HHEH*    ^                    x    pEHcH                   H;~HH                HHf(    ^EHcH                   H;~HH                HHf(    ^ELcM   L¾                L;P~!HPHL¾                EHcH                   H;U~HEH                EHcH   H                H;P~!HPHH                EHcH   H                H;H~!HHHH                HHEH*HWHEPYHVHX    YXIPYHEPЋELcM   L¾                L;@~!H@HL¾                EHcH                   H;U~HEH                EHcH   H                H;@~!H@HH                EHcH   H                H;8~!H8HH                HHEH*HWHEXYHVHP    YXIPYHEXЋELcM   L¾                L;0~!H0HL¾                EHcH                   H;U~HEH                EHcH   H                H;0~!H0HH                EHcH   H                H;(~!H(HH                HHEH*HWHE`YHVHH    Y\IPYHE`ЋELcM   Lʾ                L; ~!H HLʾ                EHcH                   H;U~HEH                ELcM   L¾                L; ~!H HL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HHEH*IPHEhYHWH@HVHEXf(    YXIQYHEhЋELcM   L¾                L;~!HHL¾                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HHEH*HWHEpYHVH@    YXIPYHEpЋELcM   L¾                L; ~!H HL¾                EHcH                   H;U~HEH                EHcH   H                H; ~!H HH                EHcH   H                H;~!HHH                HHEH*HWHExYHVHE    YXIPYHExЋELcM   L¾                L;p~!HpHL¾                EHcH                   H;U~HEH                EHcH   H                H;p~!HpHH                EHcH   H                H;~!HHH                HHEH*HWHP  YHVHh  XIPYHP  H #HH                   EHcH                   H;~HH                H#HH                   EHcH   H                H;~!HHH                H#HH                   EHcH   H                H;~!HHH                HpHLLHHEKHHHEXLHLHHHEXEHcH   H                H;~!HHH                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                HHEH*HVH   YXHWYH   ЋELcM   L¾                L;~!HHL¾                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HHEH*HWH   YHVHE XIPYH   fEfEfEfEfEfEH8  DE   MD9M  }u                EHcH   H                H;X~!HXHH                EHcH                   H;`~H`H                HH0H HHE(MXE    f/E  ELcM   L¾                L;~!HHL¾                EHcH                   H;~HH                EHcH   H                H;X~!HXHH                EHcH   H                H;`~!H`HH                LIHHHE0HH0H HHE(YMXEELcM   L¾                L;~!HHL¾                EHcH                   H;~HH                EHcH   H                H;X~!HXHH                EHcH   H                H;`~!H`HH                LH HHHE8HH0H HHE(YMXEELcM   L¾                L;~!HHL¾                EHcH                   H;~HH                EHcH   H                H;X~!HXHH                EHcH   H                H;`~!H`HH                LHHHHE@HH0H HHE(YMXE9Mt                EM.EYEEYEEYEH8  DE   MD9]4  }u                ELcM   LҾ                L;~!HHLҾ                EHcH                   H;~HH                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                LIHHHE0    YLLHLLHI H   HHIHHHHH   XYMXEELcM   LҾ                L;~!HHLҾ                EHcH                   H;~HH                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                LH HHHE8    YLLHLLHI H   HHIHHHHH   XYMXE9Mt                EMEHcH   H                H;~!HHH                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                HHEH*HVH   YXEHWYH   ЋEHcH   H                H;~!HHH                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                HHEH*HVH   YXEHWYH   ЋEHcH   H                H;x~!HxHH                EHcH                   H;U~HEH                EHcH   H                H;x~!HxHH                HHEH*HVH   YXEHWYH   ЋELcM   L¾                L;p~!HpHL¾                EHcH                   H;U~HEH                EHcH   H                H;p~!HpHH                H #HH                   EHcH   H                H;~!HHH                HHEH*HWH   YHLHHE0XIPYH   ЋELcM   L¾                L;h~!HhHL¾                EHcH                   H;U~HEH                EHcH   H                H;h~!HhHH                H #HH                   EHcH   H                H;~!HHH                HHEH*HWH   YHH HHE8XIPYH   ЋEHcH   H                H;`~!H`HH                EHcH                   H;U~HEH                EHcH   H                H;`~!H`HH                HHEH*HVH   YXEHWYH   ЋEHcH   H                H;X~!HXHH                EHcH                   H;U~HEH                EHcH   H                H;X~!HXHH                HHEH*HVH   YXEHWYH   ЋELcM   L¾                L;P~!HPHL¾                EHcH                   H;U~HEH                EHcH   H                H;P~!HPHH                EHcH   H                H;H~!HHHH                HHEH*HWH   YHVH   YXIPYH   ЋELcM   L¾                L;@~!H@HL¾                EHcH                   H;U~HEH                EHcH   H                H;@~!H@HH                EHcH   H                H;8~!H8HH                HHEH*HWH   YHVH  YXIPYH   ЋEHcH   H                H;0~!H0HH                EHcH   H                H;@~!H@HH                EHcH                   H;P~HPH                HNH   HH   HWXH   ЋEHcH                   H;0~H0H                HH   ff/#  EHcH   H                H;(~!H(HH                EHcH   H                H;@~!H@HH                EHcH                   H;0~H0H                HNH   HH   HW^H   cEHcH                   H;(~H(H                HH       H #HH                   EHcH                   H;~HH                HLHHE0f/       H #HH                   EHcH                   H;~HH                x    \f(    ^f(HLHHE0    \f(    ^\f(Y    ]pENx    \f(    ^f(    \f(Y    fH~HEH #HH                   EHcH                   H;~HH                H #HH                   EHcH   H                H;~!HHH                HHHHE@    \f(HH HHE8Y    Yf/    rKYf(    Y    Y\f(    XE2    \Y    ^    fH~HEpEYE]    _EȋEHcH   H                H; ~!H HH                EHcH                   H;U~HEH                EHcH   H                H; ~!H HH                HHEH*HVH  YXEHWYH  Ef/    vmx    \f(    ^f(E    \f(    ^\f(Y    ]pENx    \f(    ^f(    \f(Y    fH~HE    \Ef(YM    Yf/    rKYf(    Y    Y\f(    XE2    \Y    ^    fH~HEpEYE]    _EȋEHcH   H                H;~!HHH                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                HHEH*HVH  YXEHWYH  ЋELcM   L¾                L;~!HHL¾                EHcH                   H;U~HEH                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HHEH*HWH   YHVH   YXIPYH   H #HH                   ELcM   L¾                L; ~!H HL¾                EHcH                   H;U~HEH                H #HH                   EHcH   H                H; ~!H HH                H #HH                   EHcH   H                H;~!HHH                HHEH*IHHhYK.HH`YXII YHhH#HH                   ELcM   L¾                L; ~!H HL¾                EHcH                   H;U~HEH                H#HH                   EHcH   H                H; ~!H HH                H#HH                   EHcH   H                H;~!HHH                HHEH*HLHHhYKD- LHH`YXHLI YHhH#HH                   ELcM   L¾                L; ~!H HL¾                EHcH                   H;U~HEH                H#HH                   EHcH   H                H; ~!H HH                H#HH                   EHcH   H                H;~!HHH                HHEH*HHHLHHhYLHLLHH`YXHHHLI YHhH#HH                   ELcM   L¾                L; ~!H HL¾                EHcH                   H;U~HEH                H#HH                   EHcH   H                H; ~!H HH                H#HH                   EHcH   H                H;~!HHH                HHEH*H    LHHhYJ    LHH`YXH    LI YHhH#HH                   ELcM   L¾                L; ~!H HL¾                EHcH                   H;U~HEH                H#HH                   EHcH   H                H; ~!H HH                H#HH                   EHcH   H                H;~!HHH                HHEH*HHHLHHhYLHLLHH`YXHHHLI YHhH#HH                   ELcM   L¾                L; ~!H HL¾                EHcH                   H;U~HEH                H#HH                   EHcH   H                H; ~!H HH                H#HH                   EHcH   H                H;~!HHH                HHEH*HHHHLHHhYLHLHLHH`YXHHHHLI YHhH#HH                   ELcM   L¾                L; ~!H HL¾                EHcH                   H;U~HEH                H#HH                   EHcH   H                H; ~!H HH                H#HH                   EHcH   H                H;~!HHH                HHEH*HHH)LHHhYLHL)LHH`YXHHH)LI YHhH#HH                   ELcM   L¾                L; ~!H HL¾                EHcH                   H;U~HEH                H#HH                   EHcH   H                H; ~!H HH                H#HH                   EHcH   H                H;~!HHH                HHEH*H    LHHhYJ    LHH`YXH    LI YHhH#HH	                   ELcM   L¾                L; ~!H HL¾                EHcH                   H;U~HEH                H#HH	                   EHcH   H                H; ~!H HH                H#HH	                   EHcH   H                H;~!HHH                HHEH*HHHLHHhYLHLLHH`YXHHHLI YHhH	#HH
                   ELcM   L¾                L; ~!H HL¾                EHcH                   H;U~HEH                H	#HH
                   EHcH   H                H; ~!H HH                H	#HH
                   EHcH   H                H;~!HHH                HHEH*HHHHLHHhYLHLHLHH`YXHHHHLI YHhH
#HH                   ELcM   L¾                L; ~!H HL¾                EHcH                   H;U~HEH                H
#HH                   EHcH   H                H; ~!H HH                H
#HH                   EHcH   H                H;~!HHH                HHEH*HHHHHLHHhYLHLHLLHH`YXHHHHHLI YHhH#HH                   ELcM   L¾                L; ~!H HL¾                EHcH                   H;U~HEH                H#HH                   EHcH   H                H; ~!H HH                H#HH                   EHcH   H                H;~!HHH                HHEH*HHHHLHHhYLHLHLHH`YXHHHHLI YHhЋ9Et                EEĉ֭HH    HH            HH  [A\A]A^A_]UHAWAVAUATSH  HHHH LL    t                       H    HHEHE    HHHIA    H    HHEHE    HHHIHH   HHEHHE    HHHIA    HHH    HHEHE    HHIIH   HHELHE    HHHIA    LHHH    HHEHE    HHHHHǅ    H    HHEHE    HHIIKD-     HHHHHǅ    LHHH    HHEHE    HHHHHǅ    H    HHxHx    HHHHHǅ    H    HHpHp    HHHHHǅ    H    HHhHh    HHHHpHǅx    H    HH`H`    HHHH`Hǅh    H    HHXHX    HHHHPHǅX    H    HHPHP    HHHIH   HHHHHH    HHHH@HǅH    HHHH    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    HHHIH0H   HH HH     HHHHHǅ    HH H    HHH    HHHIHPH   HHHH    HHIHH@H?    HHHHHǅ    HHH)HH    HHH    HHIIH   HHLH    HHHHHǅ    LHHH    HHH    HHHIHH   HHHH    HHHHHǅ    HHpH    HHH    HHHHHǅ    H    HHH    HHIIH   HHLH    HHHHpHǅx    LHHH    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    HHxHx    HHHHHǅ    H    HHpHp    HHHHHǅ    H    HHhHh    HHHHHǅ    H    HH`H`    HHHHHǅ        X    P    H    @    8    E    0E    E        (     H   *    Yf(    ^f(    Y@H   *    Yf(    ^f(    Y8    0    XH     E   Ẻ` 9En  }u                EHcH                   H;U~HEH                HH       \HH}  HEH                   ELcM   Lʾ                L;M~HEHLʾ                H}  HEH                   EHcH                   H;U~HEH                ELcM   L¾                L;E~HEHL¾                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                HLHHEIPHE YKD- HHHE(YHVHE0HHIYHEH} HEH                   ELcM   Lʾ                L;M~HEHLʾ                H} HEH                   EHcH                   H;U~HEH                ELcM   L¾                L;E~HEHL¾                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                K$HHHEIPHE YKD- HHHE(YHVHE0HHHIYHEH} HEH                   ELcM   Lʾ                L;M~HEHLʾ                H} HEH                   EHcH                   H;U~HEH                ELcM   L¾                L;E~HEHL¾                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                LHLHHHEIPHE YKD- HHHE(YHVHE0HHHHHIYHEH} HEH                   ELcM   Lʾ                L;M~HEHLʾ                H} HEH                   EHcH                   H;U~HEH                ELcM   L¾                L;x~!HxHL¾                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                J    HHHEIPHE8YKD- HHHE(YHVHE0HHHIYHEH} HEH                   ELcM   Lʾ                L;M~HEHLʾ                H} HEH                   EHcH                   H;U~HEH                ELcM   L¾                L;E~HEHL¾                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                LHLHHHEIPHE YKD- HHHE(YHVHE0HHHHHIYHEH} HEH                   ELcM   Lʾ                L;M~HEHLʾ                H} HEH                   EHcH                   H;U~HEH                ELcM   L¾                L;x~!HxHL¾                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                LHLHHHHEIPHE8YKD- HHHE(YHVHE0HHHHHHIYHEH} HEH                   ELcM   Lʾ                L;M~HEHLʾ                H} HEH                   EHcH                   H;U~HEH                ELcM   L¾                L;E~HEHL¾                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                LHL)HHHEIPHE YKD- HHHE(YHVHE0HHHH)HIYHEH} HEH                   ELcM   Lʾ                L;M~HEHLʾ                H} HEH                   EHcH                   H;U~HEH                ELcM   L¾                L;E~HEHL¾                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                J    HHHEIPHE YKD- HHHE(YHVHE0HHHIYHEH} HEH	                   ELcM   Lʾ                L;M~HEHLʾ                H} HEH	                   EHcH                   H;U~HEH                ELcM   L¾                L;p~!HpHL¾                EHcH   H                H;}~HEHH                EHcH   H                H;h~!HhHH                LHLHHHEIPHE@YHLHHE(YHVHEHYHHHHHIYHHEH}	 HEH
                   ELcM   Lʾ                L;M~HEHLʾ                H}	 HEH
                   EHcH                   H;U~HEH                ELcM   L¾                L;p~!HpHL¾                EHcH   H                H;}~HEHH                EHcH   H                H;h~!HhHH                LHLHHHHEIPHE@YHLHHE(YHVHEHYHHHHHHIYHHEH}
 HEH                   ELcM   Lʾ                L;M~HEHLʾ                H}
 HEH                   EHcH                   H;U~HEH                ELcM   L¾                L;`~!H`HL¾                EHcH   H                H;}~HEHH                EHcH   H                H;h~!HhHH                LHLHLHHHEIPHEPYHLHHE(YHVHEHYHHHHHHHIYHHEH} HEH                   ELcM   Lʾ                L;M~HEHLʾ                H} HEH                   EHcH                   H;U~HEH                ELcM   L¾                L;X~!HXHL¾                EHcH   H                H;}~HEHH                EHcH   H                H;h~!HhHH                LHLHHHHEIPHEXYHLHHE(YHVHEHYHHHHHHIYHHEHH #HHH                   ELcM   Lʾ                L;P~!HPHLʾ                H}  HEH                   EHcH                   H;U~HEH                ELcM   L¾                L;@~!H@HL¾                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                HLHHEIPHEhYKD- HHHE(YHVHE0HHIYHE`HH#HHH                   ELcM   Lʾ                L;P~!HPHLʾ                H} HEH                   EHcH                   H;U~HEH                ELcM   L¾                L;@~!H@HL¾                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                K$HHHEIPHEhYKD- HHHE(YHVHE0HHIYHE`HH#HHH                   ELcM   Lʾ                L;P~!HPHLʾ                H} HEH                   EHcH                   H;U~HEH                ELcM   L¾                L;@~!H@HL¾                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                LHLHHHEIPHEhYKD- HHHE(YHVHE0HHHHIYHE`HH#HHH                   ELcM   Lʾ                L;P~!HPHLʾ                H} HEH                   EHcH                   H;U~HEH                ELcM   L¾                L;8~!H8HL¾                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                J    HHHEIPHEpYKD- HHHE(YHVHE0H    HIYHE`HH#HHH                   ELcM   Lʾ                L;P~!HPHLʾ                H} HEH                   EHcH                   H;U~HEH                ELcM   L¾                L;@~!H@HL¾                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                LHLHHHEIPHEhYKD- HHHE(YHVHE0HHHHIYHE`HH#HHH                   ELcM   Lʾ                L;P~!HPHLʾ                H} HEH                   EHcH                   H;U~HEH                ELcM   L¾                L;8~!H8HL¾                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                LHLHHHHEIPHEpYKD- HHHE(YHVHE0HHHHHIYHE`HH#HHH                   ELcM   Lʾ                L;P~!HPHLʾ                H} HEH                   EHcH                   H;U~HEH                ELcM   L¾                L;@~!H@HL¾                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                LHL)HHHEIPHEhYKD- HHHE(YHVHE0HHH)HIYHE`HH#HHH                   ELcM   Lʾ                L;P~!HPHLʾ                H} HEH                   EHcH                   H;U~HEH                ELcM   L¾                L;@~!H@HL¾                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                J    HHHEIPHEhYKD- HHHE(YHVHE0H    HIYHE`HH#HHH	                   ELcM   Lʾ                L;P~!HPHLʾ                H} HEH	                   EHcH                   H;U~HEH                ELcM   L¾                L;0~!H0HL¾                EHcH   H                H;}~HEHH                EHcH   H                H;h~!HhHH                LHLHHHEIPHExYHLHHE(YHVHEHYHHHHIYHHE`HH	#HHH
                   ELcM   Lʾ                L;P~!HPHLʾ                H}	 HEH
                   EHcH                   H;U~HEH                ELcM   L¾                L;0~!H0HL¾                EHcH   H                H;}~HEHH                EHcH   H                H;h~!HhHH                LHLHHHHEIPHExYHLHHE(YHVHEHYHHHHHIYHHE`HH
#HHH                   ELcM   Lʾ                L;P~!HPHLʾ                H}
 HEH                   EHcH                   H;U~HEH                ELcM   L¾                L;(~!H(HL¾                EHcH   H                H;}~HEHH                EHcH   H                H;h~!HhHH                LHLHLHHHEIPH   YHLHHE(YHVHEHYHHHHHHIYHHE`HH#HHH                   ELcM   Lʾ                L;P~!HPHLʾ                H} HEH                   EHcH                   H;U~HEH                ELcM   L¾                L; ~!H HL¾                EHcH   H                H;}~HEHH                EHcH   H                H;h~!HhHH                LHLHHHHEIPH   YHLHHE(YHVHEHYHHHHHIYHHE`ЋEHcH                   H;~HH                HH   fH  DE   MD9M  }u                ELcM   L¾                L;~!HHL¾                EHcH                   H;~HH                EHcH   H                H;H~!HHHH                EHcH   H                H;P~!HPHH                HH   HHHHHE`IPXH   9Mt                EM/EHcH                   H;~HH                HH       _    ]PfEH  DE   MD9]  }u                ELcM   LҾ                L; ~!H HLҾ                EHcH                   H;~HH                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                LH0H HH       YLLH@LPLHI H   H@HIHPHHHH   XYMXE9Mt                EM.    f(^P    \f(    Y    fH~H     f(^M    \f(    Y    fH~H(H #HH                   ELcM   Lʾ                L;~!HHLʾ                HH #HHH                   EHcH                   H;P~HPH                H #HH                   ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                H #HH                   EHcH   H                H;~!HHH                HHHHE`HpHI H   f(Y@HWH   YY \HLHH   Y8Y(HLI\H   H#HH                   ELcM   Lʾ                L;~!HHLʾ                HH#HHH                   EHcH                   H;P~HPH                H#HH                   ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                H#HH                   EHcH   H                H;~!HHH                HHHHE`HHHpI H   f(Y@HWH   YY \K?HHH   Y8Y(K6HI\H   H#HH                   ELcM   Lʾ                L;~!HHLʾ                HH#HHH                   EHcH                   H;P~HPH                H#HH                   ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                H#HH                   EHcH   H                H;~!HHH                HHHHHHE`HHHHHpI H   f(Y@HVH   YY \LHLHHH   Y8Y(LHLHI\H   H#HH                   ELcM   Lʾ                L;~!HHLʾ                HH#HHH                   EHcH                   H;P~HPH                H#HH                   ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                H#HH                   EHcH   H                H;~!HHH                H    HHHE`HHHpI H   f(Y@HWH   YY \J    HHH   Y8Y(J    HI\H   H#HH                   ELcM   Lʾ                L;~!HHLʾ                HH#HHH                   EHcH                   H;P~HPH                H#HH                   ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                H#HH                   EHcH   H                H;~!HHH                HHHHHHE`HHHHHpI H   f(Y@HVH   YY \LHLHHH   Y8Y(LHLHI\H   H#HH                   ELcM   Lʾ                L;~!HHLʾ                HH#HHH                   EHcH                   H;P~HPH                H#HH                   EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                H#HH                   ELcM   L¾                L;~!HHL¾                HHHHHHHE`HHHHHHpHH   f(Y@HVH   YY \LHLHHI H   Y8Y(LHLHHI\H   H#HH                   ELcM   Lʾ                L;~!HHLʾ                HH#HHH                   EHcH                   H;P~HPH                H#HH                   ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                H#HH                   EHcH   H                H;~!HHH                HHH)HHHE`HHHH)HpI H   f(Y@HVH   YY \LHL)HHH   Y8Y(LHL)HI\H   H#HH                   ELcM   Lʾ                L;~!HHLʾ                HH#HHH                   EHcH                   H;P~HPH                H#HH                   ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                H#HH                   EHcH   H                H;~!HHH                H    HHHE`HHHpI H   f(Y@HWH   YY \J    HHH   Y8Y(J    HI\H   H#HH	                   ELcM   L¾                L;~!HHL¾                HH#HHH	                   EHcH                   H;P~HPH                H#HH	                   EHcH   H                H;~!HHH                H#HH	                   EHcH   H                H;~!HHH                HHHHHHE`HHHHHpHH   Y@Y \LHLHHH   Y8Y(LHLHI \H   H	#HH
                   ELcM   L¾                L;~!HHL¾                HH	#HHH
                   EHcH                   H;P~HPH                H	#HH
                   EHcH   H                H;~!HHH                H	#HH
                   EHcH   H                H;~!HHH                HHHHHHHE`HHHHHHpHH   Y@Y \LHLHHHH   Y8Y(LHLHHI \H   H
#HH                   EHcH   H                H;~!HHH                HH
#HHH                   EHcH                   H;P~HPH                H
#HH                   EHcH   H                H;~!HHH                HHHHHHHHE`LHLHLHHH   Y8Y(LHLHLHH\H   H#HH                   EHcH   H                H;~!HHH                HH#HHH                   EHcH                   H;P~HPH                H#HH                   EHcH   H                H;~!HHH                HHHHHHHE`LHLHHHH   Y8Y(LHLHHH\H   ЋEHcH                   H;~HH                HH   fH  DE   MD9M  }u                EHcH   H                H;~!HHH                EHcH                   H;~HH                HIHHH   ff/  ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                EHcH                   H;~HH                HIHHHH       \0LIHHYH   ЋELcM   L¾                L;~!HHL¾                EHcH                   H;~HH                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HH   HIHHH   IPXH   9Mt                EMEHcH                   H;~HH                HH   fH  DE   MD9M  }u                ELcM   L¾                L;~!HHL¾                EHcH                   H;~HH                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HH   HIHHH   Y8Y(IPXH   9Mt                EMEHcH   H                H;~!HHH                EHcH   H                H;~!HHH                EHcH                   H;~HH                HNH   HH   HW\H   ЋEHcH   H                H;~!HHH                EHcH                   H;~HH                EHcH   H                H;~!HHH                HHf(YX    \Xf(HVH   YHWXHЋEHcH   H                H;~!HHH                EHcH                   H;~HH                EHcH   H                H;u~HEHH                HHf(YX    \Xf(HVHE YHWXHЋEHcH   H                H;x~!HxHH                EHcH                   H;x~HxH                EHcH   H                H;x~!HxHH                HHf(YX    \Xf(HVHE8YHWXHЋEHcH   H                H;p~!HpHH                EHcH                   H;p~HpH                EHcH   H                H;p~!HpHH                HH f(YX    \Xf(HVHE@YHWXH ЋEHcH   H                H;h~!HhHH                EHcH                   H;h~HhH                EHcH   H                H;X~!HXHH                HHf(YX    \Xf(HVHEXYHWXHЋEHcH   H                H;`~!H`HH                EHcH                   H;`~H`H                EHcH   H                H;`~!H`HH                HHf(YX    \Xf(HVHEPYHWXHЋ`9Et                EẺ`9        H  [A\A]A^A_]UHAWAVAUATSH   HHH@H8H0L(L     t                       HE HHEHE    HHHHHǅ    HE HHEHE    HHHHUHcHUHHU    HHHH Hǅ    HHHM	HcHMHM    HHHHHǅ    HM	HcHMHM    HHHIA    HM	HcHMHM    HHHIA    HM	HcHMHM    HHHIA        x    p    h    `    EE    E        XE    HMD1E   DmD9uɅ  }u                MHcH   H                H;u~HEHH                HHHxH} HEH	                   MHcH   H                H;}~HEHH                H}	 HEH
                   MHcH   H                H;u~HEHH                HHHHHH@HHHHHHH@XhH}
 HEH                   MHcH   H                H;}~HEHH                H} HEH                   MHcH   H                H;u~HEHH                HHHHHHHH@HHHHHHH@XXMHcH   H                H;}~HEHH                MHcH   H                H;u~HEHH                    HH8HHHX_pE    fEE   Mă}@@  }u                uHcH   H                H;u~HEHH                }HcH   H                H;}~HEHH                HHHH@f/E   uĉűuHcH   H                H;u~HEHH                }HcH   H                H;}~HEHH                HHHH@E9Mt                EM<}  xf/    vcMHcH   H                H;u~HEHH                HH0        f/xrcMHcH   H                H;u~HEHH                HH0        f/x   Xf/hrcMHcH   H                H;u~HEHH                HH0    hf/XrcMHcH   H                H;u~HEHH                HH0    }  xf/    vcMHcH   H                H;u~HEHH                HH0        f/xrcMHcH   H                H;u~HEHH                HH0        f/x   Xf/hrcMHcH   H                H;u~HEHH                HH0    hf/XrcMHcH   H                H;u~HEHH                HH0    }  xf/    vcMHcH   H                H;u~HEHH                HH0        f/xrcMHcH   H                H;u~HEHH                HH0        f/x   Xf/hrcMHcH   H                H;u~HEHH                HH0    hf/XrcMHcH   H                H;u~HEHH                HH0    }  xf/    vcMHcH   H                H;u~HEHH                HH0        f/xrcMHcH   H                H;u~HEHH                HH0        f/x   Xf/hrcMHcH   H                H;u~HEHH                HH0    hf/XrcMHcH   H                H;u~HEHH                HH0    }  xf/    vcMHcH   H                H;u~HEHH                HH0        f/xrcMHcH   H                H;u~HEHH                HH0        f/x   Xf/hrcMHcH   H                H;u~HEHH                HH0    hf/XrcMHcH   H                H;u~HEHH                HH0    }ucMHcH   H                H;u~HEHH                HH0    }ucMHcH   H                H;u~HEHH                HH0    }ucMHcH   H                H;u~HEHH                HH0    }}!`  H} HEH                   MLcM   L                L;e~HEHL                H} HEH                   MHcH   Hھ                H;]~HEHHھ                H} HEH                   MLcM   Lھ                L;]~HEHLھ                H} HEH                   MLcM   LҾ                L;U~HEHLҾ                H} HEH                   MLcM   Lʾ                L;M~HEHLʾ                H} HEH                   MLcM   L¾                L;E~HEHL¾                H} HEH                   MHcH   H                H;}~HEHH                H} HEH                   MHcH   H                H;u~HEHH                HHHHIH@BHHH)HHH@XH    HIH@BXf(H    HIH@BHHHHIH@BXHHHHHIH@BXHHH)HHH@XH    HHH@X^f(`x    f/   `f/        f/`!tcMHcH   H                H;u~HEHH                HH0    }    f/x!   Xf/hrcMHcH   H                H;u~HEHH                HH0    hf/XrcMHcH   H                H;u~HEHH                HH0    } y  x    f/vcMHcH   H                H;u~HEHH                HH0        f/x   Xf/hrcMHcH   H                H;u~HEHH                HH0    hf/XrcMHcH   H                H;u~HEHH                HH0        f/pvcMHcH   H                H;u~HEHH                HH0        f/prcMHcH   H                H;u~HEHH                HH0    MHcH   H                H;u~HEHH                HH(    f/   pf/    rcMHcH   H                H;u~HEHH                HH0        f/pvcMHcH   H                H;u~HEHH                HH0    MHcH   H                H;u~HEHH                HH     f/vcMHcH   H                H;u~HEHH                HH0    D9mt                EDm1        H   [A\A]A^A_]UHAUATSHXH}HuHUHM    t                       HE HHEHEк    HHHIA    HE HHEHEȺ    HHHIA    HE HHEHE    HHHIA    E        EHED(E   DeD9mU  }u                EHH   H¾                H;E~HUHH¾                UHcH                   H;U~HEH                    HJHU    ^]HPHEYEEHcH   Hھ                H;]~HEHHھ                M    Y~    fW    HS    \f(HEЋEHH   H¾                H;E~HUHH¾                UHcH                   H;U~HEH                    HJHU]f_HPHED9et                EDe        HX[A\A]]UHAWAVAUATSHx  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HHpHǅx    H@   HHxHx    HHHH`Hǅh    H@   HHpHp    HHHIH HH   HHhHHh    HHHHPHǅX    HHHH   HH`H`    HHHH@HǅH    H@   HHXHX    HHHIHHH   HHPHHP    HHHH0Hǅ8    HHH@   HHHHH    HHHIHHH   HH@HH@    HHHH Hǅ(    HHHH   HH8H8    HHHHHǅ    HH   HH0H0    HHHHHǅ    HH   HH(H(    HHHHHǅ    H@   HH H     HHHIHHH   HHHH    HHHHHǅ    HHH@   HHH    HHHIHpHH   HHHH    HHHHHǅ    HHHH   HH H     HHHHHǅ    H@   HHH    HHHIHHH   HHHH    HHHHHǅ    HH@HH   HHH    HHHHHǅ    H@   HHH    HHHIH0HH   HHHH    HHHHpHǅx    HH`HH   HHH    HHHH`Hǅh    H@   HHH    HHHIHHH   HHHH    HHHHPHǅX    HHH@   HHH    HHHIHHH   HHHH    HHHH@HǅH    HHH@   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@   HHxHx    HHHHHǅ    H@   HHpHp    HHHHHǅ    H@   HHhHh    HHIHHH    HHHHHǅ    HH H@   HH`H`    HHHHHǅ    H@   HHXHX    HHHHHǅ    H@   HHPHP    HHHHHǅ    H@   HHHHH    HHIHHpHǅx    H       HHDH    Hu
        H@H@   HH8H8    HHHIHPHH   HH0HH0    HHIHH`Hǅh    H       HHDH    Hu
        H(HPHH     E                              ǅ    E    E    E        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DHPHH L   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ǅ
