人员取组织的问题
var work = this.workContext.getWork(creatorUnitLevelName);取值为 "集团/一级公司/二级公司/部门",
请问如何才能只取到一级公司,和只取值到二级公司?
谢谢! 您好,2个问题都没明白意思
1)http://bbs.o2oa.net/data:image/png;base64,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 ?这个是什么
2)一级和二级?判断当前创建者组织是一级二级,还是什么?
3)帖子二完全没理解,
ps:请具体说明一下,问题!
比如说:想要获得一级二级组织可以调用接口,
http://bbs.o2oa.net/data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA9gAAAHPCAIAAAAnBOUsAAAgAElEQVR4Aey9X4gkx5X/m9Jol5WFDFozVpUajRZ8H4wYLNe01QNrfpfrizGiBrpk+MFa6F3VepB+etCbHroGVm960LUfVDXv8/OfvWBVwzRiGdDl/tiFabmnruxBmB8YpBHtKmnwCqyfdyQZ2fdERmbUqYjMyMiMyKw//W1+v+wTESdOnPOJlPdkzMnse/7yl79E6c9f//rXe+65J21Fsqmu1E+jqllWk0+UMhlUnWpRuYRsclmtnqdJ/WStwkQ1S1mGsGoE1A1jOqYNaU2urw3Zm4UT7dPlaKaOZ6dyrL4llIeFS5AC+WP/n4VMh10mqtUzl1CjanVS0zrNiea6yj3+vzYkS2tylA8pm3kT5RKFE0stodaCAAKKgLzbVZML2pDW5JqarGlqTa6sDWlNrqnJmqZsuncqa2UnbvAS7kwIAinL/0FT17zpnLCixzszJy5xCe5bpsOZvrl3UryhllDo5C7cq9p5gvw/GGpUa6p+T0Eza2lahsgHy6hlSE2UOkqTN0nWmjLkgJ2ObljW5UNSVjYzm9L5zCFtorumshZQ0FbnlrUhremuWXaipp/ZrKNTRSSNN7CEWpELmetyhTzZfaKmmWfQs19bxdKkIT7KZfLB0rQMOU6UFvhVTbR38lEpO04kNU1T9pid9S2hrSibKorCprumCqrQpqYp9dVVW1H11yRYltOGtKbFH01Ta/KJ2pDW5JqarGnKpnunslZ24gYvoTFRTS5khs8VlGzX1EbVLBK0Ia3prll5Il9ixWUtxiQRl88E0nUuU4+lSUPaaPPBaw5YmpYhLUx3TTVRTlETedO909+a5K9WLGzWoSkXXZErD5DL5J6lSUN8lMuFE3ngmRNlJ12VoGxmdvJRJStBGVECHzI7+aiSlSD1qSl/eJNkrZlqid98SGtahkxNrsxlscaK/WjuWZqWIYrJMmoZ0ia6aCodKfCrsmbpVPgtOnLIxVqmprZEZlNNlKOWpmVIeei5hJqe6Yw2uhZNCzQa4qNcptAsTcuQNpE0uTKXNU2tGc9L/j1cDalOaUddlaA0lcCHzE4+qmQlcH2zk48qWQlKXwl8yOzko0rmgpTlRJJlUwryqg1pzTxNzQ7Ncpzorll5Ce7z2snFJ+IrHpL2YGFpWoYoRj7KZW0orymnqIm8mdmpqKpR2cObXM5b15xl19RGtSWktU268gC5rHHQmqTJlbmsaWpNF02pQ1clKCOZnXyUZPUjp8ummqiaSo0Erqk1LUOmJlfmMl/r9MgaAUvTMqRB1pruE100lY4U+FWt696pNlqZVUYyh7RRPksbsjfdJ2qayisIFgIaNN4kWWtyO3yI+nmTy9qQ1iRNrsxlTVNrxvPmVbVyoupUTTlLa1Kn7NeuWtNuTZhYjNrelD7EkwomqnWlch0TSy2hfIYQkMDSEnGfJyQeP38go35LUw1JgV/VRHsnH5Wy40TpMJ8ue9T0zKZagk/31NRW1JZQxpsXNE/sTe5eKE3NjlxCdmpDLp0uOtWWULFrXql+ErQhremu6T6R21xBWQuEN7lsR0eaXJnLhRM5k8yJqlMK/KqMV+jkU6TsY01GoeyYTcuQWtecpQ3Zm5WXkOuu19U9WC2umibyVVyWyNQJ1SntrIg1SSbTGQVNG1X9JGhDWtNds/JE9yW45umUOWSStSZnwoeonze5TENJIs4fs7hMGlqTL1Of3MCimUtkdrqEmTnRvbPyEi4T3XUyHXaf7qOpLW1v8oVCaWp25BKyUxty6XTRqXsJ8oG7IWWOjmSt097kc+2afJTLhSvyJQLKmg8BLStTYZfItObeqbySgvvETE3NWmYzc6J7Z6ZNl87MJcJOrLyEixt2HW1pe5Obsmtqo+4T3TXlEtpCYTtX1ho5xn2TMqHjnYok7ySZN5UOF6SC6rE3lRoJoTS5HZK1Zt6K7prcwrrLHI49lqWdiNs3xu40H9VC1ZpcU8lch8tKQQlyVNPRmkrZR9Bsas2ylrXpWrOsNeiDwIYR4P9FcJnCtDeDcMhcQuvUFuKjXNbUlP92HXOWvUezpjXtcx1HNZta09GIXa0Om/YVMQoCILB5BPj/kpCsNS3xWjSTRJyfk3OZjGpNyzJLGdLc05oWlyprZk4M2+luLTNAbbrWzJwiO901LUYaHtJ81prcGW3I3qw2UdmUgmpKa5U7+URlk3cqb3knyVpTqSlBKrg0Y2P661COE5UaCfYVueYqyJq3Fpcqa1aeKJ3RpstmZqfmvKaTaS2zs/LETGuZnZlLSE3tWlmz8kTNgbVoasHyJpcpFnuTB2vX5KNc9l9CWZOCakrfKnfyicqm1qk1TRpKQQk8XpdOrsPtK1kqODaVGgmWiTTER7kcamK8guv/+eBunxJ5aSfi2mbbcVueJPgQGbE0LUPaxExN6pT9/KomunTKGKWmlNX0zGYdmmqhjRHslHiYdk1ttNpEZUQKqimtuXdyfeVJpjU1yoVQmpodvsSqyaX+98TdeY0Ab3KZDFqaliH/idK4WsLSzNTROiUZ1Vm26T7RXVNDpE2UHuJqJ6BB400ua6jNJl/FfaK7Jrdvri7tKGtaU86t3KnM5q2rfOOaqpOvrjo1Td7kMunbm8pgoaZmxzKRD0GuTCDU/92pNxHXvLQ0LUPEiI9yWRvKa8opaiJvluqsPJFvs1pRdlqaliEtUndN7snSZe42l7XotKa7pstEZU0K6qoEZYR6zE4+qmQlcH2zk49KWemQoMn2ppoez1v47yXgRGl8da6WqC1DGhB3zQoTpXG1BG+SrDUl2ICdymFu097JfZCy0ndpyoXCamoOaEuotVZZIJ+521zWotOapTS5Mpc1m1qzlKZU5ldlrUInn6JkJSjLSuBDjp18ipTtE2lUKUjZ3iSbyqxdUxvls7QhrRmv4HqWzM1yWbNJTfxY+FiGiJtl1DKkTdQ0k0Tc8iDls2GaWa3JLWtDlqZliAxqo3IJ2amGeNO9U3nLp6sVy3bmWct0mHdqEwuHSEHFqOYqQRuyN9WsUAJfjstk39K0DFWYqKxJQV2VoGxSj9nJR5WsBK5vdvJRKZs61FOqk+tLWU3PbKp1CyeSJlfmcqkllBv+guYDN6gNWZqWITOusktI42oJrSmtaZ28mTkxs1M5xqfndXKdTGuZnXnWMqPgndpE1eSCWrFworsmt0+yfaKmHLZJS/PVuWx3rJQmV+Zy8