   *Z    ^H@  0E   M9u   }u                EHcH                   H;U~HEH                HHEh    ЋEHcH                   H;U~HEH                HHEp    9Mt                EMH uHMhH   HuxH@  H>H@   E   Ẻ9E8_  }u                    EEHcH                   H;U~HEH                HHEfЋEHcH                   H;U~HEH                HHEfЋEHcH                   H;U~HEH                HHE fЋEHcH                   H;H~HHH                HH@fЋEHcH                   H;x~HxH                HHE(fHH   E   Eȉp9E8  }u                ELcM   Lʾ                L;0~!H0HLʾ                ELcM   L¾                L;8~!H8HL¾                EHcH   H                H;h~!HhHH                EHcH                   H;p~HpH                EHcH   H                H;`~!H`HH                HH HHHE0H YHVH   LHPH I ^H(ЋELcM   LҾ                L;P~!HPHLҾ                ELcM   Lʾ                L;X~!HXHLʾ                ELcM   L¾                L;h~!HhHL¾                EHcH                   H;p~HpH                EHcH   H                H;P~!HPHH                EHcH   H                H;X~!HXHH                LH HHHE0HHHHHHH  LHHIYH  ЋELcM   LҾ                L;@~!H@HLҾ                ELcM   Lʾ                L;H~!HHHLʾ                EHcH                   H;8~H8H                ELcM   L¾                L;0~!H0HL¾                EHcH   H                H;P~!HPHH                EHcH   H                H;X~!HXHH                HHE8IPHE@Xf(HHHHH  LHHIYH  ЋEHcH                   H;(~H(H                HH    ^ELcM   LҾ                L;~!HHLҾ                ELcM   Lʾ                L; ~!H HLʾ                EHcH                   H;(~H(H                ELcM   L¾                L;(~!H(HL¾                EHcH   H                H;h~!HhHH                EHcH   H                H;p~!HpHH                HHIPH\f(HH HHHE0    \YLHHI\HЋE   Mċ9E  }u                ELcM   Lھ                L;]~HEHLھ                EHcH                   H;U~HEH                ELcM   LҾ                L;~!HHLҾ                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;0~!H0HL¾                EHcH   H                H;8~!H8HH                EHcH   H                H; ~!H HH                HHELHpHIHEHLHPH HH(\f(HVH^f(YISXHEЋELcM   Lʾ                L;M~HEHLʾ                EHcH                   H;U~HEH                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HHELHH@HHEPHVH^YIQXHEЋELcM   LҾ                L;U~HEHLҾ                EHcH                   H;U~HEH                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H; ~!H HH                HHE LH0H`I HEXHHHHH^YIRXHE ЋEHcH`H                   H`H;x~HxH                EHcH                   H;x~HxH                EHHPH   H¾                HPH;~!HHHھ                EHH@H   H¾                H@H;~!HHHھ                EHH0H   H¾                H0H;0~!H0HHھ                ELcM   L                L;8~!H8HL                ELcM   L                L;u~HEHL                ELcM   L                L;m~HEHL                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;}~HEHH                EHcH   H                H;u~HEHH                HHE(HPHpHH@HHEHH0HPH IH(\f(IVHEhIUHEpXYf(LH0H`HHEXISHEh$IRHEpXYXLHH@I HEPHWHEh$HVHEpXYXYH`HXHE(ЋEHcH`H                   H`H;~HH                EHcHPH                   HPH;~HH                EHcH@H                   H@H;~HH                EHcH0H                   H0H;~HH                EHcH H                   H H;8~H8H                EHcH   H                H;P~!HPHH                EHcH                   H;X~HXH                fHHHHH  _ȋELcM   L                L;~!HHL                ELcM   L                L;~!HHL                ELcM   L                L;0~!H0HL                ELcM   L                L;8~!H8HL                EHcH   Hھ                H; ~!H HHھ                ELcM   Lھ                L;]~HEHLھ                ELcM   LҾ                L;U~HEHLҾ                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H;0~!H0HH                EHcH   H                H;8~!H8HH                H@HpHH0HHEHH HHHE8YLLpLHHIHEHLLPIL LIH(\f(HSH^f(\ISHEhIRHEpXf(LIHHI HEHHILHH(\Y\YH`IHHPHXHEHЋEHcH`H                   H`H;~HH                EHcHPH                   HPH;~HH                ELcM   L                L;~!HHL                ELcM   L                L;~!HHL                ELcM   L                L;0~!H0HL                EHcH   H                H;P~!HPHH                EHcH                   H;X~HXH                fHHHHH  _ȋELcM   L                L;~!HHL                EHcH   Hھ                H;~!HHHھ                ELcM   Lھ                L;~!HHLھ                ELcM   LҾ                L; ~!H HLҾ                ELcM   Lʾ                L;M~HEHLʾ                ELcM   L¾                L;E~HEHL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                LL0LHH`IHEXIUHE@YLMIL`LHHEXLHHIH^\IQHEhIPHEpXf(HILHHEXY\YH`ILHPHXHEXЋEHcH`H                   H`H;~HH                ELcM   L                L;~!HHL                ELcM   L                L;~!HHL                ELcM   L                L;~!HHL                ELcM   L                L;~!HHL                EHcH   H                H;P~!HPHH                EHcH                   H;X~HXH                fHHHHH  _ȋEHcH   Hھ                H;~!HHHھ                ELcM   Lھ                L;~!HHLھ                ELcM   LҾ                L;~!HHLҾ                ELcM   Lʾ                L;M~HEHLʾ                ELcM   L¾                L;E~HEHL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                LLIH@IT HEPIT$HE`YHIH@HIHEPIRH^\IQHEhIPHEpXf(HIHHHEPY\YH`IHIXHEP9Mt                EM)}   EHcH   H                H;~!HHH                EHcH                   H;~HH                fHH0H`HHEX_MXEELcM   L¾                L;0~!H0HL¾                EHcH                   H;8~H8H                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                fLHPH HH(HHpHHHEH\_ELcM   L¾                L;H~!HHHL¾                EHcH   H                H;H~!HHHH                EHcH   H                H;~!HHH                EHcH                   H;~HH                fHH0H`HHEXf(]ЋEHcH   H                H;~!HHH                EHcH                   H;~HH                fHHH@HHEP]HWH@X\IP\H@ЋELcM   LҾ                L;~!HHLҾ                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;0~!H0HL¾                EHcH                   H;8~H8H                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                LHPH HH(HHpHHHHHEH_LHHIHEHЋELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                EHcH                   H;~HH                fHH0HH`HHHEX_LHHHHEXЋELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                EHcH                   H;~HH                fHHHH@HHHEP_LHHHHEPЋELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH                   H;~HH                EHcH   H                H;`~!H`HH                HHpHHHEHHVH   LHHI YH   ЋEHcH   Hھ                H;~!HHHھ                ELcM   Lھ                L;~!HHLھ                ELcM   LҾ                L;~!HHLҾ                EHcH                   H;~HH                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                LHpHHHEHLH0H`I HEXXHHH@HHEPHHHIXH   Ћp9Et                EEȉpiEHcH   H                H;x~!HxHH                EHcH   H                H;x~!HxHH                EHcH                   H;H~HHH                HNHE(HH@HW\HE(ЋEHcH   H                H;~!HHH                HP #HPH                   EHcH                   H;X~HXH                fHHHH  _fD(HP#HPH                   EHcH                   H;X~HXH                fHHHHH  _HP#HPH                   EHcH                   H;X~HXH                fHHHHHHH  _fD(HP#HPH                   EHcH                   H;X~HXH                fHHHHH  _fD(HP#HPH                   EHcH                   H;X~HXH                fHHHHHHH  _fD(HP#HPH                   EHcH                   H;X~HXH                fHHHHHHHH  f(_HP#HPH                   EHcH                   H;X~HXH                fHHHH)HHH  f(_HP#HPH                   EHcH                   H;X~HXH                fHHHHH  f(_HP#HPH	                   EHcH                   H;X~HXH                fHHHHHHH  f(_HP	#HPH
                   EHcH                   H;X~HXH                fHHHHHHHH  f(_HP
#HPH                   EHcH                   H;X~HXH                fHHHHHHHHH  _HP#HPH                   EHcH                   H;X~HXH                fHHHHHHHH  D$A_AXAXAXAXXXXXXXHVXH0  ЋELcM   L¾                L;~!HHL¾                EHcH                   H;~HH                EHcH   H                H;~!HHH                EHcH   H                H;x~!HxHH                HH0  HWH8  \HVHE(IP\H   ЋEHcHpH                   HpH;~HH                H@ #H@H                   EHcH                   H;H~HHH                H@#H@H                   ELcM   L                L;H~!HHHL                H@#H@H                   ELcM   L                L;H~!HHHL                H@#H@H                   ELcM   L                L;H~!HHHL                H@#H@H                   ELcM   Lھ                L;H~!HHHLھ                H@#H@H                   ELcM   L                L;H~!HHHL                H@#H@H                   EHcH   Hھ                H;H~!HHHHھ                H@#H@H                   ELcM   L¾                L;H~!HHHL¾                H@#H@H	                   EHcH   H                H;H~!HHHH                H@	#H@H
                   EHcH   H                H;H~!HHHH                H@
#H@H                   ELcM   Lʾ                L;H~!HHHLʾ                H@#H@H                   ELcM   LҾ                L;H~!HHHLҾ                HHHHH  H	HIH  XHHHLLIH  XH    LIT H  XHHHLIH  XHHHHLIH  XHHH)LHH  XHH    LHI H  XHHHLHHH  XHHHHHHH  XHHHHHHIH  XHHHHHIH  HpHXH(  ЋELcM   L                L;~!HHL                H #HH                   EHcH                   H;~HH                H#HH                   EHcH   Hھ                H;~!HHHھ                H#HH                   ELcM   Lھ                L;~!HHLھ                H#HH                   ELcM   LҾ                L;~!HHLҾ                H#HH                   EHcH   H                H;~!HHH                H#HH                   ELcM   Lʾ                L;~!HHLʾ                H#HH                   ELcM   L¾                L;~!HHL¾                H#HH                   EHcH   H                H;~!HHH                LLHHHH   H	LHH   XHHHHLHIH   XH    LHIH   XHHHHHH   XHHHHHIH   XHHH)HI H   XH    HHH   IT$XH   ЋELcM   Lʾ                L;~!HHLʾ                H#HH	                   EHcH                   H;~HH                H	#HH
                   EHcH   H                H;~!HHH                H
#HH                   EHcH   H                H;~!HHH                H#HH                   ELcM   L¾                L;~!HHL¾                HHHHHHHH   HHHHHHH   XHHHHHHHH   XHHHHHI H   IQXH   ЋELcM   L                L;x~!HxHL                H #HH                   EHcH                   H;~HH                H#HH                   EHcH   Hھ                H;~!HHHھ                H#HH                   ELcM   Lھ                L;~!HHLھ                H#HH                   ELcM   LҾ                L;~!HHLҾ                H#HH                   EHcH   H                H;~!HHH                H#HH                   ELcM   Lʾ                L;~!HHLʾ                H#HH                   ELcM   L¾                L;~!HHL¾                H#HH                   EHcH   H                H;~!HHH                LLHHHH   H	LHH   XHHHHLHIH   XH    LHIH   XHHHHHH   XHHHHHIH   XHHH)HI H   XH    HHH   IT$XH   ЋELcM   Lʾ                L;p~!HpHLʾ                H#HH	                   EHcH                   H;~HH                H	#HH
                   EHcH   H                H;~!HHH                H
#HH                   EHcH   H                H;~!HHH                H#HH                   ELcM   L¾                L;~!HHL¾                HHHHHHHH   HHHHHHH   XHHHHHHHH   XHHHHHI H   IQXH              ^ EHcH                   H;h~HhH                HHH HH   f(Y    Y    9Et                EẺ鱠L  H   H   H   H   H   H  @  MIHnHH(H    H@H            He[A\A]A^A_]UHAWAVAUATSH  HxHpHhH`LXLP    t                       Hp HHEHE    HHHIA    Hp HHEHE    HHHIA    Hp HHEHE    HHHIA    Hp HHEHE    HHHIHHh HHEHHE    HHHH@HǅH    HHhHh HHEHE    HHHH0Hǅ8    Hp HHEHE    HHHIH@Hh HHxHHx    HHHH Hǅ(    HH0Hh HHpHp    HHHHHǅ    Hh HHhHh    HHHH Hǅ    Hh HH`H`    HHHHHǅ    Hp HHXHX    HHHIHHh HHPHHP    HHHHHǅ    HH Hh HHHHH    HHHHHǅ    Hp HH@H@    HHHIHHh HH8HH8    HHHHHǅ    HHHh HH0H0    HHHHHǅ    Hp HH(H(    HHHIHHh HH HH     HHHHHǅ    HH Hh HHH    HHHHHǅ    Hp HHH    HHHIH`Hh HHHH    HHHHpHǅx    HHXHp HH H     HHHH@HǅH    Hp HHH    HHHH0Hǅ8    Hp HHH    HHHH Hǅ(    Hp HHH    HHIHHPH    HHHHHǅ    HHHp HHH    HHIHHH    HHHHHǅ    HHHp HHH    HHIHH H    HHHHHǅ    HHHp HHH    HHHHHǅ    Hp HHH    HHHIH@Hh HHHH    HHIHHHǅ    H       HHDH    Hu
        HH@HHHp HHH    HHIHHHǅ    H       HHDH    Hu
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        HHHHpHp HHH    HHIHH Hǅ(    H       HHDH    Hu
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        HHp HHH    HHIHHHǅ    H       HHDH    Hu
        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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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HpL   L9JH    HH                        ǅ    E    E    E    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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HL   L9JHX    HHHxHHx !Ѓt(HxI                      HH!Ѓt'HxA   HH                HH;x!Ѓt'HxA   HH                H   H9HQHp    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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DH@HHL   L9JH    HHǅ
   *Z    ^Hp0E   M9u  }u                EHcH                   H;@~H@H                HH8    ЋEHcH                   H;0~H0H                HH(    9Mt                EMHp pE   Ẻ0p9Eng  }u                    EEHcH                   H;U~HEH                HHExfЋEHcH                   H;U~HEH                HH   fЋEHcH                   H;U~HEH                HH   fЋEHcH                   H;x~HxH                HHpfЋEHcH                   H;P~HPH                HHHfHh `E   Eȉ `9E8  }u                ELcM   Lʾ                L;`~!H`HLʾ                ELcM   L¾                L;h~!HhHL¾                EHcH   H                H;}~HEHH                EHcH                   H;U~HEH                EHcH   H                H;u~HEHH                HHHhHHE@HX YHVHPLHHI ^HXЋELcM   LҾ                L;x~!HxHLҾ                ELcM   Lʾ                L;M~HEHLʾ                ELcM   L¾                L;E~HEHL¾                EHcH                   H;U~HEH                EHcH   H                H;x~!HxHH                EHcH   H                H;u~HEHH                LHHhHHE@HH@HH0HHHEPLHHIYHEPЋELcM   LҾ                L;~!HHLҾ                ELcM   Lʾ                L;~!HHLʾ                EHcH                   H;p~HpH                ELcM   L¾                L;h~!HhHL¾                EHcH   H                H;x~!HxHH                EHcH   H                H;u~HEHH                HHEIPHEXf(HH@H0HHEPLH@HIYHЋEHcH                   H;`~H`H                HHE f(    ^f(ELcM   LҾ                L;~!HHLҾ                ELcM   Lʾ                L; ~!H HLʾ                EHcH                   H;`~H`H                ELcM   L¾                L;`~!H`HL¾                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                HHE f(IPHE \f(HHHhHHE@    \YLHHpI\f(HЋPE   MċP9Eo   }u                ELcM   Lھ                L;]~HEHLھ                EHcH                   H;U~HEH                ELcM   LҾ                L;P~!HPHLҾ                ELcM   Lʾ                L;X~!HXHLʾ                ELcM   L¾                L;`~!H`HL¾                EHcH   H                H;h~!HhHH                EHcH   H                H;H~!HHHH                HHExLHH IHEXLHHHHX\f(HVHE(    Y^f(YISXHExЋELcM   Lʾ                L;M~HEHLʾ                EHcH                   H;U~HEH                ELcM   L¾                L;8~!H8HL¾                EHcH   H                H;@~!H@HH                EHcH   H                H;0~!H0HH                HH   LHHHHE`f(HVHE0    Y^f(YIQXH   ЋELcM   LҾ                L;U~HEHLҾ                EHcH                   H;U~HEH                ELcM   Lʾ                L; ~!H HLʾ                ELcM   L¾                L;(~!H(HL¾                EHcH   H                H;~!HHH                EHcH   H                H; ~!H HH                HH   LHH I HEhf(HHHpHH    Y^f(YIRXH   ЋEHcHH                   HH;P~HPH                EHcH                   H;P~HPH                EHHH   H¾                HH;P~!HPHHھ                EHHH   H¾                HH;X~!HXHHھ                EHHH   H¾                HH;`~!H`HHھ                ELcM   L                L;h~!HhHL                ELcM   L                L;@~!H@HL                ELcM   L                L;0~!H0HL                ELcM   L                L; ~!H HL                EHcH   Hھ                H;(~!H(HHھ                ELcM   Lھ                L;@~!H@HLھ                ELcM   LҾ                L;0~!H0HLҾ                ELcM   Lʾ                L;8~!H8HLʾ                ELcM   L¾                L;@~!H@HL¾                EHcH   H                H;@~!H@HH                EHcH   H                H;0~!H0HH                HHHHHH HHHEXHHHIHX\f(IVH8IUH(XYf(LHH HHEhISH8$IRH(XYXLHHI HE`HWH8$HVH(XYXYHHXHHЋEHcHH                   HH;P~HPH                EHcHH                   HH;X~HXH                EHcHH                   HH;P~HPH                EHcHH                   HH;X~HXH                EHcHH                   HH;p~HpH                EHcH   H                H;x~!HxHH                EHcH                   H;U~HEH                fHH@H0HHEP_ȋELcM   L                L;P~!HPHL                ELcM   L                L;X~!HXHL                ELcM   L                L;`~!H`HL                ELcM   L                L;h~!HhHL                ELcM   Lھ                L;H~!HHHLھ                EHcH   Hھ                H;@~!H@HHھ                ELcM   LҾ                L;0~!H0HLҾ                ELcM   Lʾ                L;P~!HPHLʾ                ELcM   L¾                L;X~!HXHL¾                EHcH   H                H;`~!H`HH                EHcH   H                H;h~!HhHH                HHH HHHEXHHHHEYLLLHH IHEXLLILLIHX\f(ISHE(    Y^f(\HSH8IRH(Xf(LIH HI HEXHILHHX\Y\YHIHHHXHEXЋEHcHH                   HH; ~H H                EHcHH                   HH;(~H(H                ELcM   L                L; ~!H HL                ELcM   L                L;(~!H(HL                ELcM   L                L;h~!HhHL                EHcH   H                H;x~!HxHH                EHcH                   H;U~HEH                fHH@H0HHEP_ȋELcM   L                L; ~!H HL                EHcH   Hھ                H;(~!H(HHھ                ELcM   Lھ                L;~!HHLھ                ELcM   Lʾ                L; ~!H HLʾ                ELcM   LҾ                L;@~!H@HLҾ                ELcM   L¾                L;0~!H0HL¾                EHcH   H                H; ~!H HH                EHcH   H                H;(~!H(HH                LLLHH IHEhIUHEYLMIL LHHEhLHHpIH$    Y^\IRH8IPH(Xf(HILHHEhY\YHILHHXHEhЋEHcHH                   HH;8~H8H                ELcM   L                L;@~!H@HL                ELcM   L                L;8~!H8HL                ELcM   L                L;@~!H@HL                ELcM   L                L;~!HHL                EHcH   H                H;x~!HxHH                EHcH                   H;U~HEH                fHH@H0HHEP_ȋEHcH   Hھ                H;8~!H8HHھ                ELcM   Lھ                L;@~!H@HLھ                ELcM   Lʾ                L;0~!H0HLʾ                ELcM   LҾ                L;@~!H@HLҾ                ELcM   L¾                L;0~!H0HL¾                EHcH   H                H;8~!H8HH                EHcH   H                H;@~!H@HH                LLIHIT HE`IT$HE8YHIHHIHE`IQHE0$    Y^\IRH8IPH(Xf(HIHHHE`Y\YHIHIXHE`9Mt                EMz}   EHcH   H                H; ~!H HH                EHcH                   H;(~H(H                fHHH HHEh_MXEELcM   L¾                L;`~!H`HL¾                EHcH                   H;h~HhH                EHcH   H                H;P~!HPHH                EHcH   H                H;X~!HXHH                fLHHHHXHHH HHEX\_ELcM   L¾                L;x~!HxHL¾                EHcH   H                H;x~!HxHH                EHcH   H                H; ~!H HH                EHcH                   H;(~H(H                fHHH HHEhf(]ЋEHcH   H                H;8~!H8HH                EHcH                   H;@~H@H                fHHHHHE`]HWHpX\IP\HpЋELcM   LҾ                L;P~!HPHLҾ                ELcM   Lʾ                L;X~!HXHLʾ                ELcM   L¾                L;`~!H`HL¾                EHcH                   H;h~HhH                EHcH   H                H;P~!HPHH                EHcH   H                H;X~!HXHH                LHHHHXHHHH HHHEX_LHHIHEXЋELcM   L¾                L; ~!H HL¾                EHcH   H                H;(~!H(HH                EHcH   H                H; ~!H HH                EHcH                   H;(~H(H                fHHHH HHHEh_LHHHHEhЋELcM   L¾                L;8~!H8HL¾                EHcH   H                H;@~!H@HH                EHcH   H                H;8~!H8HH                EHcH                   H;@~H@H                fHHHHHHHE`_LHHHHE`ЋELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H;P~!HPHH                EHcH                   H;X~HXH                EHcH   H                H;u~HEHH                HHH HHEXHVHPLH`HXI YHEpЋEHcH   Hھ                H;~!HHHھ                ELcM   Lھ                L;~!HHLھ                ELcM   LҾ                L;P~!HPHLҾ                EHcH                   H;X~HXH                ELcM   Lʾ                L; ~!H HLʾ                ELcM   L¾                L;(~!H(HL¾                EHcH   H                H;8~!H8HH                EHcH   H                H;@~!H@HH                LHH HHEXLHH I HEhXHHHHHE`HHHIXHЋ 9Et                EEȉ EHcH   H                H;P~!HPHH                EHcH   H                H;P~!HPHH                EHcH                   H;x~HxH                HNHHHHpHW\HHЋEHcH   H                H;~!HHH                Hx #HxH                   EHcH                   H;U~HEH                fH0H@HHEP_fD(Hx#HxH                   EHcH                   H;U~HEH                fH@HH0HHEP_Hx#HxH                   EHcH                   H;U~HEH                fH@HHHH0HHEP_fD(Hx#HxH                   EHcH                   H;U~HEH                fH@HH0HHEP_fD(Hx#HxH                   EHcH                   H;U~HEH                fH@HHHH0HHEP_fD(Hx#HxH                   EHcH                   H;U~HEH                fH@HHHHH0HHEPf(_Hx#HxH                   EHcH                   H;U~HEH                fH@HHH)H0HHEPf(_Hx#HxH                   EHcH                   H;U~HEH                fH@HH0HHEPf(_Hx#HxH	                   EHcH                   H;U~HEH                fH@HHHH0HHEPf(_Hx	#HxH
                   EHcH                   H;U~HEH                fH@HHHHH0HHEPf(_Hx
#HxH                   EHcH                   H;U~HEH                fH@HHHHHH0HHEP_Hx#HxH                   EHcH                   H;U~HEH                fH@HHHHH0HHEPD$A_AXAXAXAXXXXXXXHVXHЋELcM   L¾                L;~!HHL¾                EHcH                   H;~HH                EHcH   H                H; ~!H HH                EHcH   H                H;P~!HPHH                HHHWHEH\HVHHIP\HЋELcM   L                L;~!HHL                H #HH                   EHcH                   H;~HH                H#HH                   EHcH   Hھ                H;~!HHHھ                H#HH                   ELcM   Lھ                L;~!HHLھ                H#HH                   ELcM   LҾ                L;~!HHLҾ                H#HH                   EHcH   H                H;~!HHH                H#HH                   ELcM   Lʾ                L;~!HHLʾ                H#HH                   ELcM   L¾                L;~!HHL¾                H#HH                   EHcH   H                H;~!HHH                LXLH`HHHEpH	LHHEpXHHHHLHIHEpXH    LHIHEpXHHHHHHEpXHHHHHIHEpXHHH)HI HEpXH    HHHEpIT$XHЋELcM   Lʾ                L;~!HHLʾ                H#HH	                   EHcH                   H;~HH                H	#HH
                   EHcH   H                H;~!HHH                H
#HH                   EHcH   H                H;~!HHH                H#HH                   ELcM   L¾                L;~!HHL¾                H`HHHHXHHHEpHHHHHHHEpXHHHHHHHHEpXHHHHHI HEpIQXHЋELcM   L                L;~!HHL                H #HH                   EHcH                   H;~HH                H#HH                   EHcH   Hھ                H;~!HHHھ                H#HH                   ELcM   Lھ                L;~!HHLھ                H#HH                   ELcM   LҾ                L;~!HHLҾ                H#HH                   EHcH   H                H;~!HHH                H#HH                   ELcM   Lʾ                L;~!HHLʾ                H#HH                   ELcM   L¾                L;~!HHL¾                H#HH                   EHcH   H                H;~!HHH                LLHHHHH	LHHXHHHHLHIHXH    LHIHXHHHHHHXHHHHHIHXHHH)HI HXH    HHHIT$XHЋELcM   Lʾ                L;~!HHLʾ                H#HH	                   EHcH                   H;~HH                H	#HH
                   EHcH   H                H;~!HHH                H
#HH                   EHcH   H                H;~!HHH                H#HH                   ELcM   L¾                L;~!HHL¾                HHHHHHHHHHHHHHHXHHHHHHHHXHHHHHI HIQXH ЋEHcH   H                H;~!HHH                EHcH                   H;~HH                HNHHHXf(ff/   EHcH                   H;~HH                HH   fЋEHcH                   H;~HH                HH   f  ELcM   L                L;~!HHL                EHcH                   H;~HH                ELcM   L                L;~!HHL                EHcH   Hھ                H;~!HHHھ                HH~    fW        \f( IT$HHSHXf(~    fW        \f(IU ^f(H   ЋELcM   L                L;~!HHL                EHcH                   H;~HH                ELcM   L                L;~!HHL                EHcH   Hھ                H;~!HHHھ                HH~    fW        \f( IT$HHSHXf(~    fW        \f(IU ^f(H   ЋEHcH   H                H;~!HHH                EHcH                   H;~HH                    HH   ]    _HVH   ЋEHcH   H                H;~!HHH                EHcH                   H;~HH                    HH   ]    _HVH   ЋELcM   L¾                L;~!HHL¾                EHcH                   H;~HH                EHcH   H                H;@~!H@HH                EHcH   H                H;0~!H0HH                HH   HWH8    \HVH(\IPYH   ЋELcM   L¾                L;~!HHL¾                EHcH                   H;~HH                EHcH   H                H;@~!H@HH                EHcH   H                H;0~!H0HH                HH   HWH8    \HVH(\IPYH   ЋEHcH   H                H;~!HHH                EHcH                   H;~HH                    HH   ]    _HVH   ЋEHcH   H                H;~!HHH                EHcH                   H;~HH                    HH   ]    _HVH   ЋEHcH                   H;~HH                HPHHHH       ЋELcM   L¾                L;~!HHL¾                EHcH                   H;~HH                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HPHHHH       XHWH    YHVH   ^f(    Y_HHHI H   ЋEHcH   H                H;~!HHH                EHcH                   H;~HH                HHHH H    YH   ЋEHcH   H                H;~!HHH                EHcH                   H;~HH                HHH HHH    YH           ^EHcH                   H;~HH                HHHHH   f(Y    Y    EHcH                   H;~HH                    Y^E_    ]HH   Ћ09Et                EẺ0{HH    HH    HH    H H    HH    H(H    H8H    HHH    HXH    HpH    HH    HH    HH    HH            H  [A\A]A^A_]UHAWAVAUATSHh  HH HHLL    t                       H0   HHEHE    HHHIA    H0   HHEHE    HHHIA    H0   HHEHE    HHHIA    H0   HHEHE    HHHHHǅ    H0   HHEHE    HHHHHǅ    H0   HHEHE    HHHHHǅ    H0   HHEHE    HHHHHǅ    H0   HHEHE    HHHHHǅ    H0   HHxHx    HHHIHxH8   HHpHHp    HHHHHǅ    HHpH0   HHhHh    HHHIH8H8   HH`HH`    HHHH`Hǅh    HH0H0   HHXHX    HHHIHH8   HHPHHP    HHHHPHǅX    HH`H8   HHHHH    HHHH@HǅH    H8   HH@H@    HHHH Hǅ(    H8   HH8H8    HHHHHǅ    H0   HH0H0    HHHIHPH8   HH(HH(    HHHH Hǅ    HH@H0   HH H     HHHIHH8   HHHH    HHHHHǅ    HHH8   HHH    HHHHHǅ    H0   HHH    HHHIHH8   HH HH     HHHHHǅ    HHH8   HHH    HHHHHǅ    H0   HHH    HHHIHH8   HHHH    HHHHHǅ    HHH8   HHH    HHHHHǅ    H8   HHH    HHHHHǅ    H0   HHH    HHHIH H8   HHHH    HHHHpHǅx    HHH0   HHH    HHHIH H8   HHHH    HHHH`Hǅh    HHH0   HHH    HHHHPHǅX    H0   HHH    HHHH@HǅH    H0   HHH    HHHH0Hǅ8    H0   HHH    HHHH Hǅ(    H0   HHH    HHHHHǅ    H0   HHH    HHHH Hǅ    H0   HHH    HHHHHǅ    H0   HHxHx    HHHHHǅ    H0   HHpHp    HHIHHH    HHHHHǅ    HHH0   HHhHh    HHIHHH    HHHHHǅ    HHH0   HH`H`    HHIHHpH    HHHHHǅ    HH`H0   HHXHX    HHHHHǅ    H0   HHPHP    HHHHHǅ    H0   HHHHH    HHHHHǅ    H0   HH@H@    HHHHpHǅx        E    8    0    (         E    E        H0  0E   M9u   }u                EHcH                   H;U~HEH                HHEh    ЋEHcH                   H;U~HEH                HHEp    9Mt                EMH uHMhH   HuxH0  HH0   E   Ẻ9E^  }u                EHcH                   H;U~HEH                HHEfЋEHcH                   H;U~HEH                HHEfЋEHcH                   H;U~HEH                HHE fЋEHcH                   H;U~HEH                HHE(f    EH8    E   Eȉ 9E  }u                ELcM   LҾ                L;p~!HpHLҾ                ELcM   Lʾ                L;x~!HxHLʾ                ELcM   L¾                L;`~!H`HL¾                EHcH                   H;h~HhH                EHcH   H                H;p~!HpHH                EHcH   H                H;x~!HxHH                LH8H0HHE0HHxHHpHHH  LHHIYH  ЋELcM   LҾ                L;P~!HPHLҾ                ELcM   Lʾ                L;X~!HXHLʾ                EHcH                   H;H~HHH                ELcM   L¾                L;@~!H@HL¾                EHcH   H                H;p~!HpHH                EHcH   H                H;x~!HxHH                HHE8IPHE@Xf(HHxHpHH  LHH`IYH  ЋEHcH                   H;8~H8H                HH     ^0ELcM   LҾ                L;(~!H(HLҾ                ELcM   Lʾ                L;0~!H0HLʾ                EHcH                   H;8~H8H                ELcM   L¾                L;8~!H8HL¾                EHcH   H                H;`~!H`HH                EHcH   H                H;h~!HhHH                HH IPH \0f(HH8H0HHE0    \YLHPH@I\HЋELcM   Lʾ                L;M~HEHLʾ                EHcH                   H;U~HEH                ELcM   L¾                L;~!HHL¾                EHcH   H                H; ~!H HH                EHcH   H                H;~!HHH                HHELHHHHEHHVH^IQXHEЋELcM   Lʾ                L;M~HEHLʾ                EHcH                   H;U~HEH                ELcM   L¾                L; ~!H HL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HHELHHHHEPHVH^IQXHEЋELcM   LҾ                L;U~HEHLҾ                EHcH                   H;U~HEH                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H;(~!H(HH                EHcH   H                H;0~!H0HH                HHE LHHI HEXHHPH@HH^IRXHE ЋELcM   L                L;~!HHL                ELcM   L                L; ~!H HL                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L; ~!H HL¾                EHcH   H                H;~!HHH                ELcM   L                L;H~!HHHL                ELcM   L                L;~!HHL                EHcH   H                H;p~!HpHH                EHcH                   H;x~HxH                fHHxHpHH  _@EHcH   Hھ                H;~!HHHھ                LHHI HEH<PHWH    ^~    fW    YPPIUHE8IT$HYf(Y@@HSH    ^~    fW        \f(Y@LHHIXPHEHЋEHcHPH                   HPH;~HH                EHcH@H                   H@H;~HH                ELcM   LҾ                L;~!HHLҾ                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;(~!H(HL¾                EHcH   H                H;0~!H0HH                ELcM   L                L;@~!H@HL                ELcM   L                L;(~!H(HL                ELcM   L                L;0~!H0HL                EHcH   H                H;p~!HpHH                EHcH                   H;x~HxH                fHHxHpHH  _ ELcM   L                L;(~!H(HL                EHcH   Hھ                H;0~!H0HHھ                LHHIHEX$0LHPH@HH    ^~    fW    Y00IWHE@LHPHH@HIT HYf(Y  LHHHH    ^~    fW        \f(Y HPHHH@HX0HEXЋELcM   L                L; ~!H HL                ELcM   L                L;~!HHL                ELcM   Lʾ                L; ~!H HLʾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                ELcM   L                L;~!HHL                ELcM   L                L;~!HHL                EHcH   H                H;p~!HpHH                EHcH                   H;x~HxH                fHHxHpHH  _@EHcH   Hھ                H;~!HHHھ                LHHI HEP,PHWH    ^~    fW    YPPIUHE`IT$HYf(Y@@HSH    ^~    fW        \f(Y@LHHIXPHEPЃ}   EHcH   H                H;~!HHH                EHcH                   H;~HH                fHHHHHEX_MXE9Et                EEȉ2H8   @E   Mȋ@9E  }u                EHcHH                   HH;U~HEH                EHcH                   H;U~HEH                EHHPH   H¾                HPH;~!HHHھ                ELcM   L                L; ~!H HL                ELcM   L                L;u~HEHL                ELcM   L                L;m~HEHL                ELcM   L                L;~!HHL                EHcH   Hھ                H;~!HHHھ                ELcM   Lھ                L;]~HEHLھ                ELcM   LҾ                L;U~HEHLҾ                ELcM   Lʾ                L; ~!H HLʾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                HHE(HPHHIHEHIVHEhIUHEpXYXLHHHHEXISHEhIRHEpXYXLHHI HEPHWHEhHVHEpXYHHXHE(ЋELcM   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                LHHLLHHEHHWHEh    \HVHEp\LHLIYHEHЋELcM   LҾ                L;~!HHLҾ                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;~!HHL¾                EHcH                   H;~HH                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                LHHLLHHEXHWHEh    \HVHEp\LHLIYHEXЋELcM   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                LHHLLHHEPHWHEh    \HVHEp\LHLIYHEPЋELcM   L¾                L;~!HHL¾                EHcH   H                H; ~!H HH                EHcH   H                H;~!HHH                EHcH                   H; ~H H                fHHHHHHHEH_LHHHHEHЋELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                EHcH                   H;~HH                fHHHHHHHEX_LHHHHEXЋELcM   L¾                L; ~!H HL¾                EHcH   H                H;~!HHH                EHcH   H                H; ~!H HH                EHcH                   H;~HH                fHHHHHHHEP_LHHHHEP9Mt                EM,H8  D E   MD9e  }u                ELcM   Lھ                L;~!HHLھ                ELcM   LҾ                L; ~!H HLҾ                ELcM   Lʾ                L;`~!H`HLʾ                EHcH                   H;h~HhH                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH   H                H; ~!H HH                LH8H0HHE0H YIPH   ^HHHHHHHEH_LHHIHEHЋELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H;~!HHH                EHcH                   H; ~H H                EHcH   H                H;~!HHH                HHHHHEHHVH   LH HI YH   ЋEHcH   Hھ                H;~!HHHھ                ELcM   Lھ                L;~!HHLھ                ELcM   LҾ                L;~!HHLҾ                EHcH                   H; ~H H                ELcM   Lʾ                L;~!HHLʾ                ELcM   L¾                L;~!HHL¾                EHcH   H                H; ~!H HH                EHcH   H                H;~!HHH                LHHHHEHLHHI HEXXHHHHHEPHH HIXH   9Mt                EMEHcH   H                H;~!HHH                EHcH   H                H;~!HHH                EHcH                   H;U~HEH                HNH   HHE(HW\H   ЋEHcHH                   HH;~HH                HP #HPH                   EHcH                   H;X~HXH                HP#HPH                   ELcM   L                L;X~!HXHL                HP#HPH                   ELcM   L                L;X~!HXHL                HP#HPH                   ELcM   L                L;X~!HXHL                HP#HPH                   ELcM   Lھ                L;X~!HXHLھ                HP#HPH                   ELcM   L                L;X~!HXHL                HP#HPH                   EHcH   Hھ                H;X~!HXHHھ                HP#HPH                   ELcM   L¾                L;X~!HXHL¾                HP#HPH	                   EHcH   H                H;X~!HXHH                HP	#HPH
                   EHcH   H                H;X~!HXHH                HP
#HPH                   ELcM   Lʾ                L;X~!HXHLʾ                HP#HPH                   ELcM   LҾ                L;X~!HXHLҾ                H`HHHH  H	H`IH  XHHHL`LIH  XH    LIT H  XHHHLIH  XHHHHLIH  XHHH)LHH  XHH    LHI H  XHHHLHHH  XHHHHHHH  XHHHHHHIH  XHHHHHIH  HHXH(  ЋELcM   L                L;~!HHL                H #HH                   EHcH                   H;~HH                H#HH                   EHcH   Hھ                H;~!HHHھ                H#HH                   ELcM   Lھ                L;~!HHLھ                H#HH                   ELcM   LҾ                L;~!HHLҾ                H#HH                   EHcH   H                H;~!HHH                H#HH                   ELcM   Lʾ                L;~!HHLʾ                H#HH                   ELcM   L¾                L;~!HHL¾                H#HH                   EHcH   H                H;~!HHH                LLH HHH   H	LHH   XHHHHLHIH   XH    LHIH   XHHHHHH   XHHHHHIH   XHHH)HI H   XH    HHH   IT$XH   ЋELcM   Lʾ                L;~!HHLʾ                H#HH	                   EHcH                   H;~HH                H	#HH
                   EHcH   H                H;~!HHH                H
#HH                   EHcH   H                H;~!HHH                H#HH                   ELcM   L¾                L;~!HHL¾                H HHHHHHH   HHHHHHH   XHHHHHHHH   XHHHHHI H   IQXH   ЋELcM   L                L;~!HHL                H #HH                   EHcH                   H;~HH                H#HH                   EHcH   Hھ                H;~!HHHھ                H#HH                   ELcM   Lھ                L;~!HHLھ                H#HH                   ELcM   LҾ                L;~!HHLҾ                H#HH                   EHcH   H                H;~!HHH                H#HH                   ELcM   Lʾ                L;~!HHLʾ                H#HH                   ELcM   L¾                L;~!HHL¾                H#HH                   EHcH   H                H;~!HHH                LLH HHH   H	LHH   XHHHHLHIH   XH    LHIH   XHHHHHH   XHHHHHIH   XHHH)HI H   XH    HHH   IT$XH   ЋELcM   Lʾ                L;~!HHLʾ                H#HH	                   EHcH                   H;~HH                H	#HH
                   EHcH   H                H;~!HHH                H
#HH                   EHcH   H                H;~!HHH                H#HH                   ELcM   L¾                L;~!HHL¾                H HHHHHHH   HHHHHHH   XHHHHHHHH   XHHHHHI H   IQXH   ЋELcM   L                L;~!HHL                EHcH                   H;~HH                ELcM   L                L;~!HHL                EHcH   Hھ                H;~!HHHھ                HH   ~    fW        \f(IT$H   HSH   Xf(~    fW        \f(IU^f(H   ЋELcM   L                L;x~!HxHL                EHcH                   H;~HH                ELcM   L                L;~!HHL                EHcH   Hھ                H;~!HHHھ                HH   ~    fW        \f(IT$H   HSH   Xf(~    fW        \f(IU^f(H   ЋEHcH   H                H;~!HHH                EHcH                   H;~HH                    HH   ]    _HVH   ЋEHcH   H                H;x~!HxHH                EHcH                   H;~HH                HHNH   H   ȋELcM   L¾                L;x~!HxHL¾                EHcH                   H;x~HxH                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                HH   HWHEh    \HVHEp\IPYH   ЋEHcH   H                H;x~!HxHH                EHcH                   H;x~HxH                    HH   ]    _HVH   ЋEHcH                   H;p~HpH                HHHHH       ЋELcM   L¾                L;h~!HhHL¾                EHcH                   H;p~HpH                EHcH   H                H;~!HHH                EHcH   H                H;~!HHH                HHHHH       XHWH       YHVH   ^f(    Y_HHHI H   ЋEHcH   H                H;`~!H`HH                EHcH                   H;~HH                HH   H`HpH    YH   ЋEHcH   H                H;`~!H`HH                EHcH                   H;~HH                HH   HpHH`H    YH            88^ EHcH                   H;h~HhH                HHHHH   f(Y    Y(    EHcH                   H;X~HXH                    (Y^E_    ]HH   Ћ9Et                EẺѡL  H   H   H   H   H   8  0  MIHOxH        He[A\A]A^A_]UHAWAVAUATSHX  H8H0H(H LL    t                       H( HHEHE    HHHIHH0 HHEHHE    HHHIA    HHH( HHEHE    HHHIA    H8 HHEHE    HHHIA    H8 HHEHE    HHHH Hǅ    H( HHEHE    HHHIHH0 HHEHHE    HHIHHH?    HHHHHǅ    HHH)HH( HHEHE    HHIIH0 HHELHE    HHIHHHǅ    H       HHDH    Hu
        HxLHH H( HHpHp    HHHHHHǅ    H   HHDH    Hu
        HhH( HH`H`    HHHHHHǅ    H   HHDH    Hu
        HXH( HHPHP    HHHHHHǅ    H   HHDH    Hu
        HHHPHHP !ʃt(HPI                      HH!ʃt'HPA   HH¾                HH;P!ʃt'HPA   HH¾                H   H9HrHH    HE    ǅD    E    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HEHUHH} !t%HEI                      HH!t$HUA   HH¾                HH;E!t$HUA   HH¾                HHH} !t%HEI                      HH!t!HEA   H                HH;U!t!HEA   H                HҾ   H9AHIH L   H9N	Hx    BHHHPHHP !ʃt(HPI                      HH!ʃt'HPA   HH¾                HH;P!ʃt'HPA   HH¾                H   H9HrHHfHH0DE   MD9U2  }u                H(DE   DMD9]  }u                ELcM   L¾                L;P~!HPHL¾                EHcH                   H;P~HPH                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                HHHHHHHH     YIPXHHD9Mt                EDM&9Mt                EMH(D(E   DeD9m   }u                EHH   H¾                H;E~HUHH¾                HPHHfHn    DEHcH   Hھ                H;p~!HpHHھ                DHH   H¾                H;E~HUHH¾                HPHHЋEHH   H¾                H;P~!HPHH¾                HHHHf(fHn    HS    \f(HhЋEHcH   Hھ                H;`~!H`HHھ                DHH   H¾                H;E~HUHH¾                HPHEHЋEHH   H¾                H;P~!HPHH¾                HHHHf(fHn    HS    \f(HXD9et                EDeH0 E   Eȉ9E  }u                H( E   Ẻ9Es  }u                EHH   H¾                H;E~HUHH¾                HPHHfHn    D}G  EHcH   H                H;}~HEHH                ELcM   L¾                L;E~HEHL¾                EHcH                   H;U~HEH                EHcH   H                H;u~HEHH                HHHHH HIH I     YHxЋEHcH   Hھ                H;]~HEHHھ                ELcM   L                L;e~HEHL                DHH   H¾                H;E~HUHH¾                HPHHЋEHcH   H                H;u~HEHH                EHcH                   H;U~HEH                HIH HHxf(fHn    HHHHHI    \f(HEЋEHcH   Hھ                H;]~HEHHھ                ELcM   L                L;e~HEHL                DHH   H¾                H;E~HUHH¾                HPHEHЋEHcH   H                H;u~HEHH                EHcH                   H;U~HEH                HIH HHxf(fHn    HHHHHHHI    \f(HE  ELcM   Lʾ                L;M~HEHLʾ                ELcM   LҾ                L;U~HEHLҾ                EȃHcH                   H;U~HEH                ELcM   L¾                L;E~HEHL¾                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                HIH HI HxHHHHH     YLIHIXHxЋELcM   L                L;m~HEHL                ELcM   L                L;u~HEHL                DHH   H¾                H;E~HUHH¾                HPHHЋEHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                DHcH                   H;U~HEH                HH,EȃLcM   L                L;e~HEHL                EHcH   Hھ                H;]~HEHHھ                HIH HHxf(fHn        \f(LIH HHxf(        \f(HHLHHI\f(HEЋELcM   L                L;m~HEHL                ELcM   L                L;u~HEHL                DHH   H¾                H;E~HUHH¾                HPHEHЋEHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                DHcH                   H;U~HEH                HHE4EȃLcM   L                L;e~HEHL                EHcH   Hھ                H;]~HEHHھ                HIH HHxf(fHn        \f(LIH HHxf(        \f(HHHHLHHI\f(HEЋELcM   Lʾ                L;M~HEHLʾ                ELcM   LҾ                L;U~HEHLҾ                EHcH   H                H;}~HEHH                ELcM   L¾                L;E~HEHL¾                EHcH   H                H;p~!HpHH                HHHHHHHHI HEHVHhHHLHHI^HEЋELcM   Lʾ                L;M~HEHLʾ                ELcM   LҾ                L;U~HEHLҾ                EHcH   H                H;}~HEHH                ELcM   L¾                L;E~HEHL¾                EHcH   H                H;`~!H`HH                HHHHHHHHI HEHVHXHHLHHI^HEЋ9Et                EẺv9Et                EEȉHHH    HXH    HhH    HxH            HX  [A\A]A^A_]UHAWAVAUATSH  HHHHLL    t                       H HHEHE    HHHIHH HHEHHE    HHHIA    HHH HHEHE    HHIIH HHELHE    HHHIA    MIH HHEHE    HHHHHǅ    H HHEHE    HHHIH HHEHHE    HHHHHǅ    IIH HHxHx    HHHHpHǅx    H HHpHp    HHHIHH HHhHHh    HHIIK?    HHHH`Hǅh    HHL)HH HH`H`    HHIHHPHǅX    H       HHDH    Hu
        HXH HHPHP    HHIHH@HǅH    H       HHDH    Hu
        HHH HH@H@    HHIHH0Hǅ8    H       HHDH    Hu
        H8H HH0H0    HHIHH Hǅ(    H       HHDH    Hu
        H(H HH H     HHIHHHǅ    H       HHDH    Hu
        HH HHH    HHHHH Hǅ    H   HHDH    Hu
        HH HH H     HHHHHHǅ    H   HHDH    Hu
        HH 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    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    ǅ    E    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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fEfEH HH  !ʃt(H I                      HH!ʃt'H A   HH¾                HH; !ʃt'H A   HH¾                H   H9HrHf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fHHDE   MD9U  }u                HDE   DMD9]q  }u                EHcH                   H;U~HEH                EHcH   H                H;u~HEHH                HHHHHMXEEHH   H¾                H; ~!H HH¾                HPH    f/  M    XEELcM   L¾                L; ~!H HL¾                EHcH                   H; ~H H                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                HHHHHHHIPXHЋELcM   L¾                L; ~!H HL¾                EHcH                   H; ~H H                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                HHHILHHE(IPXHD9Mt                EDM}9Mt                EMHD E   MD9E  }u                EHH   H¾                H; ~!H HH¾                UHcH                   H; ~H H                HrHHP^EHЋEHH   H¾                H;~!HHH¾                UHcH   H                H; ~!H HH                UHcH   H                H;u~HEHH                UHcH                   H; ~H H                LOHBH~HuYHrHYHU0HPYH9Mt                EMcHD E   }D9E  }u                EHcH                   H;`~H`H                H}  HEH                   EHH   H¾                H;E~HUHH¾                fIHH_fD(H} HEH                   EHH   H¾                H;E~HUHH¾                fHLHH_H} HEH                   EHH   H¾                H;E~HUHH¾                fHHHLHH_fD(H} HEH                   EHH   H¾                H;E~HUHH¾                fH    LHH_fD(H} HEH                   EHH   H¾                H;E~HUHH¾                fHHHLHH_fD(H} HEH                   EHcH   H                H;u~HEHH                fHHHHLHHf(_H} HEH                   EHH   H¾                H;E~HUHH¾                fHHH)LHHf(_H} HEH                   EHH   H¾                H;E~HUHH¾                fH    LHHf(_H} HEH	                   EHH   H¾                H;E~HUHH¾                fHHHLHHf(_H}	 HEH
                   EHcH   H                H;u~HEHH                fHHHHLHHf(_H}
 HEH                   EHcH   H                H;u~HEHH                fHHHHHLHH_H} HEH                   EHcH   H                H;u~HEHH                fHHHHLHHD$A_AXAXAXAXXXXXXXHXHX9}t                E}HD(E   ]D9m/  }u                HD0E   DeD9u  }u                EHH   H¾                H;x~!HxHH¾                HPHE HfHn    }   EHcH                   H;P~HPH                EHH   H¾                H;E~HUHH¾                MHcH   H                H;u~HEHH                HHHHH    YHH  EHcH                   H;P~HPH                EȃHcH   H                H;P~!HPHH                EHH   H¾                H;E~HUHH¾                MHcH   H                H;u~HEHH                HHHHHHH    YHXHHЋEHH   H¾                H;P~!HPHH¾                HPHHD9et                EDe)9]t                E]H@HH@ !ʃt(H@I                      HH!ʃt'H@A   HH¾                HH;@!ʃt'H@A   HH¾                H   H9HrH8fHH0HH0 !ʃt(H0I                      HH!ʃt'H0A   HH¾                HH;0!ʃt'H0A   HH¾                H   H9HrH(fHH PE   DmȋP9E  }u                H @E   Dű@9E  }u                EHH   H¾                H;x~!HxHH¾                HPHE HfHn    }   EHcH                   H;P~HPH                EHH   H¾                H;E~HUHH¾                MHcH   H                H;u~HEHH                HHHHH    YHH  EHcH                   H;P~HPH                EȃHcH   H                H;P~!HPHH                EHH   H¾                H;E~HUHH¾                MHcH   H                H;u~HEHH                HHHHHHH    YHXHHЋEHH   H¾                H;P~!HPHH¾                HPHHHH   H¾                H~   H¾                H    f/v    %           ELcM   L                L;@~!H@HL                ELcM   L¾                L;@~!H@HL¾                LcM   LҾ                I~   LҾ                LcM   Lʾ                I~   Lʾ                HcH   H                H~   H                HcH                   H~                   HF    \f(HB    ^f(f(ЋHcH   H                H~   H                HcH   H                H~   H                HcH                   H~                   HF    \f(HB    ^f(0HcH   Hھ                H~   Hھ                IPH8<pIB    IA    ^`HG        \f(f(    f(Y``HC    f(0    f(~    fW    Y`IT$XpH8ЋELcM   L                L;0~!H0HL                ELcM   L¾                L;0~!H0HL¾                LcM   LҾ                I~   LҾ                LcM   Lʾ                I~   Lʾ                HcH   H                H~   H                HcH                   H~                   HF    \f(HB    ^f(f(ЋHcH   H                H~   H                HcH   H                H~   H                HcH                   H~                   HF    \f(HB    ^f(0HcH   Hھ                H~   Hھ                IPH(<pIB    IA    ^`HG        \f(f(    f(Y``HC    f(0    f(~    fW    Y`IT$XpH(D9ut                EDuJD9mt                EDmH PE   DuȋP9E  }u                H @E   Ẻp@9El  }u                EHH   H¾                H;x~!HxHH¾                HPHE HfHn    }   EHcH                   H;P~HPH                EHH   H¾                H;E~HUHH¾                MHcH   H                H;u~HEHH                HHHHH    YHH  EHcH                   H;P~HPH                EȃHcH   H                H;P~!HPHH                EHH   H¾                H;E~HUHH¾                MHcH   H                H;u~HEHH                HHHHHHH    YHXHHЋEHH   H¾                H;P~!HPHH¾                HPHHHH   H¾                H~   H¾                H    f/v    %           ELcM   L                L;h~!HhHL                ELcM   L                L;p~!HpHL                LcM   L¾                I~   L¾                LcM   Lʾ                I~   Lʾ                HcH   H                H~   H                HcH                   H~                   HF    \f(HB    ^f(f(ЋHcH   H                H~   H                HcH   H                H~   H                HcH                   H~                   HF    \f(HB    ^f(0HcH   Hھ                H~   Hھ                I@    IA    ^`HG        \f(f(    f(Y``HC    f(0    f(~    fW    HJ8LHHIT Y`HE8ЋELcM   L                L;h~!HhHL                ELcM   L                L;p~!HpHL                LcM   L¾                I~   L¾                LcM   Lʾ                I~   Lʾ                HcH   H                H~   H                HcH                   H~                   HF    \f(HB    ^f(f(ЋHcH   H                H~   H                HcH   H                H~   H                HcH                   H~                   HF    \f(HB    ^f(0HcH   Hھ                H~   Hھ                I@    IA    ^`HG        \f(f(    f(Y``HC    f(0    f(~    fW    K?HHLHHIT Y`HE8ЋEHcH                   H;h~HhH                EHcH   H                H;p~!HpHH                EHH   H¾                H;h~!HhHH¾                MLcM   L¾                L;p~!HpHL¾                MHcH   H                H;@~!H@HH                HJ;LIHI HE8HOH8J;HIHH^HE8ЋEHcH   H                H;h~!HhHH                EHcH   H                H;p~!HpHH                EHH   H¾                H;h~!HhHH¾                ULcM   Lʾ                L;p~!HpHLʾ                ULcM   L¾                L;0~!H0HL¾                K?HHHHHIHE8IPH(K?HHHHH^HE8Ћp9Et                EẺp}D9ut                EDuHH    HH    HH    H(H    H8H    HHH    HXH            H  [A\A]A^A_]UHAWAVAUATSH(  HH HHLL    t                       H@  IA    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   HHEHE    HHHHHǅ    H   HHEHE    HHHHpHǅx    H   HHxHx    HHHH`Hǅh    H   HHpHp    HHHHPHǅX    H   HHhHh    HHHH@HǅH    H   HH`H`    HHHH0Hǅ8    H   HHXHX    HHHH Hǅ(    H   HHPHP    HHHHHǅ    H   HHHHH    HHHH Hǅ    H   HH@H@    HHHHHǅ    H   HH8H8    HHHHHǅ    H   HH0H0    HHIIH   HH(LH(    HHHHHǅ    MIH   HH H     HHIIH   HHLH    HHHHHǅ    MIH   HHH    HHIIH   HHLH    HHHHHǅ    MIH   HH H     HHHHHǅ    H   HHH    HHIHHH    HHHHHǅ    HHH   HHH    HHHHHǅ    H   HHH    HHHHpHǅx    H   HHH    HHIHHH    HHHH`Hǅh    HHH   HHH    HHIHHH    HHHHPHǅX    HHpH   HHH    HHIH    HHHH    HHHH@HǅH    H   HHH    HHHH0Hǅ8    H(   HHH    HHHH Hǅ(    H(   HHH    HHHHHǅ    H   HHH    HHIH    HHHH    HHHH    HHHH Hǅ    H   HHH    HHIH   HHHH    HHHHHǅ    H   HHH    HHHHHǅ    H   HHH    HHHHHǅ    H   HHxHx    HHHHHǅ    H   HHpHp    HHIH    HHhHHh    HHHHHǅ    E        `    X    P    P    ^PXH   `E   Ẻ`9E^  }u                EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                    HH    X    X_HVH   ЋEHcH                   H;U~HEH                HH       ЋEHcH   H                H;u~HEHH                EHcH                   H;U~HEH                HNH   HH   f/v^EHcH                   H;U~HEH                HH fn  ELcM   L¾                L;E~HEHL¾                EHcH                   H;U~HEH                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                HH HWH   XHVH   IP\H ЋEHcH   H                H;u~HEHH                EHcH                   H;U~HEH                HNH   HH   f/   EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                fHH\X_HVH   EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                fHH     \_        ^]HVHЋEHcH                   H;U~HEH                HH       ЋEHcH                   H;U~HEH                HH       ЋEHcH   H                H;u~HEHH                EHcH                   H;U~HEH                HNH   HH   f/v^EHcH                   H;U~HEH                HHfn  ELcM   L¾                L;E~HEHL¾                EHcH                   H;U~HEH                EHcH   H                H;}~HEHH                EHcH   H                H;u~HEHH                HHHWH   XHVH   IP\HЋEHcH   H                H;u~HEHH                EHcH                   H;U~HEH                HNH   HH   f/   EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                fHH\X_HVH   EHcH   H                H;u~HEHH                EHcH                   H;U~HEH                fHH    \_        ^]HVHЋEHcH                   H;x~HxH                HH   ff/   EHcH   H                H;p~!HpHH                EHcH                   H;p~HpH                    HH\X_HVHЋEHcH                   H;x~HxH                HH   ff/   EHcH   H                H;p~!HpHH                EHcH                   H;p~HpH                    HHXX]HVHЋEHcH                   H;h~HhH                HH   ff/   EHcH   H                H;`~!H`HH                EHcH                   H;`~H`H                    HHE\X_HVHEЋEHcH                   H;h~HhH                HH   ff/   EHcH   H                H;`~!H`HH                EHcH                   H;`~H`H                    HHEXX]HVHEЋEHcH                   H;X~HXH                HH   ff/   EHcH   H                H;P~!HPHH                EHcH                   H;P~HPH                    HHE\X_HVHEЋEHcH                   H;X~HXH                HH   ff/   EHcH   H                H;P~!HPHH                EHcH                   H;P~HPH                    HHEXX]HVHEЋEHcH                   H;H~HHH                HH   ff/   EHcH   H                H;@~!H@HH                EHcH                   H;@~H@H                    HHE \X_HVHE ЋEHcH                   H;H~HHH                HH   ff/   EHcH   H                H;@~!H@HH                EHcH                   H;@~H@H                    HHE XX]HVHE ЋELcM   L                L;8~!H8HL                H( #H(H                   EHcH                   H;0~H0H                H #HH                   EHcH   H                H; ~!H HH                KHHEXK
HHEP    Y_H #HH                   EHcH                   H; ~H H                K
HHEP    Yf(]H(#H(H                   EHcH                   H;0~H0H                H#HH                   EHcH   H                H; ~!H HH                KLHHEXK	LHHEP    Y_H#HH                   EHcH                   H; ~H H                K	LHHEP    Y]fD(EHcH   Hھ                H;p~!HpHHھ                H(#H(H                   EHcH                   H;0~H0H                H#HH                   EHcH   H                H; ~!H HH                LHLLHHEXLHLLHHEP    Y_H#HH                   EHcH                   H; ~H H                LHLLHHEP    Yf(]H(#H(H                   EHcH                   H;0~H0H                H#HH                   EHcH   H                H; ~!H HH                J    LHHEXJ    LHHEP    Y_H#HH                   EHcH                   H; ~H H                J    LHHEP    Yf(]H(#H(H                   EHcH                   H;0~H0H                H#HH                   EHcH   H                H; ~!H HH                LHLLHHEXLHLLHHEP    Y_H#HH                   EHcH                   H; ~H H                LHLLHHEP    Yf(]ELcM   L¾                L;E~HEHL¾                H(#H(H                   EHcH                   H;0~H0H                H#HH                   EHcH   H                H; ~!H HH                LHLHLHHEXLHLHLHHEP    Y_H#HH                   EHcH                   H; ~H H                LHLHLHHEP    Y]H(#H(H                   EHcH                   H;0~H0H                H#HH                   EHcH   H                H; ~!H HH                LHL)LHHEXLHL)LHHEP    Y_H#HH                   EHcH                   H; ~H H                LHL)LHHEP    Yf(]؋EHcH   H                H;}~HEHH                H(#H(H                   EHcH                   H;0~H0H                H#HH                   EHcH   H                H; ~!H HH                J    LHHEXJ    LHHEPD    AY_H#HH                   EHcH                   H; ~H H                J    LHHEPD    AY]ЋEHcH   H                H;u~HEHH                HSHAYXXXIPHYXXHWHYXHVHYIT$XH   H #HH                   EHcH   H                H;~!HHH                H( #H(H                   EHcH                   H;0~H0H                H #HH                   EHcH   H                H; ~!H HH                KHHEXK
HHEP    Y_H #HH                   EHcH                   H; ~H H                K
HHEP    Y]EHcH                   H;8~H8H                HH   H8  _K/H^HE`H#HH                   EHcH   H                H;~!HHH                H(#H(H                   EHcH                   H;0~H0H                H#HH                   EHcH   H                H; ~!H HH                KLHHEXK	LHHEP    Y_H#HH                   EHcH                   H; ~H H                K	LHHEP    Yf(]ЋEHcH   H                H;p~!HpHH                EHcH                   H;8~H8H                HH   H8  _HVHYKD- LH^HE`H#HH                   EHcH   H                H;~!HHH                H(#H(H                   EHcH                   H;0~H0H                H#HH                   EHcH   H                H; ~!H HH                LHLLHHEXLHLLHHEP    Y_H#HH                   EHcH                   H; ~H H                LHLLHHEP    Y]EHcH                   H;8~H8H                HH   H8  _LHLLH^HE`H#HH                   EHcH   H                H;~!HHH                H(#H(H                   EHcH                   H;0~H0H                H#HH                   EHcH   H                H; ~!H HH                J    LHHEXJ    LHHEP    Y_H#HH                   EHcH                   H; ~H H                J    LHHEP    Y]EHcH                   H;8~H8H                HH   H8  _J    LH^HE`H#HH                   EHcH   H                H;~!HHH                H(#H(H                   EHcH                   H;0~H0H                H#HH                   EHcH   H                H; ~!H HH                LHLLHHEXLHLLHHEP    Y_H#HH                   EHcH                   H; ~H H                LHLLHHEP    Yf(]ЋEHcH   H                H;u~HEHH                EHcH                   H;8~H8H                HH   H8  _HVHYLHLLH^HE`H#HH                   EHcH   H                H;~!HHH                H(#H(H                   EHcH                   H;0~H0H                H#HH                   EHcH   H                H; ~!H HH                LHLHLHHEXLHLHLHHEP    Y_H#HH                   EHcH                   H; ~H H                LHLHLHHEP    Y]EHcH                   H;8~H8H                HH   H8  _LHLHLH^HE`H#HH                   EHcH   H                H;~!HHH                H(#H(H                   EHcH                   H;0~H0H                H#HH                   EHcH   H                H; ~!H HH                LHL)LHHEXLHL)LHHEP    Y_H#HH                   EHcH                   H; ~H H                LHL)LHHEP    Yf(]ЋEHcH   H                H;u~HEHH                EHcH                   H;8~H8H                HH   H8  _HVHYLHL)LH^HE`H#HH                   EHcH   H                H;~!HHH                H(#H(H                   EHcH                   H;0~H0H                H#HH                   EHcH   H                H; ~!H HH                J    LHHEXJ    LHHEP    Y_H#HH                   EHcH                   H; ~H H                J    LHHEP    Yf(]ЋEHcH   H                H;u~HEHH                EHcH                   H;8~H8H                HH   H8  _HVHYJ    LH^HE`ЋEHcH   H                H; ~!H HH                H(#H(H	                   EHcH                   H;0~H0H                H#HH	                   EHcH   H                H; ~!H HH                LHLLHHEXLHLLHHEP    Y_H#HH	                   EHcH                   H; ~H H                LHLLHHEP    Yf(]H(	#H(H
                   EHcH                   H;0~H0H                H	#HH
                   EHcH   H                H; ~!H HH                LHLHLHHEXLHLHLHHEP    Y_H	#HH
                   EHcH                   H; ~H H                LHLHLHHEP    Yf(]EHcH   H                H;u~HEHH                EHcH                   H;`~H`H                HNHHHEf(]H(
#H(H                   EHcH                   H;0~H0H                H
#HH                   EHcH   H                H; ~!H HH                LHLHLLHHEXLHLHLLHHEP    Y_H
#HH                   EHcH                   H; ~H H                LHLHLLHHEP    Yf(]EHcH   H                H;u~HEHH                EHcH                   H;P~HPH                HNHHHE]H(#H(H                   EHcH                   H;0~H0H                H#HH                   EHcH   H                H; ~!H HH                LHLHLHHEXLHLHLHHEP<    Y_H#HH                   EHcH                   H; ~H H                LHLHLHHEP<    Y]ЋEHcH   H                H;u~HEHH                EHcH                   H;@~H@H                HNHHHE <]YXYXYHWXH   H#HH	                   EHcH   H                H;~!HHH                H(#H(H	                   EHcH                   H;0~H0H                H#HH	                   EHcH   H                H; ~!H HH                LHLLHHEXLHLLHHEP    Y_H#HH	                   EHcH                   H; ~H H                LHLLHHEP    Y]EHcH                   H; ~H H                HH   H8  _LHLLH^HE`H	#HH
                   EHcH   H                H;~!HHH                H(	#H(H
                   EHcH                   H;0~H0H                H	#HH
                   EHcH   H                H; ~!H HH                LHLHLHHEXLHLHLHHEP    Y_H	#HH
                   EHcH                   H; ~H H                LHLHLHHEP    Yf(]ЋEHcH   H                H;u~HEHH                EHcH                   H;`~H`H                HNHHHE]EHcH                   H; ~H H                HH   H8  _YLHLHLH^HE`H
#HH                   EHcH   H                H;~!HHH                H(
#H(H                   EHcH                   H;0~H0H                H
#HH                   EHcH   H                H; ~!H HH                LHLHLLHHEXLHLHLLHHEP    Y_H
#HH                   EHcH                   H; ~H H                LHLHLLHHEP    Yf(]ЋEHcH   H                H;u~HEHH                EHcH                   H;P~HPH                HNHHHE]EHcH                   H; ~H H                HH   H8  _YLHLHLLH^HE`H#HH                   EHcH   H                H;~!HHH                H(#H(H                   EHcH                   H;0~H0H                H#HH                   EHcH   H                H; ~!H HH                LHLHLHHEXLHLHLHHEP    Y_H#HH                   EHcH                   H; ~H H                LHLHLHHEP    Yf(]ЋEHcH   H                H;u~HEHH                EHcH                   H;@~H@H                HNHHHE ]EHcH                   H; ~H H                HH   H8  _YLHLHLH^HE`ЋEHcH   H                H;~!HHH                EHcH   H                H; ~!H HH                EHcH                   H;~HH                HNH   HHEpHHH^HEhЋEHcH                   H;~HH                    HHEx]    _`EHcH   H                H;~!HHH                EHcH                   H;8~H8H                HH   HHHH^`HEhЋEHcH   H                H;~!HHH                EHcH   H                H;8~!H8HH                EHcH                   H;~HH                HNH   HHExHHHH^HEhЋEHcH   H                H;~!HHH                EHcH                   H;~HH                HHHHHHEh    ]HHHHEhЋEHcH   H                H;~!HHH                EHcH                   H;~HH                HHHHHHEh    ]HHHHEhЋEHcH                   H;~HH                HHHH       ЋEHcH   H                H;~!HHH                EHcH                   H;~HH                    HHHHEh    Y_HpHHH   ЋEHcH   H                H;~!HHH                EHcH                   H;~HH                EHcH   H                H;~!HHH                HpHHHHH   HHHHH       \]HHHH   Ћ9Et                EẺH0  H@  HHH@H    HHH@       H    H@H~HHH    t>LE@H}(HM8H  H   H(  u0uHMIH/H  H0  H@  H8H0H    H8H0       H    H0H~H8H    t\L   H   HM8H  H  H   u0     u(      MIHQH0   Hǅ    ǅ   ǅ   ǅ   HH    H       H    H0  H@  H(H H    H H(HHH    H H~H(H    HH                            He[A\A]A^A_]              @U@     V@      Y@                                              $@                                                             Q@     @U@     V@     @U@                                      .@      $@                                                      I@     E@      J@      J@      T@     @U@     Q@              @      @      4@      4@      .@                             E@      7@     F@      J@      J@                      @      ;@      ;@      4@      @                                                      7@      I@                                      ;@      ;@                                                      J@     F@     F@     @P@      T@                      4@      ;@     A@     A@      4@                                      4@      4@     F@     F@                              ;@      D@      D@      ;@                                                              4@      4@                              ;@      D@      D@      ;@                                             F@     F@     @P@                                     A@     K@     A@                                                                      4@                                      D@      N@      D@                                                      4@                     F@     F@                      D@      N@      Y@     K@      D@                                -C6
?-C6
?h㈵>h㈵>h㈵>h㈵>h㈵>h㈵>h㈵>h㈵>Tqs*>        Recursive call to nonrecursive procedure 'inpoly'       At line 7336 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'poly' below lower bound of %ld     At line 7408 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'poly' above upper bound of %ld     At line 7409 of file Sfc_Ibis_BioGeoChemistry.f90 Loop iterates infinitely      At line 7411 of file Sfc_Ibis_BioGeoChemistry.f90       At line 7412 of file Sfc_Ibis_BioGeoChemistry.f90       At line 7413 of file Sfc_Ibis_BioGeoChemistry.f90       Loop variable has been modified Recursive call to nonrecursive procedure 'textcls'      At line 7169 of file Sfc_Ibis_BioGeoChemistry.f90                   Recursive call to nonrecursive procedure 'soilbgc'      At line 5487 of file Sfc_Ibis_BioGeoChemistry.f90 Memory allocation failed      Index '%ld' of dimension 1 of array 'ymintot' outside of expected range (%ld:%ld)       At line 5730 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'yminmic' outside of expected range (%ld:%ld)       At line 5731 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totnrel_p' outside of expected range (%ld:%ld)     At line 5689 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totnrel' outside of expected range (%ld:%ld)       At line 5729 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totmin_p' outside of expected range (%ld:%ld)      At line 5681 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totmin' outside of expected range (%ld:%ld)        At line 5658 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totimm_p' outside of expected range (%ld:%ld)      At line 5680 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totimm' outside of expected range (%ld:%ld)        At line 5659 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totcin' outside of expected range (%ld:%ld)        At line 5762 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totcend' outside of expected range (%ld:%ld)       At line 5761 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totcbegin' outside of expected range (%ld:%ld)     At line 5760 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totc' outside of expected range (%ld:%ld)  At line 5652 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'outcws' outside of expected range (%ld:%ld)        At line 5643 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'outcwm' outside of expected range (%ld:%ld)        At line 5642 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'outcwl' outside of expected range (%ld:%ld)        At line 5644 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'outcsb' outside of expected range (%ld:%ld)        At line 5645 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'outcrs' outside of expected range (%ld:%ld)        At line 5640 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'outcrm' outside of expected range (%ld:%ld)        At line 5639 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'outcrl' outside of expected range (%ld:%ld)        At line 5641 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'outcps' outside of expected range (%ld:%ld)        At line 5646 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'outcpb' outside of expected range (%ld:%ld)        At line 5649 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'outcns' outside of expected range (%ld:%ld)        At line 5647 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'outcnb' outside of expected range (%ld:%ld)        At line 5648 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'outcls' outside of expected range (%ld:%ld)        At line 5637 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'outclm' outside of expected range (%ld:%ld)        At line 5636 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'outcll' outside of expected range (%ld:%ld)        At line 5638 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'outcbp' outside of expected range (%ld:%ld)        At line 5650 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'outcbn' outside of expected range (%ld:%ld)        At line 5651 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nsoislop_p' outside of expected range (%ld:%ld)    At line 5748 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nsoislop' outside of expected range (%ld:%ld)      At line 5744 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nsoislon_p' outside of expected range (%ld:%ld)    At line 5747 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nsoislon' outside of expected range (%ld:%ld)      At line 5746 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nsoipas_p' outside of expected range (%ld:%ld)     At line 5691 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nsoipas' outside of expected range (%ld:%ld)       At line 5745 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nrelwl_p' outside of expected range (%ld:%ld)      At line 5688 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nrelwl' outside of expected range (%ld:%ld)        At line 5728 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nrelrl_p' outside of expected range (%ld:%ld)      At line 5687 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nrelrl' outside of expected range (%ld:%ld)        At line 5727 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nrelps_p' outside of expected range (%ld:%ld)      At line 5682 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nrelps' outside of expected range (%ld:%ld)        At line 5722 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nrelns_p' outside of expected range (%ld:%ld)      At line 5683 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nrelns' outside of expected range (%ld:%ld)        At line 5723 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nrelll_p' outside of expected range (%ld:%ld)      At line 5686 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nrelll' outside of expected range (%ld:%ld)        At line 5726 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nrelbp_p' outside of expected range (%ld:%ld)      At line 5685 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nrelbp' outside of expected range (%ld:%ld)        At line 5725 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nrelbn_p' outside of expected range (%ld:%ld)      At line 5684 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nrelbn' outside of expected range (%ld:%ld)        At line 5724 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminws_p' outside of expected range (%ld:%ld)      At line 5667 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminws' outside of expected range (%ld:%ld)        At line 5715 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminwm_p' outside of expected range (%ld:%ld)      At line 5669 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminwm' outside of expected range (%ld:%ld)        At line 5716 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminslop_p' outside of expected range (%ld:%ld)    At line 5677 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminslop' outside of expected range (%ld:%ld)      At line 5720 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminslon_p' outside of expected range (%ld:%ld)    At line 5675 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminslon' outside of expected range (%ld:%ld)      At line 5719 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminrs_p' outside of expected range (%ld:%ld)      At line 5663 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminrs' outside of expected range (%ld:%ld)        At line 5713 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminrm_p' outside of expected range (%ld:%ld)      At line 5673 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminrm' outside of expected range (%ld:%ld)        At line 5718 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminpas_p' outside of expected range (%ld:%ld)     At line 5679 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminpas' outside of expected range (%ld:%ld)       At line 5721 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminls_p' outside of expected range (%ld:%ld)      At line 5665 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminls' outside of expected range (%ld:%ld)        At line 5714 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminlm_p' outside of expected range (%ld:%ld)      At line 5671 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminlm' outside of expected range (%ld:%ld)        At line 5717 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nlitws_p' outside of expected range (%ld:%ld)      At line 5699 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nlitws' outside of expected range (%ld:%ld)        At line 5742 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nlitwm_p' outside of expected range (%ld:%ld)      At line 5698 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nlitwm' outside of expected range (%ld:%ld)        At line 5741 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nlitwl_p' outside of expected range (%ld:%ld)      At line 5700 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nlitwl' outside of expected range (%ld:%ld)        At line 5743 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nlitrs_p' outside of expected range (%ld:%ld)      At line 5696 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nlitrs' outside of expected range (%ld:%ld)        At line 5739 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nlitrm_p' outside of expected range (%ld:%ld)      At line 5695 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nlitrm' outside of expected range (%ld:%ld)        At line 5738 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nlitrl_p' outside of expected range (%ld:%ld)      At line 5697 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nlitrl' outside of expected range (%ld:%ld)        At line 5740 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nlitls_p' outside of expected range (%ld:%ld)      At line 5693 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nlitls' outside of expected range (%ld:%ld)        At line 5736 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nlitlm_p' outside of expected range (%ld:%ld)      At line 5692 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nlitlm' outside of expected range (%ld:%ld)        At line 5735 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nlitll_p' outside of expected range (%ld:%ld)      At line 5694 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nlitll' outside of expected range (%ld:%ld)        At line 5737 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'netmin_p' outside of expected range (%ld:%ld)      At line 5690 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'netmin' outside of expected range (%ld:%ld)        At line 5660 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbiows_p' outside of expected range (%ld:%ld)      At line 5666 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbiows' outside of expected range (%ld:%ld)        At line 5706 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbiowm_p' outside of expected range (%ld:%ld)      At line 5668 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbiowm' outside of expected range (%ld:%ld)        At line 5707 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbioslop_p' outside of expected range (%ld:%ld)    At line 5676 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbioslop' outside of expected range (%ld:%ld)      At line 5711 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbioslon_p' outside of expected range (%ld:%ld)    At line 5674 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbioslon' outside of expected range (%ld:%ld)      At line 5710 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbiors_p' outside of expected range (%ld:%ld)      At line 5662 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbiors' outside of expected range (%ld:%ld)        At line 5704 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbiorm_p' outside of expected range (%ld:%ld)      At line 5672 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbiorm' outside of expected range (%ld:%ld)        At line 5709 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbiopas_p' outside of expected range (%ld:%ld)     At line 5678 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbiopas' outside of expected range (%ld:%ld)       At line 5712 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbiols_p' outside of expected range (%ld:%ld)      At line 5664 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbiols' outside of expected range (%ld:%ld)        At line 5705 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbiolm_p' outside of expected range (%ld:%ld)      At line 5670 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbiolm' outside of expected range (%ld:%ld)        At line 5708 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'fixsoin' outside of expected range (%ld:%ld)       At line 5763 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'depth2' outside of expected range (%ld:%ld)        At line 5766 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'depth' outside of expected range (%ld:%ld) At line 5765 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'deposn' outside of expected range (%ld:%ld)        At line 5764 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'dcsdt' outside of expected range (%ld:%ld) At line 5657 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'dcpdt' outside of expected range (%ld:%ld) At line 5656 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'dcndt' outside of expected range (%ld:%ld) At line 5655 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'dbdt' outside of expected range (%ld:%ld)  At line 5654 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'cmicp' outside of expected range (%ld:%ld) At line 5754 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'cmicn' outside of expected range (%ld:%ld) At line 5753 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'cmicmx' outside of expected range (%ld:%ld)        At line 5755 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'cleach' outside of expected range (%ld:%ld)        At line 5759 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6102 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'cnrf' below lower bound of %ld     At line 6108 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'cnrf' above upper bound of %ld     At line 6127 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'cprf' below lower bound of %ld     At line 6133 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'cprf' above upper bound of %ld     At line 6137 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6138 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6139 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6140 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'depth' below lower bound of %ld    At line 6141 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'depth' above upper bound of %ld    At line 6142 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 2 of array 'hsoi' below lower bound of %ld     Index '%ld' of dimension 2 of array 'hsoi' above upper bound of %ld     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 'depth2' below lower bound of %ld   At line 6144 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'depth2' above upper bound of %ld   At line 6145 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6151 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6170 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6175 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6176 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 2 of array 'sand' below lower bound of %ld     At line 6178 of file Sfc_Ibis_BioGeoChemistry.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 6179 of file Sfc_Ibis_BioGeoChemistry.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 6182 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6183 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totcbegin' below lower bound of %ld        At line 6202 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totcbegin' above upper bound of %ld        Index '%ld' of dimension 1 of array 'storedn' below lower bound of %ld  At line 6203 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'storedn' above upper bound of %ld  Index '%ld' of dimension 1 of array 'storedn_p' below lower bound of %ld        At line 6204 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'storedn_p' above upper bound of %ld        Index '%ld' of dimension 1 of array 'yrleach' below lower bound of %ld  At line 6215 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'yrleach' above upper bound of %ld  Index '%ld' of dimension 1 of array 'cleach' below lower bound of %ld   At line 6216 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'cleach' above upper bound of %ld   Index '%ld' of dimension 1 of array 'ynleach' below lower bound of %ld  At line 6217 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'ynleach' above upper bound of %ld  Index '%ld' of dimension 1 of array 'ynleach_p' below lower bound of %ld        At line 6218 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'ynleach_p' above upper bound of %ld        Index '%ld' of dimension 1 of array 'ymintot' below lower bound of %ld  At line 6219 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'ymintot' above upper bound of %ld  Index '%ld' of dimension 1 of array 'yminmic' below lower bound of %ld  At line 6220 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'yminmic' above upper bound of %ld  Index '%ld' of dimension 1 of array 'totcin' below lower bound of %ld   At line 6241 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totcin' above upper bound of %ld   Index '%ld' of dimension 1 of array 'adfalll' below lower bound of %ld  Index '%ld' of dimension 1 of array 'adfalll' above upper bound of %ld  Index '%ld' of dimension 1 of array 'adfallr' below lower bound of %ld  Index '%ld' of dimension 1 of array 'adfallr' above upper bound of %ld  Index '%ld' of dimension 1 of array 'adfallw' below lower bound of %ld  Index '%ld' of dimension 1 of array 'adfallw' above upper bound of %ld  Index '%ld' of dimension 1 of array 'totc' below lower bound of %ld     At line 6246 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totc' above upper bound of %ld     Index '%ld' of dimension 1 of array 'clitlm' below lower bound of %ld   Index '%ld' of dimension 1 of array 'clitlm' above upper bound of %ld   Index '%ld' of dimension 1 of array 'clitls' below lower bound of %ld   Index '%ld' of dimension 1 of array 'clitls' above upper bound of %ld   Index '%ld' of dimension 1 of array 'clitrm' below lower bound of %ld   Index '%ld' of dimension 1 of array 'clitrm' above upper bound of %ld   Index '%ld' of dimension 1 of array 'clitrs' below lower bound of %ld   Index '%ld' of dimension 1 of array 'clitrs' above upper bound of %ld   Index '%ld' of dimension 1 of array 'clitwm' below lower bound of %ld   At line 6247 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'clitwm' above upper bound of %ld   Index '%ld' of dimension 1 of array 'clitws' below lower bound of %ld   Index '%ld' of dimension 1 of array 'clitws' above upper bound of %ld   Index '%ld' of dimension 1 of array 'csoislop' below lower bound of %ld Index '%ld' of dimension 1 of array 'csoislop' above upper bound of %ld Index '%ld' of dimension 1 of array 'csoislon' below lower bound of %ld Index '%ld' of dimension 1 of array 'csoislon' above upper bound of %ld Index '%ld' of dimension 1 of array 'csoipas' below lower bound of %ld  At line 6248 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'csoipas' above upper bound of %ld  Index '%ld' of dimension 1 of array 'totcmic' below lower bound of %ld  Index '%ld' of dimension 1 of array 'totcmic' above upper bound of %ld  Index '%ld' of dimension 1 of array 'clitll' below lower bound of %ld   Index '%ld' of dimension 1 of array 'clitll' above upper bound of %ld   Index '%ld' of dimension 1 of array 'clitrl' below lower bound of %ld   Index '%ld' of dimension 1 of array 'clitrl' above upper bound of %ld   Index '%ld' of dimension 1 of array 'clitwl' below lower bound of %ld   Index '%ld' of dimension 1 of array 'clitwl' above upper bound of %ld   At line 6253 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'cmicmx' below lower bound of %ld   At line 6268 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'cmicmx' above upper bound of %ld   At line 6272 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'cmicp' below lower bound of %ld    At line 6274 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'cmicp' above upper bound of %ld    Index '%ld' of dimension 1 of array 'cmicn' below lower bound of %ld    At line 6275 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'cmicn' above upper bound of %ld    At line 6279 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6280 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6290 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6291 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6316 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6317 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6318 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6320 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'input_p' below lower bound of %ld  Index '%ld' of dimension 1 of array 'input_p' above upper bound of %ld  At line 6321 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6322 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6324 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6325 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6326 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'outcrs' below lower bound of %ld   At line 6336 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'outcrs' above upper bound of %ld   Index '%ld' of dimension 1 of array 'decomps' below lower bound of %ld  Index '%ld' of dimension 1 of array 'decomps' above upper bound of %ld  Index '%ld' of dimension 1 of array 'outcws' below lower bound of %ld   At line 6337 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'outcws' above upper bound of %ld   Index '%ld' of dimension 1 of array 'decompl' below lower bound of %ld  Index '%ld' of dimension 1 of array 'decompl' above upper bound of %ld  Index '%ld' of dimension 1 of array 'outcls' below lower bound of %ld   At line 6338 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'outcls' above upper bound of %ld   Index '%ld' of dimension 1 of array 'outclm' below lower bound of %ld   At line 6339 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'outclm' above upper bound of %ld   Index '%ld' of dimension 1 of array 'outcrm' below lower bound of %ld   At line 6340 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'outcrm' above upper bound of %ld   Index '%ld' of dimension 1 of array 'outcwm' below lower bound of %ld   At line 6341 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'outcwm' above upper bound of %ld   Index '%ld' of dimension 1 of array 'outcnb' below lower bound of %ld   At line 6342 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'outcnb' above upper bound of %ld   Index '%ld' of dimension 1 of array 'outcpb' below lower bound of %ld   At line 6344 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'outcpb' above upper bound of %ld   Index '%ld' of dimension 1 of array 'outcsb' below lower bound of %ld   At line 6346 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'outcsb' above upper bound of %ld   Index '%ld' of dimension 1 of array 'outcbp' below lower bound of %ld   At line 6354 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'outcbp' above upper bound of %ld   Index '%ld' of dimension 1 of array 'outcbn' below lower bound of %ld   At line 6355 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'outcbn' above upper bound of %ld   At line 6362 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6363 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'dbdt' below lower bound of %ld     At line 6375 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'dbdt' above upper bound of %ld     At line 6376 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6377 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6378 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6379 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6380 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6381 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'outcll' below lower bound of %ld   At line 6390 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'outcll' above upper bound of %ld   Index '%ld' of dimension 1 of array 'outcrl' below lower bound of %ld   At line 6391 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'outcrl' above upper bound of %ld   Index '%ld' of dimension 1 of array 'outcwl' below lower bound of %ld   At line 6392 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'outcwl' above upper bound of %ld   Index '%ld' of dimension 1 of array 'outcns' below lower bound of %ld   At line 6393 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'outcns' above upper bound of %ld   At line 6394 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'dcndt' below lower bound of %ld    At line 6401 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'dcndt' above upper bound of %ld    At line 6402 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6403 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6404 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'outcps' below lower bound of %ld   At line 6412 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'outcps' above upper bound of %ld   At line 6413 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'dcpdt' below lower bound of %ld    At line 6420 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'dcpdt' above upper bound of %ld    At line 6421 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6422 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6423 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'dcsdt' below lower bound of %ld    At line 6454 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'dcsdt' above upper bound of %ld    At line 6455 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6457 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6458 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6460 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6461 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6462 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6464 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6465 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6466 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6474 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6475 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6479 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbiors' below lower bound of %ld   At line 6499 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbiors' above upper bound of %ld   At line 6500 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminrs' below lower bound of %ld   At line 6501 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminrs' above upper bound of %ld   At line 6504 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6505 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6506 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbiors_p' below lower bound of %ld At line 6514 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbiors_p' above upper bound of %ld At line 6515 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminrs_p' below lower bound of %ld At line 6516 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminrs_p' above upper bound of %ld At line 6519 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6520 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6521 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbiols' below lower bound of %ld   At line 6530 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbiols' above upper bound of %ld   At line 6531 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminls' below lower bound of %ld   At line 6532 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminls' above upper bound of %ld   At line 6535 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6536 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6537 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbiols_p' below lower bound of %ld At line 6545 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbiols_p' above upper bound of %ld At line 6546 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminls_p' below lower bound of %ld At line 6547 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminls_p' above upper bound of %ld At line 6550 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6551 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6552 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbiows' below lower bound of %ld   At line 6561 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbiows' above upper bound of %ld   At line 6562 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminws' below lower bound of %ld   At line 6563 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminws' above upper bound of %ld   At line 6566 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6567 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6568 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbiows_p' below lower bound of %ld At line 6576 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbiows_p' above upper bound of %ld At line 6577 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminws_p' below lower bound of %ld At line 6578 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminws_p' above upper bound of %ld At line 6581 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6582 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6583 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbiowm' below lower bound of %ld   At line 6592 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbiowm' above upper bound of %ld   At line 6593 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminwm' below lower bound of %ld   At line 6594 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminwm' above upper bound of %ld   At line 6597 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6598 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6599 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbiowm_p' below lower bound of %ld At line 6607 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbiowm_p' above upper bound of %ld At line 6608 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminwm_p' below lower bound of %ld At line 6609 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminwm_p' above upper bound of %ld At line 6612 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6613 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6614 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbiolm' below lower bound of %ld   At line 6623 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbiolm' above upper bound of %ld   At line 6624 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminlm' below lower bound of %ld   At line 6625 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminlm' above upper bound of %ld   At line 6628 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6629 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6630 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbiolm_p' below lower bound of %ld At line 6638 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbiolm_p' above upper bound of %ld At line 6639 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminlm_p' below lower bound of %ld At line 6640 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminlm_p' above upper bound of %ld At line 6643 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6644 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6645 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbiorm' below lower bound of %ld   At line 6654 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbiorm' above upper bound of %ld   At line 6655 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminrm' below lower bound of %ld   At line 6656 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminrm' above upper bound of %ld   At line 6659 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6660 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6661 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbiorm_p' below lower bound of %ld At line 6669 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbiorm_p' above upper bound of %ld At line 6670 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminrm_p' below lower bound of %ld At line 6671 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminrm_p' above upper bound of %ld At line 6674 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6675 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6676 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbioslon' below lower bound of %ld At line 6685 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbioslon' above upper bound of %ld At line 6686 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminslon' below lower bound of %ld At line 6687 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminslon' above upper bound of %ld At line 6690 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6691 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6692 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbioslon_p' below lower bound of %ld       At line 6702 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbioslon_p' above upper bound of %ld       At line 6703 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminslon_p' below lower bound of %ld       At line 6704 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminslon_p' above upper bound of %ld       At line 6707 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6708 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6709 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbioslop' below lower bound of %ld At line 6718 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbioslop' above upper bound of %ld At line 6719 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminslop' below lower bound of %ld At line 6720 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminslop' above upper bound of %ld At line 6723 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6724 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6725 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbioslop_p' below lower bound of %ld       At line 6733 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbioslop_p' above upper bound of %ld       At line 6734 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminslop_p' below lower bound of %ld       At line 6735 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminslop_p' above upper bound of %ld       At line 6738 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6739 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6740 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbiopas' below lower bound of %ld  At line 6749 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbiopas' above upper bound of %ld  At line 6750 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminpas' below lower bound of %ld  At line 6751 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminpas' above upper bound of %ld  At line 6754 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6755 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6756 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbiopas_p' below lower bound of %ld        At line 6764 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nbiopas_p' above upper bound of %ld        At line 6765 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminpas_p' below lower bound of %ld        At line 6766 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nminpas_p' above upper bound of %ld        At line 6769 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6770 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6771 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totimm' below lower bound of %ld   At line 6779 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totimm' above upper bound of %ld   At line 6780 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6781 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totimm_p' below lower bound of %ld At line 6787 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totimm_p' above upper bound of %ld At line 6788 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6789 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totmin' below lower bound of %ld   At line 6800 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totmin' above upper bound of %ld   At line 6801 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6802 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totmin_p' below lower bound of %ld At line 6813 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totmin_p' above upper bound of %ld At line 6814 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6815 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nrelps' below lower bound of %ld   At line 6830 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nrelps' above upper bound of %ld   Index '%ld' of dimension 1 of array 'nrelns' below lower bound of %ld   At line 6831 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nrelns' above upper bound of %ld   Index '%ld' of dimension 1 of array 'nrelbn' below lower bound of %ld   At line 6832 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nrelbn' above upper bound of %ld   At line 6833 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nrelbp' below lower bound of %ld   At line 6834 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nrelbp' above upper bound of %ld   At line 6835 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nrelll' below lower bound of %ld   At line 6836 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nrelll' above upper bound of %ld   At line 6837 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nrelrl' below lower bound of %ld   At line 6838 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nrelrl' above upper bound of %ld   At line 6839 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nrelwl' below lower bound of %ld   At line 6840 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nrelwl' above upper bound of %ld   At line 6841 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totnrel' below lower bound of %ld  At line 6843 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totnrel' above upper bound of %ld  At line 6844 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nrelps_p' below lower bound of %ld At line 6859 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nrelps_p' above upper bound of %ld Index '%ld' of dimension 1 of array 'nrelns_p' below lower bound of %ld At line 6860 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nrelns_p' above upper bound of %ld Index '%ld' of dimension 1 of array 'nrelbn_p' below lower bound of %ld At line 6862 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nrelbn_p' above upper bound of %ld At line 6863 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nrelbp_p' below lower bound of %ld At line 6865 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nrelbp_p' above upper bound of %ld At line 6866 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nrelll_p' below lower bound of %ld At line 6868 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nrelll_p' above upper bound of %ld At line 6869 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nrelrl_p' below lower bound of %ld At line 6870 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nrelrl_p' above upper bound of %ld At line 6871 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nrelwl_p' below lower bound of %ld At line 6872 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nrelwl_p' above upper bound of %ld At line 6873 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totnrel_p' below lower bound of %ld        At line 6875 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totnrel_p' above upper bound of %ld        At line 6876 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'netmin' below lower bound of %ld   At line 6894 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'netmin' above upper bound of %ld   At line 6895 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'tnmin' below lower bound of %ld    At line 6897 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'tnmin' above upper bound of %ld    At line 6901 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'netmin_p' below lower bound of %ld At line 6920 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'netmin_p' above upper bound of %ld At line 6921 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'tnmin_p' below lower bound of %ld  At line 6923 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'tnmin_p' above upper bound of %ld  At line 6927 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6936 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6942 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6949 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6950 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6951 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6952 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6953 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6954 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6955 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6956 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6957 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6958 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6959 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6960 of file Sfc_Ibis_BioGeoChemistry.f90       At line 6961 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totnmic' below lower bound of %ld  At line 6970 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totnmic' above upper bound of %ld  Index '%ld' of dimension 1 of array 'nsoislon' below lower bound of %ld At line 6971 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nsoislon' above upper bound of %ld Index '%ld' of dimension 1 of array 'nsoislop' below lower bound of %ld At line 6972 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nsoislop' above upper bound of %ld Index '%ld' of dimension 1 of array 'nsoipas' below lower bound of %ld  At line 6973 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nsoipas' above upper bound of %ld  Index '%ld' of dimension 1 of array 'nlitlm' below lower bound of %ld   At line 6974 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nlitlm' above upper bound of %ld   Index '%ld' of dimension 1 of array 'nlitls' below lower bound of %ld   At line 6975 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nlitls' above upper bound of %ld   Index '%ld' of dimension 1 of array 'nlitll' below lower bound of %ld   At line 6976 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nlitll' above upper bound of %ld   Index '%ld' of dimension 1 of array 'nlitrm' below lower bound of %ld   At line 6977 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nlitrm' above upper bound of %ld   Index '%ld' of dimension 1 of array 'nlitrs' below lower bound of %ld   At line 6978 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nlitrs' above upper bound of %ld   Index '%ld' of dimension 1 of array 'nlitrl' below lower bound of %ld   At line 6979 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nlitrl' above upper bound of %ld   Index '%ld' of dimension 1 of array 'nlitwm' below lower bound of %ld   At line 6980 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nlitwm' above upper bound of %ld   Index '%ld' of dimension 1 of array 'nlitws' below lower bound of %ld   At line 6981 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nlitws' above upper bound of %ld   Index '%ld' of dimension 1 of array 'nlitwl' below lower bound of %ld   At line 6982 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nlitwl' above upper bound of %ld   Index '%ld' of dimension 1 of array 'totnmic_p' below lower bound of %ld        At line 6991 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totnmic_p' above upper bound of %ld        Index '%ld' of dimension 1 of array 'nsoislon_p' below lower bound of %ld       At line 6992 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nsoislon_p' above upper bound of %ld       Index '%ld' of dimension 1 of array 'nsoislop_p' below lower bound of %ld       At line 6993 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nsoislop_p' above upper bound of %ld       Index '%ld' of dimension 1 of array 'nsoipas_p' below lower bound of %ld        At line 6994 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nsoipas_p' above upper bound of %ld        Index '%ld' of dimension 1 of array 'nlitlm_p' below lower bound of %ld At line 6995 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nlitlm_p' above upper bound of %ld Index '%ld' of dimension 1 of array 'nlitls_p' below lower bound of %ld At line 6996 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nlitls_p' above upper bound of %ld Index '%ld' of dimension 1 of array 'nlitll_p' below lower bound of %ld At line 6997 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nlitll_p' above upper bound of %ld Index '%ld' of dimension 1 of array 'nlitrm_p' below lower bound of %ld At line 6998 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nlitrm_p' above upper bound of %ld Index '%ld' of dimension 1 of array 'nlitrs_p' below lower bound of %ld At line 6999 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nlitrs_p' above upper bound of %ld Index '%ld' of dimension 1 of array 'nlitrl_p' below lower bound of %ld At line 7000 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nlitrl_p' above upper bound of %ld Index '%ld' of dimension 1 of array 'nlitwm_p' below lower bound of %ld At line 7001 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nlitwm_p' above upper bound of %ld Index '%ld' of dimension 1 of array 'nlitws_p' below lower bound of %ld At line 7002 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nlitws_p' above upper bound of %ld Index '%ld' of dimension 1 of array 'nlitwl_p' below lower bound of %ld At line 7003 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nlitwl_p' above upper bound of %ld Index '%ld' of dimension 1 of array 'totlit' below lower bound of %ld   At line 7008 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totlit' above upper bound of %ld   At line 7009 of file Sfc_Ibis_BioGeoChemistry.f90       At line 7010 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totalit' below lower bound of %ld  At line 7014 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totalit' above upper bound of %ld  At line 7015 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totrlit' below lower bound of %ld  At line 7019 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totrlit' above upper bound of %ld  Index '%ld' of dimension 1 of array 'totcsoi' below lower bound of %ld  At line 7023 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totcsoi' above upper bound of %ld  At line 7024 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totfall' below lower bound of %ld  At line 7028 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totfall' above upper bound of %ld  Index '%ld' of dimension 1 of array 'falll' below lower bound of %ld    Index '%ld' of dimension 1 of array 'falll' above upper bound of %ld    Index '%ld' of dimension 1 of array 'fallr' below lower bound of %ld    Index '%ld' of dimension 1 of array 'fallr' above upper bound of %ld    Index '%ld' of dimension 1 of array 'fallw' below lower bound of %ld    Index '%ld' of dimension 1 of array 'fallw' above upper bound of %ld    Index '%ld' of dimension 1 of array 'totnlit' below lower bound of %ld  At line 7034 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totnlit' above upper bound of %ld  At line 7035 of file Sfc_Ibis_BioGeoChemistry.f90       At line 7036 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totanlit' below lower bound of %ld At line 7040 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totanlit' above upper bound of %ld At line 7041 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totrnlit' below lower bound of %ld At line 7045 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totrnlit' above upper bound of %ld Index '%ld' of dimension 1 of array 'totnsoi' below lower bound of %ld  At line 7049 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totnsoi' above upper bound of %ld  At line 7050 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totnlit_p' below lower bound of %ld        At line 7056 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totnlit_p' above upper bound of %ld        At line 7057 of file Sfc_Ibis_BioGeoChemistry.f90       At line 7058 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totanlit_p' below lower bound of %ld       At line 7062 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totanlit_p' above upper bound of %ld       At line 7063 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totrnlit_p' below lower bound of %ld       At line 7067 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totrnlit_p' above upper bound of %ld       Index '%ld' of dimension 1 of array 'totnsoi_p' below lower bound of %ld        At line 7071 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totnsoi_p' above upper bound of %ld        At line 7072 of file Sfc_Ibis_BioGeoChemistry.f90       At line 7084 of file Sfc_Ibis_BioGeoChemistry.f90       At line 7085 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totcend' below lower bound of %ld  At line 7094 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totcend' above upper bound of %ld  Index '%ld' of dimension 1 of array 'deposn' below lower bound of %ld   At line 7127 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'deposn' above upper bound of %ld   Index '%ld' of dimension 1 of array 'ayprcp' below lower bound of %ld   Index '%ld' of dimension 1 of array 'ayprcp' above upper bound of %ld   Index '%ld' of dimension 1 of array 'fixsoin' below lower bound of %ld  At line 7128 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'fixsoin' above upper bound of %ld  At line 7129 of file Sfc_Ibis_BioGeoChemistry.f90       At line 7131 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'tco2mic' below lower bound of %ld  At line 7149 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'tco2mic' above upper bound of %ld  At line 7154 of file Sfc_Ibis_BioGeoChemistry.f90       Recursive call to nonrecursive procedure 'existence'    At line 5135 of file Sfc_Ibis_BioGeoChemistry.f90       At line 5194 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 2 of array 'exist' above upper bound of %ld    At line 5198 of file Sfc_Ibis_BioGeoChemistry.f90       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 5199 of file Sfc_Ibis_BioGeoChemistry.f90       At line 5200 of file Sfc_Ibis_BioGeoChemistry.f90       At line 5201 of file Sfc_Ibis_BioGeoChemistry.f90       At line 5202 of file Sfc_Ibis_BioGeoChemistry.f90       At line 5203 of file Sfc_Ibis_BioGeoChemistry.f90       At line 5204 of file Sfc_Ibis_BioGeoChemistry.f90       At line 5205 of file Sfc_Ibis_BioGeoChemistry.f90       At line 5206 of file Sfc_Ibis_BioGeoChemistry.f90       At line 5207 of file Sfc_Ibis_BioGeoChemistry.f90       At line 5208 of file Sfc_Ibis_BioGeoChemistry.f90       At line 5209 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'tcmin' below lower bound of %ld    At line 5330 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'tcmin' above upper bound of %ld    Index '%ld' of dimension 1 of array 'tminl' above upper bound of %ld    At line 5336 of file Sfc_Ibis_BioGeoChemistry.f90       At line 5343 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'tminu' above upper bound of %ld    At line 5344 of file Sfc_Ibis_BioGeoChemistry.f90       At line 5352 of file Sfc_Ibis_BioGeoChemistry.f90       At line 5353 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'gdd5' below lower bound of %ld     At line 5354 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'gdd5' above upper bound of %ld     Index '%ld' of dimension 1 of array 'gdd' above upper bound of %ld      At line 5362 of file Sfc_Ibis_BioGeoChemistry.f90       At line 5363 of file Sfc_Ibis_BioGeoChemistry.f90       At line 5364 of file Sfc_Ibis_BioGeoChemistry.f90       At line 5372 of file Sfc_Ibis_BioGeoChemistry.f90       At line 5373 of file Sfc_Ibis_BioGeoChemistry.f90       At line 5374 of file Sfc_Ibis_BioGeoChemistry.f90       At line 5375 of file Sfc_Ibis_BioGeoChemistry.f90       At line 5383 of file Sfc_Ibis_BioGeoChemistry.f90       At line 5384 of file Sfc_Ibis_BioGeoChemistry.f90       At line 5385 of file Sfc_Ibis_BioGeoChemistry.f90       At line 5386 of file Sfc_Ibis_BioGeoChemistry.f90       At line 5393 of file Sfc_Ibis_BioGeoChemistry.f90       At line 5394 of file Sfc_Ibis_BioGeoChemistry.f90       At line 5395 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'gdd0' below lower bound of %ld     At line 5401 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'gdd0' above upper bound of %ld     At line 5407 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'tw' below lower bound of %ld       At line 5414 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'tw' above upper bound of %ld       Index '%ld' of dimension 1 of array 'twarm' above upper bound of %ld    At line 5415 of file Sfc_Ibis_BioGeoChemistry.f90       At line 5421 of file Sfc_Ibis_BioGeoChemistry.f90       Recursive call to nonrecursive procedure 'climanl2'     At line 5019 of file Sfc_Ibis_BioGeoChemistry.f90       At line 5095 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'tc' below lower bound of %ld       At line 5097 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'tc' above upper bound of %ld       Index '%ld' of dimension 1 of array 'tcthis' below lower bound of %ld   Index '%ld' of dimension 1 of array 'tcthis' above upper bound of %ld   At line 5098 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'twthis' below lower bound of %ld   Index '%ld' of dimension 1 of array 'twthis' above upper bound of %ld   At line 5100 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'deltat' below lower bound of %ld   Index '%ld' of dimension 1 of array 'deltat' above upper bound of %ld   At line 5102 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'gdd0this' below lower bound of %ld Index '%ld' of dimension 1 of array 'gdd0this' above upper bound of %ld At line 5104 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'gdd5this' below lower bound of %ld Index '%ld' of dimension 1 of array 'gdd5this' above upper bound of %ld At line 5111 of file Sfc_Ibis_BioGeoChemistry.f90       At line 5112 of file Sfc_Ibis_BioGeoChemistry.f90       At line 5113 of file Sfc_Ibis_BioGeoChemistry.f90       At line 5114 of file Sfc_Ibis_BioGeoChemistry.f90       Recursive call to nonrecursive procedure 'vdiag'        At line 4866 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'vtarea' outside of expected range (%ld:%ld)        At line 4914 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'vsoic' outside of expected range (%ld:%ld) At line 4920 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'vrunoff' outside of expected range (%ld:%ld)       At line 4921 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'vnpp' outside of expected range (%ld:%ld)  At line 4916 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'vnee' outside of expected range (%ld:%ld)  At line 4915 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'vlai' outside of expected range (%ld:%ld)  At line 4919 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'vgpp' outside of expected range (%ld:%ld)  At line 4917 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'vbiomass' outside of expected range (%ld:%ld)      At line 4918 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4926 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'vtarea' below lower bound of %ld   At line 4928 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'vtarea' above upper bound of %ld   Index '%ld' of dimension 1 of array 'vnee' below lower bound of %ld     At line 4929 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'vnee' above upper bound of %ld     Index '%ld' of dimension 1 of array 'vnpp' below lower bound of %ld     At line 4930 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'vnpp' above upper bound of %ld     Index '%ld' of dimension 1 of array 'vgpp' below lower bound of %ld     At line 4931 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'vgpp' above upper bound of %ld     Index '%ld' of dimension 1 of array 'vbiomass' below lower bound of %ld At line 4932 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'vbiomass' above upper bound of %ld Index '%ld' of dimension 1 of array 'vlai' below lower bound of %ld     At line 4933 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'vlai' above upper bound of %ld     Index '%ld' of dimension 1 of array 'vsoic' below lower bound of %ld    At line 4934 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'vsoic' above upper bound of %ld    Index '%ld' of dimension 1 of array 'vrunoff' below lower bound of %ld  At line 4935 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'vrunoff' above upper bound of %ld  At line 4941 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'vegtype0' below lower bound of %ld At line 4943 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'vegtype0' above upper bound of %ld At line 4945 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'garea' below lower bound of %ld    Index '%ld' of dimension 1 of array 'garea' above upper bound of %ld    At line 4947 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'ayneetot' below lower bound of %ld Index '%ld' of dimension 1 of array 'ayneetot' above upper bound of %ld At line 4948 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'aynpptot' below lower bound of %ld Index '%ld' of dimension 1 of array 'aynpptot' above upper bound of %ld At line 4949 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'aygpptot' below lower bound of %ld Index '%ld' of dimension 1 of array 'aygpptot' above upper bound of %ld At line 4951 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totbiou' below lower bound of %ld  Index '%ld' of dimension 1 of array 'totbiou' above upper bound of %ld  At line 4952 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totbiol' below lower bound of %ld  Index '%ld' of dimension 1 of array 'totbiol' above upper bound of %ld  At line 4954 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totlaiu' below lower bound of %ld  Index '%ld' of dimension 1 of array 'totlaiu' above upper bound of %ld  At line 4955 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totlail' below lower bound of %ld  Index '%ld' of dimension 1 of array 'totlail' above upper bound of %ld  At line 4957 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'aycsoi' below lower bound of %ld   Index '%ld' of dimension 1 of array 'aycsoi' above upper bound of %ld   At line 4959 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'aytrunoff' below lower bound of %ld        Index '%ld' of dimension 1 of array 'aytrunoff' above upper bound of %ld        At line 4965 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4967 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4968 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4969 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4970 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4971 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4972 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4973 of file Sfc_Ibis_BioGeoChemistry.f90 Sfc_Ibis_BioGeoChemistry.f90 ibis.out.vegtypeunknown  * * annual diagnostic fields by vegetation type * *     year    veg           area       nee       npp       gpp   biomass       lai   scarbon    runoff        At line 4990 of file Sfc_Ibis_BioGeoChemistry.f90 (1x,i4,5x,i2,5x,1e10.3,7f10.3)At line 4993 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4994 of file Sfc_Ibis_BioGeoChemistry.f90      Recursive call to nonrecursive procedure 'gdiag'        At line 4597 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4712 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'ayrratio' below lower bound of %ld At line 4714 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'ayrratio' above upper bound of %ld At line 4715 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'aytratio' below lower bound of %ld At line 4717 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'aytratio' above upper bound of %ld Index '%ld' of dimension 1 of array 'aytrans' below lower bound of %ld  Index '%ld' of dimension 1 of array 'aytrans' above upper bound of %ld  Index '%ld' of dimension 1 of array 'ayaet' below lower bound of %ld    At line 4718 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'ayaet' above upper bound of %ld    At line 4720 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4722 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4723 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4724 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4725 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4726 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4727 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'ayalit' below lower bound of %ld   Index '%ld' of dimension 1 of array 'ayalit' above upper bound of %ld   At line 4728 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'ayblit' below lower bound of %ld   Index '%ld' of dimension 1 of array 'ayblit' above upper bound of %ld   At line 4729 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4730 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'ayco2soi' below lower bound of %ld Index '%ld' of dimension 1 of array 'ayco2soi' above upper bound of %ld At line 4731 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'ayanlit' below lower bound of %ld  Index '%ld' of dimension 1 of array 'ayanlit' above upper bound of %ld  At line 4732 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'aybnlit' below lower bound of %ld  Index '%ld' of dimension 1 of array 'aybnlit' above upper bound of %ld  At line 4733 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'aynsoi' below lower bound of %ld   Index '%ld' of dimension 1 of array 'aynsoi' above upper bound of %ld   At line 4735 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4736 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4737 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4738 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4739 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'aysrunoff' below lower bound of %ld        Index '%ld' of dimension 1 of array 'aysrunoff' above upper bound of %ld        At line 4740 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'aydrainage' below lower bound of %ld       Index '%ld' of dimension 1 of array 'aydrainage' above upper bound of %ld       At line 4741 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'aydwtot' below lower bound of %ld  Index '%ld' of dimension 1 of array 'aydwtot' above upper bound of %ld  Index '%ld' of dimension 1 of array 'nytimes' below lower bound of %ld  Index '%ld' of dimension 1 of array 'nytimes' above upper bound of %ld  * * * annual diagnostic fields * * *    (1x,'total nee             of the domain (gt-c/yr) : ',                f12.5)   (1x,'total npp             of the domain (gt-c/yr) : ',                f12.3)   (1x,'total gpp             of the domain (gt-c/yr) : ',                f12.3)   (1x,'total biomass         of the domain (gt-c)    : ',                f12.3)   (1x,'aboveground litter    of the domain (gt-c)    : ',                f12.3)   (1x,'belowground litter    of the domain (gt-c)    : ',                f12.3)   (1x,'total soil carbon     of the domain (gt-c)    : ',                f12.3)   (1x,'total soil co2 flux   of the domain (gt-c)    : ',                f12.3)   (1x,'aboveground litter n  of the domain (gt-c)    : ',                f12.3)   (1x,'belowground litter n  of the domain (gt-c)    : ',                f12.3)   (1x,'total soil nitrogen   of the domain (gt-c)    : ',                f12.3)   (1x,'average precipitation of the domain (mm/yr)   : ',                f12.3)   (1x,'average aet           of the domain (mm/yr)   : ',                f12.3)   (1x,'average transpiration of the domain (mm/yr)   : ',                f12.3)   (1x,'average runoff        of the domain (mm/yr)   : ',                f12.3)   (1x,'average surf runoff   of the domain (mm/yr)   : ',                f12.3)   (1x,'average drainage      of the domain (mm/yr)   : ',                f12.3)   (1x,'average moisture recharge of the domain (mm/yr) : ',                f12.3) (1x,'total aet      / precipitation                : ',                f12.3)   (1x,'total runoff   / precipitation                : ',                f12.3)   (1x,'transpiration  / total aet                    : ',                f12.3)   (1x,'surface runoff / total runoff                 : ',                f12.3)ibis.out.global    year       nee       npp       gpp   biomass   scarbon snitrogen   alitter   blitter    co2soi    aratio    rratio    tratio(1x,i4,12f10.2)    Recursive call to nonrecursive procedure 'sumyear'      At line 4052 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4299 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4298 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4310 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4311 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4312 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4313 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4314 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4315 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4317 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4318 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4325 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4326 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4331 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4337 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4343 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 2 of array 'solad' above upper bound of %ld    At line 4353 of file Sfc_Ibis_BioGeoChemistry.f90       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 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 2 of array 'asurd' above upper bound of %ld    At line 4355 of file Sfc_Ibis_BioGeoChemistry.f90       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    At line 4356 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 2 of array 'asuri' above upper bound of %ld    At line 4357 of file Sfc_Ibis_BioGeoChemistry.f90       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 4358 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'aysolar' below lower bound of %ld  At line 4360 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'aysolar' above upper bound of %ld  Index '%ld' of dimension 1 of array 'ayalbedo' below lower bound of %ld At line 4362 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'ayalbedo' above upper bound of %ld Index '%ld' of dimension 1 of array 'ayirup' below lower bound of %ld   At line 4364 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'ayirup' above upper bound of %ld   Index '%ld' of dimension 1 of array 'firb' below lower bound of %ld     Index '%ld' of dimension 1 of array 'firb' above upper bound of %ld     Index '%ld' of dimension 1 of array 'ayirdown' below lower bound of %ld At line 4366 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'ayirdown' 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     Index '%ld' of dimension 1 of array 'aysens' below lower bound of %ld   At line 4367 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'aysens' above upper bound of %ld   Index '%ld' of dimension 1 of array 'fsena' below lower bound of %ld    Index '%ld' of dimension 1 of array 'fsena' above upper bound of %ld    Index '%ld' of dimension 1 of array 'aylatent' below lower bound of %ld At line 4368 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'aylatent' above upper bound of %ld Index '%ld' of dimension 1 of array 'fvapa' below lower bound of %ld    Index '%ld' of dimension 1 of array 'fvapa' above upper bound of %ld    At line 4375 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'raina' below lower bound of %ld    At line 4376 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'raina' 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    At line 4378 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4379 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4381 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'gtrans' below lower bound of %ld   At line 4382 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'gtrans' above upper bound of %ld   At line 4384 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'grunof' below lower bound of %ld   At line 4385 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'grunof' above upper bound of %ld   Index '%ld' of dimension 1 of array 'gdrain' below lower bound of %ld   Index '%ld' of dimension 1 of array 'gdrain' above upper bound of %ld   At line 4387 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4388 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4390 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4391 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'wtot' below lower bound of %ld     At line 4399 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'wtot' above upper bound of %ld     At line 4401 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'wliqu' below lower bound of %ld    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    Index '%ld' of dimension 1 of array 'wsnou' 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 '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 'wliqs' below lower bound of %ld    At line 4402 of file Sfc_Ibis_BioGeoChemistry.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    Index '%ld' of dimension 1 of array 'wsnos' 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 'wliql' below lower bound of %ld    At line 4403 of file Sfc_Ibis_BioGeoChemistry.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    Index '%ld' of dimension 1 of array 'wsnol' 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 4404 of file Sfc_Ibis_BioGeoChemistry.f90       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       At line 4406 of file Sfc_Ibis_BioGeoChemistry.f90       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 4408 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4409 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 2 of array 'poros' below lower bound of %ld    At line 4410 of file Sfc_Ibis_BioGeoChemistry.f90       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    Index '%ld' of dimension 2 of array 'wsoi' below lower 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 'wisoi' below lower bound of %ld    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 4411 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4414 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4415 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 2 of array 'hsno' below lower 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 4418 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4419 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4435 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4436 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 2 of array 'tsoi' below lower bound of %ld     At line 4438 of file Sfc_Ibis_BioGeoChemistry.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 4439 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4440 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4442 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4443 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4445 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4446 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 2 of array 'swilt' below lower bound of %ld    Index '%ld' of dimension 2 of array 'swilt' above upper bound of %ld    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 4447 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'aywsoi' below lower bound of %ld   At line 4463 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'aywsoi' above upper bound of %ld   Index '%ld' of dimension 1 of array 'aywisoi' below lower bound of %ld  At line 4464 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'aywisoi' above upper bound of %ld  Index '%ld' of dimension 1 of array 'aytsoi' below lower bound of %ld   At line 4465 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'aytsoi' above upper bound of %ld   Index '%ld' of dimension 1 of array 'ayvwc' below lower bound of %ld    At line 4466 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'ayvwc' above upper bound of %ld    Index '%ld' of dimension 1 of array 'ayawc' below lower bound of %ld    At line 4467 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'ayawc' above upper bound of %ld    Index '%ld' of dimension 1 of array 'aystresstu' below lower bound of %ld       At line 4471 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'aystresstu' 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 1 of array 'aystresstl' below lower bound of %ld       At line 4473 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'aystresstl' 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 Index '%ld' of dimension 2 of array 'aygpp' above upper bound of %ld    At line 4481 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'aygpp' below lower bound of %ld    Index '%ld' of dimension 1 of array 'aygpp' above upper bound of %ld    Index '%ld' of dimension 2 of array 'tgpp' above upper bound of %ld     Index '%ld' of dimension 1 of array 'tgpp' below lower bound of %ld     Index '%ld' of dimension 1 of array 'tgpp' above upper bound of %ld     At line 4482 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4483 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4484 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4485 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4486 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4487 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4488 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4489 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4490 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4491 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4492 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4496 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4497 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4498 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4499 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 2 of array 'aynpp' above upper bound of %ld    At line 4507 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'aynpp' below lower bound of %ld    Index '%ld' of dimension 1 of array 'aynpp' above upper bound of %ld    Index '%ld' of dimension 2 of array 'tnpp' above upper bound of %ld     Index '%ld' of dimension 1 of array 'tnpp' below lower bound of %ld     Index '%ld' of dimension 1 of array 'tnpp' above upper bound of %ld     At line 4508 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4509 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4510 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4511 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4512 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4513 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4514 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4515 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4516 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4517 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4518 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4522 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4523 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4524 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4525 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4533 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4534 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'firefac' below lower bound of %ld  At line 4538 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'firefac' above upper bound of %ld  Index '%ld' of dimension 1 of array 'ayco2mic' below lower bound of %ld At line 4543 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'ayco2mic' above upper bound of %ld At line 4544 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'ayco2root' below lower bound of %ld        At line 4548 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'ayco2root' above upper bound of %ld        Index '%ld' of dimension 1 of array 'tco2root' below lower bound of %ld At line 4549 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'tco2root' above upper bound of %ld At line 4553 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4559 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 2 of array 'cbior' above upper bound of %ld    At line 4563 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'cbior' below lower bound of %ld    Index '%ld' of dimension 1 of array 'cbior' above upper bound of %ld    At line 4564 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4565 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4566 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'ayrootbio' below lower bound of %ld        At line 4568 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'ayrootbio' above upper bound of %ld        Index '%ld' of dimension 1 of array 'aynmintot' below lower bound of %ld        At line 4577 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'aynmintot' above upper bound of %ld        At line 4578 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4582 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4583 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4584 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'aycmic' below lower bound of %ld   At line 4585 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'aycmic' above upper bound of %ld   At line 4586 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4587 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4588 of file Sfc_Ibis_BioGeoChemistry.f90       Recursive call to nonrecursive procedure 'summonth'     At line 3570 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3779 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3778 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3791 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3792 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3793 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3794 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3795 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3796 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3798 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3799 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3805 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nmtimes' below lower bound of %ld  At line 3806 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nmtimes' above upper bound of %ld  At line 3814 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3818 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'ndaypm' below lower bound of %ld   At line 3819 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'ndaypm' above upper bound of %ld   At line 3820 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3821 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3824 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amts2' below lower bound of %ld    At line 3834 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amts2' 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      Index '%ld' of dimension 1 of array 'amrain' below lower bound of %ld   At line 3844 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amrain' above upper bound of %ld   Index '%ld' of dimension 1 of array 'amsnow' below lower bound of %ld   At line 3846 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amsnow' above upper bound of %ld   Index '%ld' of dimension 1 of array 'amaet' below lower bound of %ld    At line 3848 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amaet' above upper bound of %ld    Index '%ld' of dimension 1 of array 'amtransu' below lower bound of %ld At line 3850 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amtransu' above upper bound of %ld Index '%ld' of dimension 1 of array 'gtransu' below lower bound of %ld  Index '%ld' of dimension 1 of array 'gtransu' above upper bound of %ld  Index '%ld' of dimension 1 of array 'amtransl' below lower bound of %ld At line 3852 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amtransl' above upper bound of %ld Index '%ld' of dimension 1 of array 'gtransl' below lower bound of %ld  Index '%ld' of dimension 1 of array 'gtransl' above upper bound of %ld  Index '%ld' of dimension 1 of array 'amsuvap' below lower bound of %ld  At line 3854 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amsuvap' above upper bound of %ld  Index '%ld' of dimension 1 of array 'gsuvap' below lower bound of %ld   Index '%ld' of dimension 1 of array 'gsuvap' above upper bound of %ld   Index '%ld' of dimension 1 of array 'aminvap' below lower bound of %ld  At line 3856 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'aminvap' above upper bound of %ld  Index '%ld' of dimension 1 of array 'ginvap' below lower bound of %ld   Index '%ld' of dimension 1 of array 'ginvap' above upper bound of %ld   Index '%ld' of dimension 1 of array 'amtrunoff' below lower bound of %ld        At line 3858 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amtrunoff' above upper bound of %ld        At line 3859 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amsrunoff' below lower bound of %ld        At line 3861 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amsrunoff' above upper bound of %ld        At line 3862 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amdrainage' below lower bound of %ld       At line 3864 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amdrainage' above upper bound of %ld       At line 3865 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amqa' below lower bound of %ld     At line 3871 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amqa' above upper bound of %ld     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       At line 3877 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amsolar' below lower bound of %ld  At line 3879 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amsolar' above upper bound of %ld  Index '%ld' of dimension 1 of array 'amirup' below lower bound of %ld   At line 3881 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amirup' above upper bound of %ld   At line 3882 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amirdown' below lower bound of %ld At line 3883 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amirdown' above upper bound of %ld At line 3884 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amsens' below lower bound of %ld   At line 3885 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amsens' above upper bound of %ld   At line 3886 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amlatent' below lower bound of %ld At line 3887 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amlatent' above upper bound of %ld At line 3888 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3892 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3893 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3894 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3895 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amalbedo' below lower bound of %ld At line 3897 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amalbedo' above upper bound of %ld Index '%ld' of dimension 1 of array 'amlaiu' below lower bound of %ld   At line 3903 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amlaiu' above upper bound of %ld   Index '%ld' of dimension 1 of array 'amlail' below lower bound of %ld   At line 3904 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amlail' above upper bound of %ld   At line 3920 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3921 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3923 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3924 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3925 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3927 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3928 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3930 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3931 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3932 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amtsoi' below lower bound of %ld   At line 3946 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amtsoi' above upper bound of %ld   Index '%ld' of dimension 1 of array 'amwsoi' below lower bound of %ld   At line 3947 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amwsoi' above upper bound of %ld   Index '%ld' of dimension 1 of array 'amwisoi' below lower bound of %ld  At line 3948 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amwisoi' above upper bound of %ld  Index '%ld' of dimension 1 of array 'amvwc' below lower bound of %ld    At line 3949 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amvwc' above upper bound of %ld    Index '%ld' of dimension 1 of array 'amawc' below lower bound of %ld    At line 3950 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amawc' above upper bound of %ld    At line 3954 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 2 of array 'amtsoil' below lower bound of %ld  At line 3956 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 2 of array 'amtsoil' above upper bound of %ld  Index '%ld' of dimension 1 of array 'amtsoil' below lower bound of %ld  Index '%ld' of dimension 1 of array 'amtsoil' above upper bound of %ld  At line 3957 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 2 of array 'amwsoil' below lower bound of %ld  At line 3958 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 2 of array 'amwsoil' above upper bound of %ld  Index '%ld' of dimension 1 of array 'amwsoil' below lower bound of %ld  Index '%ld' of dimension 1 of array 'amwsoil' above upper bound of %ld  At line 3959 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 2 of array 'amwisoil' below lower bound of %ld At line 3960 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 2 of array 'amwisoil' above upper bound of %ld Index '%ld' of dimension 1 of array 'amwisoil' below lower bound of %ld Index '%ld' of dimension 1 of array 'amwisoil' above upper bound of %ld At line 3961 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3968 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amsnod' below lower bound of %ld   At line 3970 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amsnod' above upper bound of %ld   Index '%ld' of dimension 1 of array 'amsnof' below lower bound of %ld   At line 3971 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amsnof' above upper bound of %ld   Index '%ld' of dimension 2 of array 'amnpp' above upper bound of %ld    At line 3977 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amnpp' below lower bound of %ld    Index '%ld' of dimension 1 of array 'amnpp' above upper bound of %ld    At line 3978 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3979 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3980 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3981 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3982 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3983 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3984 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3985 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3986 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3987 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3988 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3989 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3990 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3991 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3992 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3993 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3994 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3995 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3996 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3997 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amnpptot' below lower bound of %ld At line 3999 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amnpptot' above upper bound of %ld At line 4000 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4001 of file Sfc_Ibis_BioGeoChemistry.f90       At line 4002 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amco2mic' below lower bound of %ld At line 4011 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amco2mic' above upper bound of %ld At line 4012 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amco2root' below lower bound of %ld        At line 4017 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amco2root' above upper bound of %ld        At line 4018 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amco2soi' below lower bound of %ld At line 4022 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amco2soi' above upper bound of %ld At line 4026 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amco2ratio' below lower bound of %ld       At line 4027 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amco2ratio' above upper bound of %ld       At line 4029 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amneetot' below lower bound of %ld At line 4035 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amneetot' above upper bound of %ld Index '%ld' of dimension 1 of array 'amnmintot' below lower bound of %ld        At line 4040 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'amnmintot' above upper bound of %ld        Recursive call to nonrecursive procedure 'sumday'       At line 3071 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3199 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3198 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3227 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'ndtimes' below lower bound of %ld  At line 3228 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'ndtimes' above upper bound of %ld  At line 3229 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'td' below lower bound of %ld       Index '%ld' of dimension 1 of array 'td' above upper bound of %ld       At line 3230 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3234 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3235 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3236 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3237 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3238 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3239 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3241 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3242 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3247 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3251 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3259 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3274 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3275 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'adrain' below lower bound of %ld   At line 3287 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'adrain' above upper bound of %ld   Index '%ld' of dimension 1 of array 'adsnow' below lower bound of %ld   At line 3288 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'adsnow' above upper bound of %ld   Index '%ld' of dimension 1 of array 'adaet' below lower bound of %ld    At line 3289 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'adaet' above upper bound of %ld    Index '%ld' of dimension 1 of array 'adtrunoff' below lower bound of %ld        At line 3290 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'adtrunoff' above upper bound of %ld        Index '%ld' of dimension 1 of array 'adsrunoff' below lower bound of %ld        At line 3291 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'adsrunoff' above upper bound of %ld        Index '%ld' of dimension 1 of array 'addrainage' below lower bound of %ld       At line 3292 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'addrainage' above upper bound of %ld       At line 3303 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3310 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'adsnod' below lower bound of %ld   At line 3312 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'adsnod' above upper bound of %ld   Index '%ld' of dimension 1 of array 'adsnof' below lower bound of %ld   At line 3313 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'adsnof' above upper bound of %ld   At line 3331 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3332 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3334 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3335 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3336 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3354 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3356 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 2 of array 'froot' below lower bound of %ld    At line 3357 of file Sfc_Ibis_BioGeoChemistry.f90       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 3358 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3359 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'adwsoi' below lower bound of %ld   At line 3366 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'adwsoi' above upper bound of %ld   Index '%ld' of dimension 1 of array 'adtsoi' below lower bound of %ld   At line 3367 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'adtsoi' above upper bound of %ld   Index '%ld' of dimension 1 of array 'adwisoi' below lower bound of %ld  At line 3368 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'adwisoi' above upper bound of %ld  Index '%ld' of dimension 1 of array 'adtlaysoi' below lower bound of %ld        At line 3372 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'adtlaysoi' above upper bound of %ld        Index '%ld' of dimension 1 of array 'adwlaysoi' below lower bound of %ld        At line 3374 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'adwlaysoi' above upper bound of %ld        Index '%ld' of dimension 1 of array 'adwsoic' below lower bound of %ld  At line 3383 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'adwsoic' above upper bound of %ld  Index '%ld' of dimension 1 of array 'adtsoic' below lower bound of %ld  At line 3384 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'adtsoic' above upper bound of %ld  Index '%ld' of dimension 1 of array 'adco2mic' below lower bound of %ld At line 3393 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'adco2mic' above upper bound of %ld Index '%ld' of dimension 1 of array 'adco2root' below lower bound of %ld        At line 3398 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'adco2root' above upper bound of %ld        At line 3399 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'adco2soi' below lower bound of %ld At line 3404 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'adco2soi' above upper bound of %ld At line 3408 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'adco2ratio' below lower bound of %ld       At line 3409 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'adco2ratio' above upper bound of %ld       At line 3411 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3435 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3437 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3448 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3468 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3522 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'adnmintot' below lower bound of %ld        At line 3531 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'adnmintot' above upper bound of %ld        At line 3532 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 2 of array 'adnpp' above upper bound of %ld    At line 3541 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'adnpp' below lower bound of %ld    Index '%ld' of dimension 1 of array 'adnpp' above upper bound of %ld    At line 3542 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3543 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3544 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3545 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3546 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3547 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3548 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3549 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3550 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3551 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3552 of file Sfc_Ibis_BioGeoChemistry.f90       Recursive call to nonrecursive procedure 'sumnow'       At line 2686 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2823 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2837 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 2 of array 'nppdummy' above upper bound of %ld At line 2853 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'nppdummy' below lower bound of %ld Index '%ld' of dimension 1 of array 'nppdummy' 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     Index '%ld' of dimension 1 of array 'ancub' below lower bound of %ld    Index '%ld' of dimension 1 of array 'ancub' above upper bound of %ld    At line 2854 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2855 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2856 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'ancuc' below lower bound of %ld    Index '%ld' of dimension 1 of array 'ancuc' above upper bound of %ld    At line 2857 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2858 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2859 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2860 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2861 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'ancls' below lower bound of %ld    Index '%ld' of dimension 1 of array 'ancls' above upper bound of %ld    At line 2862 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2863 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'ancl4' below lower bound of %ld    Index '%ld' of dimension 1 of array 'ancl4' above upper bound of %ld    At line 2864 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'ancl3' below lower bound of %ld    Index '%ld' of dimension 1 of array 'ancl3' above upper bound of %ld    At line 2869 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'agcub' below lower bound of %ld    Index '%ld' of dimension 1 of array 'agcub' above upper bound of %ld    At line 2870 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2871 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2872 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'agcuc' below lower bound of %ld    Index '%ld' of dimension 1 of array 'agcuc' above upper bound of %ld    At line 2873 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2874 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2875 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2876 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2877 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'agcls' below lower bound of %ld    Index '%ld' of dimension 1 of array 'agcls' above upper bound of %ld    At line 2878 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2879 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'agcl4' below lower bound of %ld    Index '%ld' of dimension 1 of array 'agcl4' above upper bound of %ld    At line 2880 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'agcl3' below lower bound of %ld    Index '%ld' of dimension 1 of array 'agcl3' above upper bound of %ld    Index '%ld' of dimension 1 of array 'tgpptot' below lower bound of %ld  At line 2884 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'tgpptot' above upper bound of %ld  At line 2886 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2887 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 2 of array 'tgpp' below lower bound of %ld     Index '%ld' of dimension 1 of array 'ts' below lower bound of %ld       At line 2896 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'ts' above upper bound of %ld       At line 2902 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2903 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2904 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2954 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 2 of array 'cbiow' above upper bound of %ld    At line 2955 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'cbiow' below lower bound of %ld    Index '%ld' of dimension 1 of array 'cbiow' above upper bound of %ld    Index '%ld' of dimension 1 of array 'sapfrac' below lower bound of %ld  Index '%ld' of dimension 1 of array 'sapfrac' above upper bound of %ld  At line 2956 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2958 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2959 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2960 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2962 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2963 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2964 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2966 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2967 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2968 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2970 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2971 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2972 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2974 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2975 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2976 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2978 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2979 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2980 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2982 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2983 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2984 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2986 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2987 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2988 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2990 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2991 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2992 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2994 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2995 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2997 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2998 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'tnpptot' below lower bound of %ld  At line 3002 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'tnpptot' above upper bound of %ld  At line 3004 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 2 of array 'tnpp' below lower bound of %ld     At line 3005 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3006 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3008 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3015 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3017 of file Sfc_Ibis_BioGeoChemistry.f90       At line 3025 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 2 of array 'cbior' below lower bound of %ld    Index '%ld' of dimension 1 of array 'tneetot' below lower bound of %ld  At line 3035 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'tneetot' above upper bound of %ld  Index '%ld' of dimension 1 of array 'a10td' below lower bound of %ld    At line 3044 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'a10td' above upper bound of %ld    Index '%ld' of dimension 1 of array 'a10ancub' below lower bound of %ld At line 3048 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'a10ancub' above upper bound of %ld Index '%ld' of dimension 1 of array 'a10ancuc' below lower bound of %ld At line 3049 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'a10ancuc' above upper bound of %ld Index '%ld' of dimension 1 of array 'a10ancls' below lower bound of %ld At line 3050 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'a10ancls' above upper bound of %ld Index '%ld' of dimension 1 of array 'a10ancl3' below lower bound of %ld At line 3051 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'a10ancl3' above upper bound of %ld Index '%ld' of dimension 1 of array 'a10ancl4' below lower bound of %ld At line 3052 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'a10ancl4' above upper bound of %ld Recursive call to nonrecursive procedure 'vegmap'       At line 2455 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2513 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2517 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 2 of array 'plai' above upper bound of %ld     At line 2518 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'plai' below lower bound of %ld     Index '%ld' of dimension 1 of array 'plai' above upper bound of %ld     At line 2519 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2521 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2528 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 2 of array 'plai' below lower bound of %ld     At line 2529 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2531 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2542 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2543 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2545 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2546 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2553 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2554 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2556 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2557 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2564 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2565 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2567 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2568 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2575 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2576 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2578 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2579 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2586 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2587 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2589 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2590 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2596 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2608 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2620 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2633 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2634 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2635 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2637 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2640 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2641 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2648 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2650 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2651 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2657 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2658 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2662 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2663 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2664 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2667 of file Sfc_Ibis_BioGeoChemistry.f90       Recursive call to nonrecursive procedure 'fire' At line 2414 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2438 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2441 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'disturbf' below lower bound of %ld At line 2443 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'disturbf' above upper bound of %ld At line 2445 of file Sfc_Ibis_BioGeoChemistry.f90       Recursive call to nonrecursive procedure 'dynaveg2'     At line 1862 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'cbiolmin' outside of expected range (%ld:%ld)      At line 1961 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 2 of array 'cbiolmin' outside of expected range (%ld:%ld)      Index '%ld' of dimension 1 of array 'caccount' outside of expected range (%ld:%ld)      At line 1960 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2055 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2057 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'disturbo' below lower bound of %ld At line 2058 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'disturbo' above upper bound of %ld At line 2077 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2090 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2091 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2092 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'caccount' below lower bound of %ld At line 2094 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'caccount' above upper bound of %ld Index '%ld' of dimension 1 of array 'cdisturb' below lower bound of %ld At line 2098 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'cdisturb' above upper bound of %ld At line 2146 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 2 of array 'cbiolmin' below lower bound of %ld At line 2150 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 2 of array 'cbiolmin' above upper bound of %ld Index '%ld' of dimension 1 of array 'cbiolmin' below lower bound of %ld Index '%ld' of dimension 1 of array 'cbiolmin' above upper bound of %ld Index '%ld' of dimension 2 of array 'exist' below lower bound of %ld    Index '%ld' of dimension 1 of array 'specla' below lower bound of %ld   Index '%ld' of dimension 1 of array 'specla' above upper bound of %ld   Index '%ld' of dimension 2 of array 'aynpp' below lower bound of %ld    At line 2154 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 2 of array 'ayanpp' below lower bound of %ld   At line 2158 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 2 of array 'ayanpp' above upper bound of %ld   Index '%ld' of dimension 1 of array 'ayanpp' below lower bound of %ld   Index '%ld' of dimension 1 of array 'ayanpp' above upper bound of %ld   Index '%ld' of dimension 1 of array 'aleaf' below lower bound of %ld    Index '%ld' of dimension 1 of array 'aleaf' above upper bound of %ld    Index '%ld' of dimension 1 of array 'awood' below lower bound of %ld    Index '%ld' of dimension 1 of array 'awood' above upper bound of %ld    Index '%ld' of dimension 1 of array 'tauwood0' below lower bound of %ld At line 2166 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'tauwood0' above upper bound of %ld Index '%ld' of dimension 2 of array 'tauwood' below lower bound of %ld  At line 2168 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 2 of array 'tauwood' above upper bound of %ld  Index '%ld' of dimension 1 of array 'tauwood' below lower bound of %ld  Index '%ld' of dimension 1 of array 'tauwood' above upper bound of %ld  At line 2185 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2193 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 2 of array 'cbiol' below lower bound of %ld    Index '%ld' of dimension 2 of array 'cbiol' above upper bound of %ld    Index '%ld' of dimension 1 of array 'cbiol' below lower bound of %ld    Index '%ld' of dimension 1 of array 'cbiol' above upper bound of %ld    Index '%ld' of dimension 1 of array 'tauleaf' below lower bound of %ld  Index '%ld' of dimension 1 of array 'tauleaf' above upper bound of %ld  At line 2194 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'tauroot' below lower bound of %ld  Index '%ld' of dimension 1 of array 'tauroot' above upper bound of %ld  At line 2195 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 2 of array 'cbiow' below lower bound of %ld    At line 2204 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2205 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2206 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2207 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2217 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2218 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2219 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2220 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2222 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2223 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2224 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2226 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'aroot' below lower bound of %ld    Index '%ld' of dimension 1 of array 'aroot' above upper bound of %ld    At line 2227 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2228 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2235 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2237 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2242 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2243 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2244 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2248 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2249 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2250 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2272 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 2 of array 'biomass' below lower bound of %ld  At line 2273 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 2 of array 'biomass' above upper bound of %ld  Index '%ld' of dimension 1 of array 'biomass' below lower bound of %ld  Index '%ld' of dimension 1 of array 'biomass' above upper bound of %ld  At line 2285 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2290 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2291 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2292 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2293 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2294 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2295 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2301 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'ayanpptot' below lower bound of %ld        At line 2305 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'ayanpptot' above upper bound of %ld        At line 2306 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2307 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2308 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2309 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2310 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2314 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2315 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2316 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2317 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2319 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2320 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2324 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2325 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2326 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2327 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2328 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2329 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2330 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2331 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2333 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2334 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2335 of file Sfc_Ibis_BioGeoChemistry.f90       At line 2336 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'ztop' below lower bound of %ld     At line 2384 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'ztop' above upper bound of %ld     Recursive call to nonrecursive procedure 'dailydynaveg' At line 1388 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totlaiu' outside of expected range (%ld:%ld)       At line 1462 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totlail' outside of expected range (%ld:%ld)       At line 1463 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totbiou' outside of expected range (%ld:%ld)       At line 1464 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'totbiol' outside of expected range (%ld:%ld)       At line 1465 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'tauwood' outside of expected range (%ld:%ld)       At line 1468 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 2 of array 'tauwood' outside of expected range (%ld:%ld)       Index '%ld' of dimension 1 of array 'disturbo' outside of expected range (%ld:%ld)      At line 1471 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'disturbf' outside of expected range (%ld:%ld)      At line 1470 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'cdisturb' outside of expected range (%ld:%ld)      At line 1455 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1473 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1472 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'biomass' outside of expected range (%ld:%ld)       At line 1467 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 2 of array 'biomass' outside of expected range (%ld:%ld)       Index '%ld' of dimension 1 of array 'adnpptot' outside of expected range (%ld:%ld)      At line 1461 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'adneetot' outside of expected range (%ld:%ld)      At line 1460 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'adanpp' outside of expected range (%ld:%ld)        At line 1469 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 2 of array 'adanpp' outside of expected range (%ld:%ld)        At line 1497 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1498 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1499 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1519 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1531 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1532 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1533 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1535 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1539 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1587 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1591 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 2 of array 'adnpp' below lower bound of %ld    At line 1595 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 2 of array 'adanpp' below lower bound of %ld   At line 1599 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 2 of array 'adanpp' above upper bound of %ld   Index '%ld' of dimension 1 of array 'adanpp' below lower bound of %ld   Index '%ld' of dimension 1 of array 'adanpp' above upper bound of %ld   At line 1607 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1609 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1626 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1634 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 2 of array 'adcbiol' below lower bound of %ld  Index '%ld' of dimension 2 of array 'adcbiol' above upper bound of %ld  Index '%ld' of dimension 1 of array 'adcbiol' below lower bound of %ld  Index '%ld' of dimension 1 of array 'adcbiol' above upper bound of %ld  At line 1635 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 2 of array 'adcbior' below lower bound of %ld  Index '%ld' of dimension 2 of array 'adcbior' above upper bound of %ld  Index '%ld' of dimension 1 of array 'adcbior' below lower bound of %ld  Index '%ld' of dimension 1 of array 'adcbior' above upper bound of %ld  At line 1636 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 2 of array 'adcbiow' below lower bound of %ld  Index '%ld' of dimension 2 of array 'adcbiow' above upper bound of %ld  Index '%ld' of dimension 1 of array 'adcbiow' below lower bound of %ld  Index '%ld' of dimension 1 of array 'adcbiow' above upper bound of %ld  At line 1645 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1646 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1647 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1658 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1659 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1660 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1661 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1663 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1664 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1665 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1667 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1668 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1669 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1676 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1679 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1684 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1685 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1686 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1691 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1692 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1693 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 2 of array 'adplai' below lower bound of %ld   At line 1715 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 2 of array 'adplai' above upper bound of %ld   Index '%ld' of dimension 1 of array 'adplai' below lower bound of %ld   Index '%ld' of dimension 1 of array 'adplai' above upper bound of %ld   At line 1717 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1730 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'adnpptot' below lower bound of %ld At line 1735 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'adnpptot' above upper bound of %ld At line 1736 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1737 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1738 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1739 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1740 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'adneetot' below lower bound of %ld At line 1746 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'adneetot' above upper bound of %ld At line 1760 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1761 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1762 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1763 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1765 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1766 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1771 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1772 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1773 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1774 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1775 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1776 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1777 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1778 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1780 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1781 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1782 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1783 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1794 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1795 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1796 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1798 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1799 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1802 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1803 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1808 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1809 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1813 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1814 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'zbot' below lower bound of %ld     At line 1821 of file Sfc_Ibis_BioGeoChemistry.f90       Index '%ld' of dimension 1 of array 'zbot' above upper bound of %ld     At line 1822 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1830 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1831 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1839 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1843 of file Sfc_Ibis_BioGeoChemistry.f90       Recursive call to nonrecursive procedure 'dynaveg1'     At line 877 of file Sfc_Ibis_BioGeoChemistry.f90        At line 1058 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1059 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1060 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1088 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1096 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1097 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1098 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1102 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1112 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1116 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1120 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1128 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1130 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1131 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1139 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1140 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1141 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1150 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1151 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1153 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1154 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1156 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1157 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1159 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1193 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1203 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1204 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1205 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1206 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1210 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1211 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1212 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1216 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1217 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1218 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1228 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1251 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1255 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1256 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1267 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1271 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1272 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1273 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1274 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1275 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1276 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1280 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1281 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1282 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1283 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1285 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1286 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1290 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1291 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1292 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1293 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1294 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1295 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1296 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1297 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1299 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1300 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1301 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1302 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1315 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1316 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1321 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1325 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1329 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1333 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1340 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1341 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1349 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1350 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1358 of file Sfc_Ibis_BioGeoChemistry.f90       At line 1362 of file Sfc_Ibis_BioGeoChemistry.f90       Recursive call to nonrecursive procedure 'rootingprofilesjackson'       At line 730 of file Sfc_Ibis_BioGeoChemistry.f90        Index '%ld' of dimension 1 of array 'totdepth' outside of expected range (%ld:%ld)      At line 743 of file Sfc_Ibis_BioGeoChemistry.f90        Index '%ld' of dimension 1 of array 'frootnorm2' outside of expected range (%ld:%ld)    At line 745 of file Sfc_Ibis_BioGeoChemistry.f90        Index '%ld' of dimension 1 of array 'frootnorm1' outside of expected range (%ld:%ld)    At line 744 of file Sfc_Ibis_BioGeoChemistry.f90        At line 746 of file Sfc_Ibis_BioGeoChemistry.f90        Index '%ld' of dimension 2 of array 'depth' outside of expected range (%ld:%ld) At line 820 of file Sfc_Ibis_BioGeoChemistry.f90        At line 821 of file Sfc_Ibis_BioGeoChemistry.f90        At line 822 of file Sfc_Ibis_BioGeoChemistry.f90        Index '%ld' of dimension 1 of array 'totdepth' below lower bound of %ld At line 823 of file Sfc_Ibis_BioGeoChemistry.f90        Index '%ld' of dimension 1 of array 'totdepth' above upper bound of %ld At line 829 of file Sfc_Ibis_BioGeoChemistry.f90        At line 830 of file Sfc_Ibis_BioGeoChemistry.f90        Index '%ld' of dimension 1 of array 'frootnorm1' below lower bound of %ld       At line 831 of file Sfc_Ibis_BioGeoChemistry.f90        Index '%ld' of dimension 1 of array 'frootnorm1' above upper bound of %ld       Index '%ld' of dimension 1 of array 'beta1' below lower bound of %ld    Index '%ld' of dimension 1 of array 'beta1' above upper bound of %ld    Index '%ld' of dimension 1 of array 'frootnorm2' below lower bound of %ld       At line 832 of file Sfc_Ibis_BioGeoChemistry.f90        Index '%ld' of dimension 1 of array 'frootnorm2' above upper bound of %ld       Index '%ld' of dimension 1 of array 'beta2' below lower bound of %ld    Index '%ld' of dimension 1 of array 'beta2' above upper bound of %ld    At line 837 of file Sfc_Ibis_BioGeoChemistry.f90        At line 839 of file Sfc_Ibis_BioGeoChemistry.f90        At line 841 of file Sfc_Ibis_BioGeoChemistry.f90        Index '%ld' of dimension 2 of array 'depth' below lower bound of %ld    At line 845 of file Sfc_Ibis_BioGeoChemistry.f90        Index '%ld' of dimension 2 of array 'depth' above upper bound of %ld    At line 847 of file Sfc_Ibis_BioGeoChemistry.f90        At line 848 of file Sfc_Ibis_BioGeoChemistry.f90        At line 852 of file Sfc_Ibis_BioGeoChemistry.f90        At line 855 of file Sfc_Ibis_BioGeoChemistry.f90        At line 856 of file Sfc_Ibis_BioGeoChemistry.f90        At line 858 of file Sfc_Ibis_BioGeoChemistry.f90        At line 859 of file Sfc_Ibis_BioGeoChemistry.f90        At line 863 of file Sfc_Ibis_BioGeoChemistry.f90        At line 864 of file Sfc_Ibis_BioGeoChemistry.f90        Recursive call to nonrecursive procedure 'rootingprofilesmilena'        At line 446 of file Sfc_Ibis_BioGeoChemistry.f90        Index '%ld' of dimension 1 of array 'zdepth30cm' outside of expected range (%ld:%ld)    At line 587 of file Sfc_Ibis_BioGeoChemistry.f90        Index '%ld' of dimension 1 of array 'theta' outside of expected range (%ld:%ld) At line 589 of file Sfc_Ibis_BioGeoChemistry.f90        Index '%ld' of dimension 1 of array 'poros30cm' outside of expected range (%ld:%ld)     At line 588 of file Sfc_Ibis_BioGeoChemistry.f90        At line 465 of file Sfc_Ibis_BioGeoChemistry.f90        At line 464 of file Sfc_Ibis_BioGeoChemistry.f90        At line 466 of file Sfc_Ibis_BioGeoChemistry.f90        At line 590 of file Sfc_Ibis_BioGeoChemistry.f90        At line 616 of file Sfc_Ibis_BioGeoChemistry.f90        At line 617 of file Sfc_Ibis_BioGeoChemistry.f90        At line 618 of file Sfc_Ibis_BioGeoChemistry.f90        At line 619 of file Sfc_Ibis_BioGeoChemistry.f90        At line 620 of file Sfc_Ibis_BioGeoChemistry.f90        Index '%ld' of dimension 1 of array 'zdepth30cm' below lower bound of %ld       At line 621 of file Sfc_Ibis_BioGeoChemistry.f90        Index '%ld' of dimension 1 of array 'zdepth30cm' above upper bound of %ld       At line 623 of file Sfc_Ibis_BioGeoChemistry.f90        Index '%ld' of dimension 1 of array 'poros30cm' below lower bound of %ld        At line 624 of file Sfc_Ibis_BioGeoChemistry.f90        Index '%ld' of dimension 1 of array 'poros30cm' above upper bound of %ld        At line 628 of file Sfc_Ibis_BioGeoChemistry.f90        At line 629 of file Sfc_Ibis_BioGeoChemistry.f90        Index '%ld' of dimension 1 of array 'theta' below lower bound of %ld    At line 633 of file Sfc_Ibis_BioGeoChemistry.f90        Index '%ld' of dimension 1 of array 'theta' above upper bound of %ld    At line 641 of file Sfc_Ibis_BioGeoChemistry.f90        At line 643 of file Sfc_Ibis_BioGeoChemistry.f90        At line 644 of file Sfc_Ibis_BioGeoChemistry.f90        At line 645 of file Sfc_Ibis_BioGeoChemistry.f90        At line 646 of file Sfc_Ibis_BioGeoChemistry.f90        At line 647 of file Sfc_Ibis_BioGeoChemistry.f90        At line 648 of file Sfc_Ibis_BioGeoChemistry.f90        At line 664 of file Sfc_Ibis_BioGeoChemistry.f90        At line 666 of file Sfc_Ibis_BioGeoChemistry.f90        At line 667 of file Sfc_Ibis_BioGeoChemistry.f90        At line 669 of file Sfc_Ibis_BioGeoChemistry.f90        At line 671 of file Sfc_Ibis_BioGeoChemistry.f90        At line 676 of file Sfc_Ibis_BioGeoChemistry.f90        At line 680 of file Sfc_Ibis_BioGeoChemistry.f90        At line 681 of file Sfc_Ibis_BioGeoChemistry.f90        At line 682 of file Sfc_Ibis_BioGeoChemistry.f90        At line 684 of file Sfc_Ibis_BioGeoChemistry.f90        At line 685 of file Sfc_Ibis_BioGeoChemistry.f90        At line 687 of file Sfc_Ibis_BioGeoChemistry.f90        At line 689 of file Sfc_Ibis_BioGeoChemistry.f90        At line 694 of file Sfc_Ibis_BioGeoChemistry.f90        Index '%ld' of dimension 1 of array 'delta_lw_canopy' below lower bound of %ld  At line 695 of file Sfc_Ibis_BioGeoChemistry.f90        Index '%ld' of dimension 1 of array 'delta_lw_canopy' above upper bound of %ld  ERROR depth < delta_lw_canopy (inveg)   At line 696 of file Sfc_Ibis_BioGeoChemistry.f90        Index '%ld' of dimension 1 of array 'beta_lw_canopy' below lower bound of %ld   Index '%ld' of dimension 1 of array 'beta_lw_canopy' above upper bound of %ld   Index '%ld' of dimension 1 of array 'theta_lw_canopy' below lower bound of %ld  Index '%ld' of dimension 1 of array 'theta_lw_canopy' above upper bound of %ld  At line 697 of file Sfc_Ibis_BioGeoChemistry.f90        Index '%ld' of dimension 1 of array 'beta_up_canopy' below lower bound of %ld   Index '%ld' of dimension 1 of array 'beta_up_canopy' above upper bound of %ld   Index '%ld' of dimension 1 of array 'theta_up_canopy' below lower bound of %ld  Index '%ld' of dimension 1 of array 'theta_up_canopy' above upper bound of %ld  Index '%ld' of dimension 1 of array 'delta_up_canopy' below lower bound of %ld  Index '%ld' of dimension 1 of array 'delta_up_canopy' above upper bound of %ld  At line 701 of file Sfc_Ibis_BioGeoChemistry.f90        At line 703 of file Sfc_Ibis_BioGeoChemistry.f90        At line 704 of file Sfc_Ibis_BioGeoChemistry.f90        At line 706 of file Sfc_Ibis_BioGeoChemistry.f90        At line 708 of file Sfc_Ibis_BioGeoChemistry.f90        At line 713 of file Sfc_Ibis_BioGeoChemistry.f90        At line 714 of file Sfc_Ibis_BioGeoChemistry.f90        At line 715 of file Sfc_Ibis_BioGeoChemistry.f90        At line 716 of file Sfc_Ibis_BioGeoChemistry.f90        At line 718 of file Sfc_Ibis_BioGeoChemistry.f90        At line 719 of file Sfc_Ibis_BioGeoChemistry.f90        Recursive call to nonrecursive procedure 'pheno'        At line 35 of file Sfc_Ibis_BioGeoChemistry.f90 At line 167 of file Sfc_Ibis_BioGeoChemistry.f90        Index '%ld' of dimension 1 of array 'tthreshold' below lower bound of %ld       At line 178 of file Sfc_Ibis_BioGeoChemistry.f90        Index '%ld' of dimension 1 of array 'tthreshold' above upper bound of %ld       At line 179 of file Sfc_Ibis_BioGeoChemistry.f90        Index '%ld' of dimension 1 of array 'gthreshold' below lower bound of %ld       At line 184 of file Sfc_Ibis_BioGeoChemistry.f90        Index '%ld' of dimension 1 of array 'gthreshold' above upper bound of %ld       At line 188 of file Sfc_Ibis_BioGeoChemistry.f90        Index '%ld' of dimension 1 of array 'agddu' below lower bound of %ld    At line 189 of file Sfc_Ibis_BioGeoChemistry.f90        Index '%ld' of dimension 1 of array 'agddu' above upper bound of %ld    At line 191 of file Sfc_Ibis_BioGeoChemistry.f90        At line 196 of file Sfc_Ibis_BioGeoChemistry.f90        Index '%ld' of dimension 1 of array 'tempu' below lower bound of %ld    At line 197 of file Sfc_Ibis_BioGeoChemistry.f90        Index '%ld' of dimension 1 of array 'tempu' above upper bound of %ld    At line 199 of file Sfc_Ibis_BioGeoChemistry.f90        At line 210 of file Sfc_Ibis_BioGeoChemistry.f90        At line 215 of file Sfc_Ibis_BioGeoChemistry.f90        At line 219 of file Sfc_Ibis_BioGeoChemistry.f90        Index '%ld' of dimension 1 of array 'agddl' below lower bound of %ld    At line 220 of file Sfc_Ibis_BioGeoChemistry.f90        Index '%ld' of dimension 1 of array 'agddl' above upper bound of %ld    At line 222 of file Sfc_Ibis_BioGeoChemistry.f90        At line 227 of file Sfc_Ibis_BioGeoChemistry.f90        Index '%ld' of dimension 1 of array 'templ' below lower bound of %ld    At line 228 of file Sfc_Ibis_BioGeoChemistry.f90        Index '%ld' of dimension 1 of array 'templ' above upper bound of %ld    At line 230 of file Sfc_Ibis_BioGeoChemistry.f90        At line 237 of file Sfc_Ibis_BioGeoChemistry.f90        Index '%ld' of dimension 1 of array 'dropu' below lower bound of %ld    Index '%ld' of dimension 1 of array 'dropu' above upper bound of %ld    At line 238 of file Sfc_Ibis_BioGeoChemistry.f90        At line 240 of file Sfc_Ibis_BioGeoChemistry.f90        Index '%ld' of dimension 1 of array 'dropls' below lower bound of %ld   Index '%ld' of dimension 1 of array 'dropls' above upper bound of %ld   At line 241 of file Sfc_Ibis_BioGeoChemistry.f90        At line 243 of file Sfc_Ibis_BioGeoChemistry.f90        Index '%ld' of dimension 1 of array 'dropl4' below lower bound of %ld   Index '%ld' of dimension 1 of array 'dropl4' above upper bound of %ld   At line 244 of file Sfc_Ibis_BioGeoChemistry.f90        At line 246 of file Sfc_Ibis_BioGeoChemistry.f90        Index '%ld' of dimension 1 of array 'dropl3' below lower bound of %ld   Index '%ld' of dimension 1 of array 'dropl3' above upper bound of %ld   At line 247 of file Sfc_Ibis_BioGeoChemistry.f90        Index '%ld' of dimension 1 of array 'avglaiu' below lower bound of %ld  At line 283 of file Sfc_Ibis_BioGeoChemistry.f90        Index '%ld' of dimension 1 of array 'avglaiu' above upper bound of %ld  At line 284 of file Sfc_Ibis_BioGeoChemistry.f90        At line 285 of file Sfc_Ibis_BioGeoChemistry.f90        At line 286 of file Sfc_Ibis_BioGeoChemistry.f90        At line 287 of file Sfc_Ibis_BioGeoChemistry.f90        At line 288 of file Sfc_Ibis_BioGeoChemistry.f90        At line 289 of file Sfc_Ibis_BioGeoChemistry.f90        At line 290 of file Sfc_Ibis_BioGeoChemistry.f90        At line 305 of file Sfc_Ibis_BioGeoChemistry.f90        At line 306 of file Sfc_Ibis_BioGeoChemistry.f90        At line 307 of file Sfc_Ibis_BioGeoChemistry.f90        At line 308 of file Sfc_Ibis_BioGeoChemistry.f90        At line 309 of file Sfc_Ibis_BioGeoChemistry.f90        At line 310 of file Sfc_Ibis_BioGeoChemistry.f90        At line 311 of file Sfc_Ibis_BioGeoChemistry.f90        At line 312 of file Sfc_Ibis_BioGeoChemistry.f90        Index '%ld' of dimension 1 of array 'avglail' below lower bound of %ld  At line 320 of file Sfc_Ibis_BioGeoChemistry.f90        Index '%ld' of dimension 1 of array 'avglail' above upper bound of %ld  At line 321 of file Sfc_Ibis_BioGeoChemistry.f90        At line 322 of file Sfc_Ibis_BioGeoChemistry.f90        At line 323 of file Sfc_Ibis_BioGeoChemistry.f90        At line 340 of file Sfc_Ibis_BioGeoChemistry.f90        At line 341 of file Sfc_Ibis_BioGeoChemistry.f90        At line 342 of file Sfc_Ibis_BioGeoChemistry.f90        At line 343 of file Sfc_Ibis_BioGeoChemistry.f90        At line 347 of file Sfc_Ibis_BioGeoChemistry.f90        At line 353 of file Sfc_Ibis_BioGeoChemistry.f90        At line 354 of file Sfc_Ibis_BioGeoChemistry.f90        At line 355 of file Sfc_Ibis_BioGeoChemistry.f90        At line 359 of file Sfc_Ibis_BioGeoChemistry.f90        At line 360 of file Sfc_Ibis_BioGeoChemistry.f90        At line 371 of file Sfc_Ibis_BioGeoChemistry.f90        At line 372 of file Sfc_Ibis_BioGeoChemistry.f90        At line 377 of file Sfc_Ibis_BioGeoChemistry.f90 JACKSONMILENAERROR at rootmode parameter                     ?      ?      ?      ?      ?      ?      ?      ?      ?      ?      ?      ?      ?      ?      ?              I@      D@     F@     @@      <@      =@      ;@      <@      I@      2@      D@      D@      .@      *@      *@         @?       @@ @      ?ffffff???      ?333333??      ?       @ffffff?              ?      ?      ?      ?      ?      ?      ?      ?      ?      ?      ?      ?      ?      ?      ?              i@     b@     b@      ^@      N@     A@      D@      I@     Q@      7@      N@      I@      0@      *@      *@        @ffffff@ffffff@333333@@??      @      ?333333?@?      ? @       @         MbP?      ?333333?{Gz??{Gzt?MbP?
ףp=
?ư>-C6?Hת>?333333??      ?      ? rh?       @      .@      $@      Y@     b@      @     @o@      @@      y@     }@     0@     L@     @     @     @?     @      D@      N@      i@     y@     H@a2U0*3?      2@{Gz?gffff@Qۤ@Ǻf?zG?Q?
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Pb  r4 Pb  r8 Pb      #            k      B  tc #ab  w    #b  w    #b  w    #b  w    #b  w    #b  w    #b       #b      #c      #c      #+c       #Nc  (    #kc  0    #~c  8    #c       #c       #c   lai #c   fl #d   fu #d       #(d       #Bd       #\d      #od      #d      #d      #d  td #d      #d      #d      #d      #e      #e      #7e      #Je      #]e      #pe      #Ub      #Ib      #Ib      #Ib      #Ib      #e      #Ub      {b  	tb  ~	tb  ~	tb  ~	tb  ~	tb  	tb  }	tb  }	tb  ~	tb  ~	tb  |	tb  |	tb  |	tb  ~	tb  	tb  }	tb  ~	tb  }	tb  }
    Ub  |
    Ub  |	tb  ~	tb  ~	tb  ~	tb  ~	tb  }	tb  ~	tb  }	tb  }	tb  }	tb  }
    Ub  |	tb  	tb  }	tb  }i Ib  	tb  }	tb  ~	tb  ~	tb  |	tb  |	tb  	tb  	tb  ~	tb  	tb  	tb  }	tb  }	tb  }    \b  333333?    \b  ?             C      1      Ib  }    Ib  }    Ib  }    e  }    e  }    e  }    e       e      e      f      Ub       /f  (	tb  ~	tb  ~	tb  ~    NRf  ~	tb  	tb  ~    ef  ~	tb  ~	tb  ~	tb  ~    xf  ~	tb  ~    f  ~	tb  	tb  i OIb      OIb  }k OIb      FUb  }    FUb  	tb  	tb  	tb  ~    Lf  ~	tb  ~    Mf  }	tb  ~x FUb  }    JUb  	tb  }    Kf  }    !f  	            f  	            f  	            f  	            f  	            4f  	            HUb               "      	      Ib  ~    Ib  ~    Ib  ~    f  ~    	g  ~    g  ~    /g       Bg  	tb  	tb  	tb  ~	tb  ~    eg  ~	tb  	tb  	tb  ~    g  ~	tb  ~    g  ~	tb  	tb  i Ib      Ib  ~k Ib  	tb  ~    g  ~	tb       m            k            mIb  {    mg  {    mg  {    mg  {    mg  {    mUb  {    mh       m$h      m7h      mJh      m]h       mzh  (    mh  0    mh  8    mh       mh       mh       m
i       mi       m0i       mCi       mVi       mii      mi      mi      mi      mi      mi  fu mi      mUb  fl mj      mj      m/j  sai mIj      mcj      mvj      mj      mj      mj      mj      mj      mj      mIb      mIb  	tb  ~	tb  }	tb  ~	tb  ~	tb  ~	tb  }	tb  }	tb  ~	tb  ~	tb  }	tb  }	tb  ~	tb  ~	tb  }	tb  }	tb  }	tb  }	tb  ~    Ub  |	tb  	tb  	tb  ~	tb  ~	tb  	tb  	tb  ~	tb  	tb  |	tb  |	tb  |	tb  |i Ib  j Ib  	tb  }	tb  }	tb  |    Ub  |	tb  |    Ub  |    Ub  |	tb  }    Ub  |	tb  ~	tb  }	tb  ~	tb  ~	tb  ~	tb  |	tb  }	tb  }	tb  }	tb      Ub  |	tb  |    Ub  	tb  |	tb  |    \b        ?     l                        lIb  z    lIb  z    lIb  z    lUb  z    lUb  z    lk  z    l"k       l5k      lHk      l[k      lnk       lk  (    lk  0    lk  8    lk       lk       lk       ll       l8l       lUl       lhl       l{l   fu ll  fl ll      ll      ll  sai ll      lm      le      le  	tb  }	tb  }    m  }	tb  ~	tb  ~	tb  ~	tb  ~	tb  ~	tb  ~	tb  }	tb  	tb  	tb  	tb  }    2m  }	tb  ~	tb  ~	tb  }    Em  }	tb  ~	tb  }	tb  ~	tb  ~	tb  ~	tb  }	tb  |    Xm  |	tb  |    um  |	tb  |	tb  |    m  |	tb  |    m  |    Ub  z	tb  |    m  |	tb  |    m  |	tb  	tb  	tb  }	tb  }i Ib  j Ib  nit Ib      Ib  {    Ub  {	tb  }    Ub  {	tb  }    Ub  {    Ub  {    Ub  {	tb  ~    Ub  {	tb  ~	tb  ~	tb  |	tb  |    m  |	tb  ~	tb  {    m  {	tb  {    n  {	tb  {    !n  {	tb  {    4n  {    Ub  {    Ub  	tb  }	tb  }     F            Vp      Z      FIb  {    FGn  {    FZn  {    Fwn  {    Fn  {    FUb  {    Fn       Fn      Fn      Fn      Fn       Fo  (    Fo  0    F,o  8    FIo       Ffo       Fo       Fo       Fo       Fo       Fo       Fo       Fo      Fp      F/p      FBp      FUp      Fhp  fu Fe      FUb  fl Fe      F{p      Fp  sai Fp      Fe      Fp      Fp      Fp      Fp      Fq      F(q      F;q      FNq      Faq      FIb      FIb  	tb  ~	tb  }	tb  ~	tb  ~	tb  ~	tb  }	tb  }	tb  }	tb  ~	tb  ~	tb  }	tb  }	tb  }	tb  |    tq  |	tb  ~	tb  }	tb  |	tb  |    q  |	tb  }	tb  }	tb  }	tb  }	tb  ~    Ub  {	tb  	tb  	tb  ~	tb  ~	tb  	tb  ~	tb  ~	tb  	tb  |	tb  |i Ib  j Ib  nit Ib      Ib  {	tb  }	tb  }    Ub  {    Ub  {    Ub  {    Ub  {    Ub  |	tb  ~    Ub  |	tb  }	tb  }	tb  ~	tb  ~	tb  ~	tb  |	tb  |	tb  |	tb  |	tb      Ub  |	tb  |    Ub  	tb  |    \b        ?     n	        \            n	Ib      n	q      n	q      n	q      	Ub  	tb  	tb  @i 	Ib  L	tb       	              d      	q  ~    	q  ~    	r  ~    	 r  ~    	3r  ~    	Fr  ~    	Ib       	Ib      	Ib  	tb  ~	tb  ~    	Ub  ~i 	Ib  j 	Ib      	Ub  	tb  	tb      	Ub  ~    	Ub  ~    	Ub  ~	tb  	tb      	Ub  ~	tb       ~
            5z      k!      ~
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r  {    ~
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s  lai ~
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 t  ts ~
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Ub  |                 0l      ;(      bu  z    u  z    u  z    u  z    u  z    u  z    u       u  fi v      +v      Hv       ev  (    v  0    v  8    v       v       v       v       v       w       e       $w       7w      Jw      ]w      pw      w      w      w      w      w      w      w      x      x      .x      Qx      dx      wx      x      x      Ib      Ib      Ib      Ib      Ub  td x      x      x  ts2 x      Ub  	tb  ~	tb  |	tb  |	tb  |	tb  |	tb  }	tb  |	tb  {	tb  {	tb  ~	tb  }	tb  }	tb  ~	tb  }	tb  |	tb  ~	tb  |	tb  |	tb  |	tb  |	tb  |	tb  |    |Ub  z    }Ub  z	tb  |	tb  |	tb  {    ~x  {	tb  {    y  {    Ub  	tb  }	tb  }	tb  }	tb  ~	tb  ~	tb  ~	tb  ~	tb  ~	tb  }	tb  }	tb  ~	tb  ~i tIb  k uIb      Ub  	tb  ~	tb  ~    Ub  z    Ub  z    wUb  {    xUb  {    yUb  {    zUb  {    Ub  {	tb  ~    Ub      Ub      Ub      Ub      Ub  	tb  |	tb  |    {Ub  {	tb  ~	tb  {	tb  {	tb  {	tb  }	tb  }	tb  }    Ub  {	tb  }	tb  }	tb  }	tb  }    Ub  ~                       >2      Ub  x    Ub  x    Ib  x    Ib  x    "y  x    5y  x    Hy       [y      ny      y      y       e  (    y  0    y  8    y       y       y       z       z       ,z       ?z       Rz       ez      xz      z      z      z      z      z      z      {      {      -{      @{      S{      f{      y{      {      {      {      {      {      {      |  ts2 /|  fu B|  lai U|  fl o|      |      |      |      |      |      |      }      /}      L}      i}      }  fi }      }      }      }      }      ~      ~      (~      E~      b~      u~      ~      ~      ~  ta e  qa ~      ~      ~            Ib      Ib      Ib      Ib      Ib      !      Ub      Ub  x	tb  ~	tb  |	tb  {	tb  z	tb  y	tb  y	tb  y	tb  }	tb  }	tb  |	tb  }	tb  |	tb  |	tb  |	tb  y	tb  y	tb  z	tb  z	tb  z	tb  }	tb  ~	tb  |	tb  z	tb  z	tb  ~	tb  }	tb  }	tb  ~	tb  ~	tb  ~	tb  }	tb  ~	tb  {	tb  {	tb  {	tb  {	tb  {	tb  z	tb  z	tb  {	tb  z	tb  z	tb  |	tb  |	tb  |	tb  |awc Ub  	tb  y    1  y	tb  y    D  y	tb  z	tb  |	tb  }	tb  |	tb  |	tb  |	tb  ~	tb  }	tb  }	tb  }	tb  ~	tb  ~	tb  ~	tb  z	tb  z	tb  	tb  ~i Ib  k Ib  	tb  |	tb  ~	tb  {	tb  {	tb  }	tb  ~    Ub  x    Ub  x    Ub  y    Ub  y    Ub  y    Ub  y	tb  ~    Ub      Ub      Ub  	tb  }	tb  }	tb  }	tb  }    Ub  y	tb  {	tb  {	tb  z	tb  y	tb  y	tb  z	tb  z	tb  ~	tb  |	tb  {vwc Ub  	tb  {	tb  {	tb  {	tb  {    Ub                   B      #>      Ub  w    Ub  w    Ib  w    Ib  w    W  w    j  wfu }   lai               sai          (      0fl   8    #       @       ]       p                            ƀ       ـ                        %      8      K      ^      q                              Ё                  	            /      B      U      h      {                        ǂ                        '      :      M      `      s                              ҃                              1      N      a      t                  ˄                    fi +      Ub      >      [      n                              ͅ                        -      @      S      p      Ib      Ib      Ib      Ib      Ib      Ib      Ub      Ub      Ub  w    Ub  w	tb  ~	tb  ~	tb  ~	tb  ~awc Ub  	tb  }	tb  ~	tb  y	tb  x	tb  {	tb  y	tb  x	tb  y	tb  z	tb  y	tb  y	tb  y	tb  }	tb  {	tb  z	tb  z	tb  z	tb  ~	tb  ~	tb  }	tb  y	tb  y	tb  z	tb  z	tb  z	tb  x	tb  }	tb  y	tb  }	tb  ~	tb  }	tb  z	tb  {	tb  }	tb  }	tb  {	tb  {	tb  {	tb  {	tb  y	tb  y	tb  x      x	tb  x      x	tb  |	tb  ~	tb  ~	tb  z	tb  |	tb  }	tb  |    Ub  w	tb  }	tb  }	tb  }	tb  }	tb  {	tb  {	tb  	tb  ~i Ib  k Ib  	tb  |	tb  ~	tb  |	tb  |	tb  }    Ub  w    Ub  w    Ub  w    Ub  w    Ub  x	tb  |	tb  }    Ub      Ub      Ub  	tb  ~	tb  ~	tb  ~	tb  ~    Ub  x	tb  z	tb  z	tb  {	tb  {	tb  z	tb  y	tb  z	tb  z	tb  y	tb  z	tb  z	tb  y	tb  x	tb  x	tb  y	tb  x	tb  y	tb  x	tb  {	tb  {vwc Ub      Ub  x    Ub  x	tb  |	tb  {	tb  {	tb  |	tb  |	tb  |	tb  |	tb  |	tb  |	tb  |	tb  |	tb  {	tb  }    Ub  x    Ub                   ,      YB      Ib  x    Ib  x      x    Ɔ  x    ن  x      x                 %      8      K       ^  (    q  0      8                         Ї                     	              /      B      U      Ib      MUb  ~	tb  	tb  ~	tb  ~	tb  ~	tb  ~	tb  ~	tb  ~	tb  ~	tb  ~	tb  ~	tb  	tb  ~	tb  ~	tb  	tb  	tb  ~	tb  	tb  	tb      FUb  }    >Ub  }    BUb  }	tb      =Ub  }    ?Ub  }    CUb  }    AUb  }    JUb  }    KUb  }    <Ub  }    :Ub  }    ;Ub  }    EUb  }    @Ub  }    DUb  }    IUb  }gt GUb  |    LUb  H    HUb  |i 8Ib  D	tb  ~    NUb  |    OUb  |	tb  ~	tb  ~    PUb  |               Pb                    '0      D      Ib  y    Ib  y    h  y    {  y      y      y           ǈ      ڈ                      (    &  0    Ib  8    Ib   	tb  ~	tb  	tb  	tb  	tb  ~	tb  i /Ib  k 0Ib  }	tb  	tb  	tb  ~	tb  ~	tb  ~    69  ~	tb  	tb  ~    5L  ~	tb  ~    7_  ~	tb  ~    3r  ~	tb  ~    4  ~	tb  ~    9  ~	tb  }    8  }	tb  }    2  }               Pb                          F      щ  ~      ~      ~gdd 
  ~      }    0  }tc C   tw V      i      |               (      0    Ȋ  8           Ib       Ib   	tb  	tb  ~	tb  ~	tb  ~	tb  	tb  	tb  	tb  ~i Ib  L    Ub  ~    Ub  ~	tb  @	tb  	tb  	tb  ~	tb  ~	tb  	tb  ~	tb      Ub  ~    Ub  ~                   )H        ~      ~      ~gdd 1  ~    D  ~    a  ~    t         tw       Ib      Ib   	tb  @	tb  	tb  	tb  	tb  i FIb  L	tb  	tb  	tb  	tb  	tb  ~     o            H     ^      oIb  f    oIb  f    oIb  f    oIb  f    oIb  f    oIb  f    o       o      oӋ      o      o       o  (    o  0    o2  8    oE       oX       ok       o~       o       o       o       oʌ       o݌      o      o      o      o)      o<      oO      ob      ou      o      o      o      o      oԍ      o      o      o      o       o3      oF      oY      ol      o      o      o      o      oˎ      oގ      o      o      o!      o>      oIb      oIb      oIb  	tb  ~	tb  ~	tb  ~	tb  |    Ub  	tb  ~	tb  ~	tb  {    [  {	tb  }	tb  ~	tb  ~	tb  }	tb  ~	tb  ~	tb  }	tb  ~	tb  }	tb  {    {n  {	tb  {    y  {	tb  {    z  {    Ub  icnr   h      g    Ub  i    Ub  i    Ub  icpr   g      f    Ub  i    Ub  i	tb  }	tb  }	tb  }	tb  {      {	tb  {    ʏ  {	tb  {    ݏ  {	tb  {      {	tb  }	tb  }	tb  z      z	tb  z      z	tb  z    )  z    Ub  i	tb  |	tb  |	tb  |    Ub  i    Ub  i    Ub  i	tb  z    <  z    Ub  i    Ub  i    Ub  i    Ub  i    Ub  j    Ub  j    Ub  j    Ub  j    Ub  j    Ub  j    Ub  j    Ub  j    Ub  j    Ub  j    Ub  j     Ub  j    Ub  j    Ub  j    Ub  j    Ub  j    Ub  k    Ib  kh20 Ub  k	tb  	tb  i Ib      O  	            Ib  kk Ib  kbn Ub  kkbp Ub  kkk Ib  kll Ub  kklm Ub  kkls Ub  kknb Ub  kkns Ub  kkpb Ub  kkps Ub  kkrl Ub  kkrm Ub  kkrs Ub  kksb Ub  lkwl Ub  lkwm Ub  lkws Ub  l    Ub  l    Ib  f    Ib  f	tb  z    L_  z	tb  z    &r  z	tb  z    I  z	tb  z       z	tb  y    P  y	tb  y    .  y	tb  y    Mѐ  y	tb  y    (  y	tb  y    H  y	tb  y    
  y	tb  y    N  y	tb  y    *0  y	tb  x    OC  x	tb  x    ,V  x	tb  x    Ki  x	tb  x    $|  x	tb  x    J  x	tb  x    "  x	tb  x      x	tb  x    :ȑ  x	tb  w    iۑ  w	tb  w    >  w	tb  w    g  w	tb  w    <  w	tb  w    h'  w	tb  w    =:  w	tb  w    lM  w	tb  w    A`  w	tb  v    js  v	tb  v    ?  v	tb  v    k  v	tb  v    @  v	tb  v    o  v	tb  v    DҒ  v	tb  v    m  v	tb  v    B  v	tb  u    n  u	tb  u    C  u	tb  u    U1  u	tb  u    'D  u	tb  u    RW  u	tb  u    !j  u	tb  u    Y}  u	tb  u    /  u	tb  t    V  t	tb  t    )  t	tb  t    Qɓ  t	tb  t    ܓ  t	tb  t    W  t	tb  t    +  t	tb  t    X  t	tb  t    -(  t	tb  s    T;  s	tb  s    %N  s	tb  s    Sa  s	tb  s    #t  s	tb  s    \  s	tb  s    4  s	tb  s    ]  s	tb  s    5  s	tb  r    ^Ӕ  r	tb  r    6  r	tb  r    [  r	tb  r    3  r	tb  r    Z  r	tb  r    22  r	tb  r    _E  r	tb  r    7X  r	tb  q    `k  q	tb  q    8~  q	tb  q    q  q	tb  q    ;  q	tb  q    r  q	tb  q    sʕ  q	tb  q    pݕ  q	tb  q    t  q	tb  p      p	tb  p      p	tb  p    )  p	tb  p    <  p	tb  p    O  p	tb  p    b  p	tb  p    u  p	tb  p      p	tb  o      o	tb  o    	  o	tb  o      o	tb  o    Ԗ  o	tb  o      o	tb  o      o	tb  o    
  o	tb  o       o    Ub  l    Ub  l	tb  	tb  ~	tb  ~	tb  ~	tb  |    Ub  	tb  }	tb  }	tb  }	tb  |	tb  |	tb  n    3  n	tb  n    F  n	tb  n    Y  n	tb  n    l  n	tb  }	tb  |	tb  |	tb  n      n	tb  n    0  n	tb  }	tb  n      n	tb  n    1  n	tb  |	tb  |	tb  }	tb  }	tb  m    a˗  m	tb  m    9ޗ  m	tb  |	tb  |	tb  |	tb  |	tb  |    Ub  lybn Ub  lybp Ub  lyll Ub  lylm Ub  lyls Ub  l	tb  m    c  m	tb  m    b  mynb Ub  l	tb  ~	tb  ~yns Ub  lypb Ub  lyps Ub  myrl Ub  m	tb  ~yrm Ub  myrs Ub  mysb Ub  mywl Ub  mywm Ub  myws Ub  m    Ub       Ib          =      7a      Ib  X    Ib  P    #  	            (  	            "  	            '  	               	            *  	            &  	            $  	            %  	            !  	              	            Ib  l        (       ,`  Pb           (       G`  Pb           (       b`  Pb           (       }`  Pb           (       `  Pb           (       `  Pb           (       `  Pb           (       `  Pb           (       a  Pb           (       a  Pb           (       Pb        .          W                Ib  xt Ib  ~yt Ib  ~i Ib  l    .  h    .  dx1 Ub  Xx2 Ub  P    Ub      Ub  Hy1 Ub  @y2 Ub      Ub      Ub      .        Ib      Ub  Ub  tb  tb         tb  Ub  b  tb     Ub  b  tb     Ub  b  tb     Ub  b  tb     Ub  b  tb  .   Ub  b  tb  %   Ub  c  tb     Ub  c  tb     Ub  +c  tb     Ub  Nc  tb  R  tb  [   tb   Ub  kc  tb    tb     Ub  ~c  tb     Ub  c  tb     Ub  c  tb    tb     Ub  c  tb    tb     Ub  c  tb  @  tb  I   Ub  d  tb     tb   Ub  d  tb  7   Ub  (d  tb  d   Ub  Bd  tb     tb   Ub  \d  tb     tb   Ub  od  tb  w   Ub  d  tb  n   Ub  d  tb  e   Ub  d  tb  \   Ub  d  tb  S   Ub  d  tb     Ub  d  tb     Ub  d  tb  |   Ub  e  tb     Ub  e  tb     Ub  7e  tb    tb     Ub  Je  tb     Ub  ]e  tb     Ub  pe  tb     Ub  e  tb    tb     !F  e  "tb   Ub  e  tb    tb     Ub  e  tb  &  tb  /   Ub  e  #tb   Ub  e  tb  R   Ub  f  tb  _   Ub  /f  tb    tb  "   Ub  Rf  tb  u  tb  ~   tb   Ub  ef  tb  8   Ub  xf  tb  [   Ub  f  tb     Ub  f  tb     Ub  f  tb  +   Ub  f  tb  E   Ub  f  tb     Ub  f   tb   f  Ub  	g  tb  P	  tb  Y	   Ub  g  tb  	   Ub  /g  tb     Ub  Bg  tb     Ub  eg  tb  
	  tb  	   tb   Ub  g  tb    tb     Ub  g  tb  	   Ub  g  tb  6	   Ub  g  tb  	   Ub  g  tb     Ub  g  tb  o  tb  x   Ub  g  tb  ]   Ub  h  tb  f   Ub  $h  tb     Ub  7h  tb     Ub  Jh  tb     Ub  ]h  tb  O   Ub  zh  tb  z  tb     Ub  h  tb     Ub  h  tb     Ub  h  tb    tb  "   Ub  h  tb  +  tb  4   Ub  h  tb  =  tb  F   Ub  
i  tb     Ub  i  tb  h   Ub  0i  tb  q   Ub  Ci  tb     Ub  Vi  tb     Ub  ii  tb  D   Ub  i  tb    tb     Ub  i  tb    tb     Ub  i  tb     Ub  i  tb     Ub  i  tb     Ub  i  tb     Ub  j  tb     Ub  j  tb     Ub  /j  tb     tb   Ub  Ij  tb     tb   Ub  cj  tb     tb   Ub  vj  tb     Ub  j  tb     Ub  j  tb     Ub  j  tb     Ub  j  tb    tb     Ub  j  tb    tb     Ub  j  tb     Ub  k  tb     Ub  "k  tb     Ub  5k  tb     Ub  Hk  tb     Ub  [k  tb     Ub  nk  tb     Ub  k  tb     Ub  k  tb     Ub  k  tb    tb     Ub  k  tb  w   Ub  k  tb    tb     Ub  k  tb  A  tb  J   Ub  l  tb  S  tb  \   Ub  8l  tb  e  tb  n   Ub  Ul  tb    tb     Ub  hl  tb     Ub  {l  tb     Ub  l  tb     Ub  l  tb     Ub  l  tb     Ub  l  tb  m   tb   Ub  l  tb  v   tb   Ub  m  tb  <   tb   Ub  m  tb  U   Ub  2m  tb    tb  '   Ub  Em  tb     Ub  Xm  tb     Ub  um  tb    tb     Ub  m  tb  1   Ub  m  tb  K  tb  T   Ub  m  tb  n   Ub  m  tb     Ub  m  tb     Ub  m  tb    tb     Ub  n  tb     Ub  !n  tb     Ub  4n  tb     Ub  Gn  tb  3   Ub  Zn  tb     Ub  wn  tb    tb     Ub  n  tb     Ub  n  tb     Ub  n  tb     Ub  n  tb     Ub  n  tb     Ub  n  tb     Ub  o  tb    tb     Ub  o  tb     Ub  ,o  tb     Ub  Io  tb  5  tb  >   Ub  fo  tb  j  tb  s   Ub  o  tb  |  tb     Ub  o  tb     Ub  o  tb     Ub  o  tb     Ub  o  tb     Ub  o  tb  	   Ub  o  tb     Ub  p  tb  =  tb  F   Ub  /p  tb  	  tb     Ub  Bp  tb      Ub  Up  tb     Ub  hp  tb     Ub  {p  tb     Ub  p  $tb    Ub  p  tb  ;   tb   Ub  p  $tb    Ub  p  tb  "   Ub  p  tb     Ub  p  tb     Ub  q  tb    tb     Ub  (q  tb    tb     Ub  ;q  tb     Ub  Nq  tb     Ub  aq  tb      Ub  tq  tb     Ub  q  tb     Ub  q  tb  G  tb  P   Ub  q  tb     Ub  q  tb     Ub  q  tb     Ub  q  tb  A   Ub  r  tb    tb     Ub   r  tb  8   Ub  3r  tb  Z   Ub  Fr  tb     Ub  Yr  tb     Ub  lr  tb  _   Ub  r  tb  M   Ub  r  tb  V   Ub  r  tb  D   Ub  r  tb  2   Ub  r  tb  ;   Ub  r  tb  j   tb  s    Ub  s  tb    tb      Ub  s  tb     Ub  2s  tb  a    tb   Ub  Es  tb      Ub  Xs  tb     Ub  ks  tb     Ub  ~s  tb     Ub  s  tb     Ub  s  tb     Ub  s  tb   !  tb  	!   Ub  s  tb     Ub  s  tb     Ub  s  tb  z   Ub  t  tb  q   Ub   t  tb  h   Ub  3t  tb  !   Ub  Ft  tb  ?!   Ub  it  tb  
   tb      tb   Ub  t  tb  $!  tb  -!   Ub  t  tb    tb     Ub  t  tb      Ub  t  tb    tb     Ub  t  tb  6!   Ub  t  tb      Ub  u  tb  !   Ub  u  tb      Ub  <u  tb  H!  tb  Q!   Ub  Ou  tb     Ub  bu  tb      Ub  u  tb  %%  tb  .%   Ub  u  tb  '  tb  '   Ub  u  tb  &   Ub  u  tb  <'   Ub  u  tb  =&   Ub  u  tb  a&   Ub  u  tb  X&   Ub  v  tb  j&  tb  s&   Ub  +v  tb  "&   Ub  Hv  tb  |&  tb  &   Ub  ev  tb  '  tb  '   Ub  v  tb  (  tb  !(   Ub  v  tb  (  tb  (   Ib  v  tb  &   Ub  v  tb  7%   Ub  v  tb  R%   Ub  v  tb  $   Ub  v  tb  m%   Ub  w  tb  [%   Ub  $w  tb  %   Ub  7w  tb  @%   Ub  Jw  tb  I%   Ub  ]w  tb  %   Ub  pw  tb  v%   Ub  w  tb  %   Ub  w  tb  d%   Ub  w  tb  %   Ub  w  tb  %   Ub  w  tb  %   Ub  w  tb  $   Ub  w  tb  %   Ub  x  tb  
%   Ub  x  tb  $   Ub  .x  tb  %   Ub  Qx  tb  +&  tb  4&   tb   Ub  dx  tb  '   Ub  wx  tb  '   Ub  x  tb  %   Ub  x  tb  %   Ub  x  tb  '   Ub  x  tb  '   Ub  x  tb  F&   Ub  x  tb  O&   Ub  x  tb  '   Ub  y  tb  %   Ub  "y  tb  %   Ib  5y  tb  0   Ub  Hy  tb  .   Ub  [y  tb  .   Ub  ny  tb  .   Ub  y  tb  /   Ub  y  tb  .   Ub  y  tb  D.   Ub  y  tb  .   Ub  y  tb  .   Ub  y  tb  _.   Ub  y  tb  V.   Ub  z  tb  .   Ub  z  tb  z.   Ub  ,z  tb  q.   Ub  ?z  tb  h.   Ub  Rz  tb  %/   Ub  ez  tb  d/   Ub  xz  tb  I/   Ub  z  tb  @/   Ub  z  tb  .   Ub  z  tb  .   Ub  z  tb  .   Ub  z  tb  .  tb  .   Ub  z  tb  .   Ub  {  tb   .   Ub  {  tb  2.   Ub  -{  tb  ;.   Ub  @{  tb  ).   Ub  S{  tb  .   Ub  f{  tb  .   Ub  y{  tb  /   Ub  {  tb  
/   Ub  {  tb  /   Ub  {  tb  .   Ub  {  tb  M.   Ub  {  tb  .   Ub  {  tb  ./  tb  7/   Ub  |  tb  m/  tb  v/   Ub  /|  tb  R/  tb  [/   Ub  B|  tb  1   Ub  U|  tb  0   Ub  o|  tb  0   tb   Ub  |  tb  0   Ub  |  tb  1  tb  1   Ub  |  tb  1   Ub  |  tb  1   Ub  |  tb  1   Ub  |  tb  n0  tb  w0   Ub  }  tb  1  tb  1   Ub  /}  tb  2  tb  $2   Ub  L}  tb  	2  tb  2   Ub  i}  tb  0  tb  0   Ub  }  tb  1  tb  1   Ub  }  tb  \0  tb  e0   Ub  }  tb  /   Ub  }  tb  80   Ub  }  tb  &0   Ub  }  tb  S0   Ub  ~  tb  J0   Ub  ~  tb  A0   Ub  (~  tb  /0   Ub  E~  tb  /  tb  /   Ub  b~  tb  /  tb  /   Ub  u~  tb  0   Ub  ~  tb  /   Ub  ~  tb  0   Ub  ~  tb  0   Ub  ~  tb  21   Ub  ~  tb  0   Ub  ~  tb  k1  tb  t1   Ub    tb  }1  tb  1   Ub  !  tb  /   Ib  1   tb   Ub  D  tb  /   Ub  W  tb  /   Ub  j  tb  =   Ub  }  tb  =   Ub    tb  9;   Ub    tb  ;   tb   Ub    tb  =   Ub    tb  =   Ub    tb  3<   tb   Ub    tb  =   Ub    tb  =   Ub  #  tb  ';   Ub  @  tb  <  tb  <   Ub  ]  tb  <  tb  =   Ub  p  tb  ;   Ub    tb  <   Ub    tb  <   Ub    tb  :  tb  :   Ub  ƀ  tb  <   Ub  ـ  tb  =   Ub    tb  9=   Ub    tb  '=   Ub    tb  =   Ub  %  tb  =   Ub  8  tb  B=   Ub  K  tb  0=   Ib  ^  tb  ;   Ub  q  tb  c:   Ub    tb   :   Ub    tb  9   Ub    tb  Z:   Ub    tb  	:   Ub  Ё  tb  H:   Ub    tb  ^9   Ub    tb  :   Ub  	  tb  :   Ub    tb  l:   Ub  /  tb  9   Ub  B  tb  9   Ub  U  tb  :   Ub  h  tb  :   Ub  {  tb  :   Ub    tb  :   Ub    tb  9   Ub    tb  ~:   Ub  ǂ  tb  u:   Ub    tb  9  tb  9   Ub    tb  9   Ub    tb  $:  tb  -:   Ub  '  tb  6:   Ub  :  tb  9   Ub  M  tb  9   Ub  `  tb  9   Ub  s  tb  :   Ub    tb  Q:   Ub    tb  :   Ub    tb  p9   Ub    tb  9   Ub  ҃  tb  9   Ub    tb  9   Ub    tb  y9   Ub    tb  9   Ub    tb  ?:   Ub  1  tb  g9   Ub  N  tb  ;  tb  ;   Ub  a  tb  =   Ub  t  tb  =   Ub    tb  ;  tb  ;   Ub    tb  =  tb  =   Ub  ˄  tb  =  tb  =   Ub    tb  K=  tb  T=   Ub    tb  <  tb  <   Ub    tb  <   Ub  +  tb  <   Ub  >  tb  ;   Ub  [  tb  v;  tb  ;   Ub  n  tb  m;   Ub    tb  d;   Ub    tb  [;   Ub    tb  =   Ub    tb  ;   Ub  ͅ  tb  0;   Ub    tb  R;   Ub    tb  u<  tb  ~<   Ub    tb  <  tb  <   Ub  -  tb  ;   Ub  @  tb  ;   Ub  S  tb  <<   Ub  p  tb  *9  tb  39   Ub    tb  <9  tb  E9   Ub    tb  :   Ub    tb  :   Ub  Ɔ  tb  (B   Ub  ن  tb  B   Ub    tb  @   Ub    tb  @   Ub    tb  |@   Ub  %  tb  @   Ub  8  tb  @   Ub  K  tb  @   Ub  ^  tb  a@   Ub  q  tb  j@   Ub    tb  X@   Ub    tb  @   Ub    tb  "@   Ub    tb  =@   Ub  Ї  tb  4@   Ub    tb  @   Ub    tb  +@   Ub  	  tb  s@   Ub    tb  @   Ub  /  tb  F@   Ub  B  tb  O@   Ib  U  tb  A   Ub  h  tb  @   Ub  {  tb  D   Ub    tb  C   Ub    tb  C   Ub    tb  C   Ub  ǈ  tb  C   Ub  ڈ  tb  C   Ub    tb  C   Ub     tb  {C   Ub    tb  rC   Ub  &  tb  C   Ub  9  tb  C   Ub  L  tb  C   Ub  _  tb  D   Ub  r  tb  %D   Ub    tb  ?D   Ub    tb  YD   Ub    tb  sD   Ub    tb  D   Ub  щ  tb  D   Ub    tb  F   Ub    tb  F   Ub  
  tb  F   Ub    tb  -F   Ub  0  tb  6F   Ub  C  tb  ?F   Ub  V  tb  F   Ub  i  tb  F   Ub  |  tb  F   Ub    tb  F   Ub    tb  F   Ub    tb  HF   Ub  Ȋ  tb  QF   Ub    tb  F  tb  $F   Ub    tb  F   Ub    tb  H   Ub    tb  H   Ub  1  tb  H   Ub  D  tb  G   Ub  a  tb  G  tb  G   Ub  t  tb  G   Ub    tb  G   Ub    tb  G   Ub    tb  H   Ub    tb  'L   Ub  Ӌ  tb  L   Ub    tb  L   Ub    tb  L   Ub    tb  N   Ub    tb  N   Ub  2  tb  N   Ub  E  tb  uL   Ub  X  tb  ~L   Ub  k  tb  L   Ub  ~  tb  L   Ub    tb  L   Ub    tb  L   Ub    tb  M   Ub  ʌ  tb  M   Ub  ݌  tb  M   Ub    tb  P\   Ub    tb  lL   Ub    tb  L   Ub  )  tb  L   Ub  <  tb  7N   Ub  O  tb  .N   Ub  b  tb  [   Ub  u  tb  \   Ub    tb  \   Ub    tb  [   Ub    tb  F]   Ub    tb  Y\   Ub  ԍ  tb  b\   Ub    tb  \   Ub    tb  [   Ub    tb  O]   Ub     tb  4]   Ub  3  tb  [   Ub  F  tb  [   Ub  Y  tb  W^   Ub  l  tb  ^   Ub    tb  ^   Ub    tb  [   Ub    tb  \   Ub    tb  \   Ub  ˎ  tb  [   Ub  ގ  tb  X]   Ub    tb  =]   Ub    tb  [   Ub  !  tb  sP  tb  |P   Ub  >  tb  ~[  tb  [   Ub  [  tb  @L  tb  IL   Ub  n  tb  RL   Ub    tb  L   Ub    tb  L   Ub    tb  L   Ub     tb  
 Ub  ʏ  tb  M   Ub  ݏ  tb  M   Ub    tb  M   Ub    tb  N   Ub    tb  @N   Ub  )  tb  ZN   Ub  <  tb  tN   Ub  O  tb  N   Ub  _   tb   Ub  r  tb  R   Ub    tb   R   Ub    tb  :R   Ub    tb  TR   Ub    tb  nR   Ub  ѐ  tb  R   Ub    tb  R   Ub    tb  R   Ub  
  tb  R   Ub    tb  R   Ub  0  tb  
S   Ub  C  tb  $S   Ub  V  tb  >S   Ub  i  tb  XS   Ub  |  tb  rS   Ub    tb  S   Ub    tb  S   Ub    tb  S   Ub  ȑ  tb  S   Ub  ۑ  tb  S   Ub    tb  T   Ub    tb  (T   Ub    tb  BT   Ub  '  tb  \T   Ub  :  tb  vT   Ub  M  tb  T   Ub  `  tb  T   Ub  s  tb  T   Ub    tb  T   Ub    tb  T   Ub    tb  U   Ub    tb  ,U   Ub  Ғ  tb  FU   Ub    tb  `U   Ub    tb  zU   Ub    tb  U   Ub    tb  U   Ub  1  tb  U   Ub  D  tb  U   Ub  W  tb  U   Ub  j  tb  V   Ub  }  tb  0V   Ub    tb  JV   Ub    tb  dV   Ub    tb  ~V   Ub  ɓ  tb  V   Ub  ܓ  tb  V   Ub    tb  V   Ub    tb  V   Ub    tb   W   Ub  (  tb  W   Ub  ;  tb  4W   Ub  N  tb  NW   Ub  a  tb  hW   Ub  t  tb  W   Ub    tb  W   Ub    tb  W   Ub    tb  W   Ub    tb  W   Ub  Ӕ  tb  X   Ub    tb  X   Ub    tb  8X   Ub    tb  RX   Ub    tb  lX   Ub  2  tb  X   Ub  E  tb  X   Ub  X  tb  X   Ub  k  tb  X   Ub  ~  tb  X   Ub    tb  Y   Ub    tb  "Y   Ub    tb  <Y   Ub  ʕ  tb  VY   Ub  ݕ  tb  pY   Ub    tb  Y   Ub    tb  Y   Ub    tb  Y   Ub  )  tb  Y   Ub  <  tb  Y   Ub  O  tb  Z   Ub  b  tb  &Z   Ub  u  tb  @Z   Ub    tb  ZZ   Ub    tb  tZ   Ub    tb  Z   Ub    tb  Z   Ub  Ԗ  tb  Z   Ub    tb  Z   Ub    tb  Z   Ub    tb  [   Ub     tb  *[   Ub  3  tb  D[   Ub  F  tb  [   Ub  Y  tb  \   Ub  l  tb  \   Ub    tb  6\   Ub    tb  k\   Ub    tb  \   Ub    tb  \   Ub  ˗  tb  \   Ub  ޗ  tb   ]   Ub    tb  ]   Ub    tb  ]   Ub    tb  ]   Ub  .   tb   tb        %B  :;  ' :;I?  ' :;I?  .?:;n@B   :;I   :;I   I4  	4 I4  
4 :;I  4 :;I  ' :;I
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                   	 
              	 
            	 
       H         	 
          	 
   
p         	 
   4         	 
  	4         	 
   
4.         U         U         	 
       H        ,         	 
           ]        x,  < : t V(Pik wu I6G(W(S(Y([(W(W(G0R/Y+S,H2X-Y*H1U.n+T+W+Q+T+W+Q+T+W+Qb(Z'a#[$P*`%a"P)]&7 
!p = <pN%.....z.5.x    @ t    f  g t    f   t    f   t    f   t    f   t    f  " t    f   t    f   t    f   t    f  # t    f  & t    f   #   f  t  % t 	 
  f    f  t  & t 	 
  f    f  t   f  tV t   	 
f #   f  t   f  t   f  t} t   	 
f "   f  t   f  t   f  t} t   	 
f $   f  t   f  t   f  t   f  t t   	 
f &   f  t   f  t   f  t   f  t t   	 
f $   f  t   f  t   f  tz t   	 
f "   f  t  # t 	 
  f $   f  t  # t 	 
  f '   f  t   f  tP t   	 
f *   f  t  # t 	 
  f ~' X <$!!|= <|%%%..v....t..44
4'Xtux   >   f    f  	 
 f  @   f    f  	 
 f  @   f    f  	 
 f  ,   f    f  	 
 f  I   f    f  	 
 f  @   f  K   f  K   f  =   f  m  L!!}> <}
%%%.z.....4)4 X  s X  v T  p T  u T  y T  s T  zt T  . (  '  '  
X ' (  '  '  
X ' (  '  '  
X ' (  '  '  
X ' (  '  '  
X ' (  '  '  
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X ' (  '  '  
Xzȝt X X >     =     =     =     =     =     =     =     w< 	&    >   f  2         	 
 f  1         	 
 f    f  C         	 
 f    f  C         	 
 f    f  C         	 
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 f      C         	 
 f      nC X <& X X >         	 
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   A         	 
   A         	 
   A         	 
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   ;    ;   ;    ;    	; 
   =  <$  !| = <|(((111r111v17
77777777777 7jtvw <   >   f    f #  f  9   f    f   f  6   f     f    f  A   f    f  A   f    f  A   f       f      y   f      A   f      A   f      A   f      A   f      A   f      A   f      A   f    f  5   f    f  5   f    f  5   f    f  8   f      8   f      8   f      	 
   cN X <$KKKKKKL```{{{{{{{{{{{`{{{{{{{`{{`{{`n````N<I4!!y> <zZb:(kttAt$7]757L797H747M747M7777I77+7V7+77U77+77777[77[77?7w777tttZt 7t`t777777e77e7^t#t7]t$t]7$7]7$7]7$77\7%t7[7&7[7&7[7&7[7&7[7&7[7&7[7&7[77 [  u [  u              z s t  ' (  '  '  
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   f @   f    f     f  #           (     (       f  	 
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7wtpt7p777`7#7^77777 7xs	tAA  f <   f  $ t    f  t  	 
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 f        f        #     t  	 
 f        f           > <   =         	 
       ? X <	      0  <   =                	 
        X <'A*>  #      # 	 
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   #       	  #       #      # 	 
   #       	  #       #      # 	 
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   #     |     > <   =        +         	 
      N         	 
       B X <'     > <   D         	 
       xR X <
          	 
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tx!t     @   f  u t    f  t  	 
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 f  M   f    f  8 u   < =   f    f g   f    f  X <      f u     f uY     f u     f z     f u     f uY     f u     f z     f u     f uY     f u     f z     f u     f uY     f u     f z     f u     f uY     f u     f z f   f t f   f t f   f t t    f  t  	 
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 f   2   f v*     f u     f z X   f uY     f u     f z     f u     f x   f "     f u     f w   f     f 	~t f <&!!}  <}%%%v     ?   f    f  ;   f  ?   f    f  y. f <%!!{> <{(((r11117t7tdt7u77tvt7vt7t7tt777o77777[77=7 [  u   t   y      u s 	t f . (  '  ' 	# 
(  '  '  X  X e ' (  '  '  
X ȟ .  >   f  K   f  G (  f A   f     f     f       @     0  f @         	 
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 f    f         	 
 f    f  
           	  
                   )         	 
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    f    f  	 
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 
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       T         8         8     (         	 
                :         =   v     @      }=   | qz	!x > <x(((r11111dttdt7u77tvt7vt7t77tt7o7777777[[[777 7s{  .  =   f  K   f  H    f D   f     f     f     f     f @         	 
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%      X f X  f ' (  '  ' 	 X <   = J   =         	 
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 f    f H   f    f *   f    f 5   f    f L   f  y   f  x   f    f &   f    f    f  	 
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    #     M #     8  f        Q  #      # 	 
    #     I #     6  f        O      #   	 
  #     C  #   -  #      # 	 
   I  #     0   f    %  #      # 	 
   O  #     3   f     + #      # 	 
   S #     7  f      I  #      # 	 
    #     M #     4    =  #      # 	 
    #     S #     ;  f       !, " # $ $D  #      # 	 
    #     Y #     >  f       !, " # $ $G  #      # 	 
    #     S #     ;  f       !, " # $ $D         	 
   <     -         6         	 
   ?         ?         A     %         P         	 
   ~j  < 5  X K9vX X K	WyX C! gsoin outcwm dropls clay fu_phys amsens ancl3 ancl4 loamy_sand soimoisc ginvap ayalbedo woodnorm dynaveg1 dynaveg2 cbiol wsnol gtrans biomass cbior aydwtot wfps cbiow agcls sandy btemp rdepth zdepth30cm outcbp aynpp nbiowm_p nlitls_p amlail totcin totcsoi adaet aygpptot amlaiu gco2soi rootmode nvegclass __sfc_ibis_vegetation_MOD_sumday totanlit_p loam sumday nsoipas_p __sfc_ibis_vegetation_MOD_dailydynaveg nminslon_p vsoic gnpp wipud adtsoic ratio logical(kind=4) frac seedbio aylatent burn solad gtarea totcmic solai tnmin ynleach zbot wsoi amsnod amnpp fsena ggpp funca funcb ynew amsrunoff twarm gtrunoff tauwood outcll cleach tgpptot outclm fracwl_p totnmic_p totnsoi_p a10ancl3 a10ancl4 nrelll totanlit nbiols_p saparea silty_clay xnew wliql snowa zweight cnwood yminmic nminws_p a10td outcws nminrs_p ayaet deposn nytimes fracrl rwood nlitlm gbiomass netmin __sfc_ibis_vegetation_MOD_gdiag aysolar poros30cm fracrs fracwm fraclm_p ynleach_p beta_up_canopy totimm soitempc adtlaysoi pfire clitrs gdwtot aywsoi tneetot a10ancls outcpb nlitrm_p ayco2soi totmin_p rootingprofilesmilena shrublai wtotp adcbiol amtransl /pesq/share/bam/dist/paulo.kubota/externo/AgroIBIS_2.6b5_pbl/biogeochem adcbior cpleaf maxlai beta_lw_canopy ayneetot integer(kind=4) ayanpp totnlit nminlm_p __sfc_ibis_vegetation_MOD_sumyear soilbgc nbiors amaet aystresstl ztop cnroot clay_loam adwisoi npft gridpt nsoipas storedn gdd0 tauroot swilt aygpp nlitls gdd5 gnee tminl theta amqa nbioslop_p amsuvap tminu soiltemp nbiorm real(kind=8) outcls exist tnmin_p iday nminslop_p clitwl clitwm amwisoil totlai pheno stemtemp rroot moist avglaiu __result_inpoly wpud delta_lw_canopy gblitc ddays aycmic nbiopas domtree nrelwl dcndt amlatent adco2ratio nsoislon_p sandy_clay adplai ayawc rwork2 adtsoi rwork4 dcpdt aroot nrelwl_p maxdepth vtarea amirdown totnrel dbdt inveg albedotot rwork3 rratio dropu sratio amdrainage nbioslon __sfc_ibis_vegetation_MOD_summonth fmax amtrunoff isimfire depth2 epsilon templ vbiomass delta_up_canopy outcsb rworkc tempu clitws tsoi nrelbn_p nbiorm_p tgpp Sfc_Ibis_BioGeoChemistry.f90 raina falll dailydynaveg totnsoi fracls fallr adco2root gblitn stresstl fallw ayanpptot on_border firefac dwlimit stresstu amco2ratio poly mcsec nbioslop aysrunoff ayprcp adtrunoff hsoi_limit totcend nrelns_p integer(kind=8) sapvolume ayco2mic tcthis nlitwl_p allroots aratio aynsoi input_p imonth waterfrac totfall nsnolay adcbiow nminls ayblit fbpom awood nrelrl_p existence twthis sapspeed adanpp vegtype0 gsrunoff tnpp amwsoil asurd outcrs totdepth yold mclay asuri amtransu nbioslon_p plai nlitll beta1 beta2 gprcp outcrl adneetot clayey nbiows_p cpwood xold fixsoin ndtimes sandy_loam nrelps cdisturb depth hsno tco2mic cbiolmin aynmintot totbiol gthreshold amrain rconst effac xminlai amtemp nminlm storedn_p wtot wood nminpas_p netmin_p fracwm_p nminslop fsand 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 totrlit outcps outcns amco2soi treelai rworkw totnrel_p zweigw cmicmx textcls fracrm ayirup aycsoi hsoi fracls_p nlitrm amneetot adrh amts2 ayirdown nlitrs adco2soi nminpas gsuvap clitls cmicn cmicp tconst zweigc __sfc_ibis_vegetation_MOD_pheno addrainage cproot ymintot adfalll froot sand fira adfallr decompl __result_textcls spin adfallw totrnlit_p decomps agcub agcuc nbiors_p aytratio gtransl totnmic bconst outcbn spinmax adco2mic vnpp agcl3 amsnof gtransu poros firb vdiag water fire nsoilay nlitws_p __sfc_ibis_vegetation_MOD_soilbgc ayrootbio ancub ancuc amsnow adrain gdd0this cprf nsoislon cfrac amwisoi fracws ayvwc grunof rgrowth nlitlm_p deltat nminwm_p amco2root outcrm adwsoic tthreshold ayco2root nlitll_p frootnorm1 frootnorm2 nminwm denswood nminrm_p fracrl_p nsoislop tauwood0 yrleach nlitwm iyear ndaypm nminws nminls_p tratio __sfc_ibis_vegetation_MOD_climanl2 wisoi nlitws ddfac totlail tnpptot rootingprofilesjackson ayrratio aysens totlaiu isoil inpoly aminvap nrelbn totts dcsdt nlitrl_p nrelbp roottemp gdrainage totalit amvwc galitc wsnos uplimit wsnou aynpptot caccount grasslai galitn nbiolm ndaypy soilice outcwl disturbf tcmin nbiopas_p adsnod disturbo adsnof smask sapfrac nppdummy sumyear a10ancub a10ancuc ayanlit ayalit fracrs_p adsnow inside csoislop nbiols fracll_p nrelns totc summonth __sfc_ibis_vegetation_MOD_dynaveg1 __sfc_ibis_vegetation_MOD_dynaveg2 totcbegin amnpptot silty_loam specla vrunoff aydrainage fclay nrelbp_p snodpth fvapa nminslon nlayers adnmintot nlitwm_p csoislon fracwl clitll clitlm amco2mic totlit npoi nminrm vlai totimm_p amalbedo hvap nminrs vgpp wliqs amsolar wliqu amirup solartot adsrunoff gdiag aystresstu vegmap npoints csoipas amtsoil nlitrs_p tco2root gaet nrelrl rhos totmin ancls rhow nrelps_p sfc_ibis_vegetation nbiowm adwlaysoi totnlit_p avglail cnrf vnee nlitwl _rootmode nbiows agddl lig_frac tauleaf aytsoi agddu taufin gdd5this fracws_p __sfc_ibis_vegetation_MOD_vdiag nsoislop_p dtime aywisoi sumnow amwsoi adnpp cnleaf theta_up_canopy nmtimes climanl2 fracll fraclm rdepth2 zdepth dropl3 dropl4 nband fueldry fleach fbsom rwork soilmois outcnb __sfc_ibis_vegetation_MOD_sumnow gdrain texfact garea msand amawc factor adwsoi niter aytrans iyear0 clitrl clitrm aybnlit theta_lw_canopy agcl4 fracrm_p adnpptot gsoic aleaf silty_clay_loam amtsoi aytrunoff nlitrl trans totbiou amnmintot nbiolm_p totrnlit sandy_clay_loam nrelll_p  GCC: (GNU) 9.4.0            zR x            W   ACR    <       =   AC8 (   \       H  ACP3 $             ACO$             ACOv(          '0   ACP0  $         ,   ACO,(   ,      B   ACP-  (   X         ACPܘ  (         0l   ACPl  (         5z   ACP z  (            ACP  $         \   ACIN  (   0      Vp   ACPAp  (   \         ACP  (         k   ACPok  (         "   ACP"  (         C   ACPC  ,         k   ACPk                                                                                                                                                       W      ?                    S     W      =      u                                p                   p                   p                  p                   p                  p                   p                  p                  p                 p       '           p       3                  I          X       V               z                                                                                               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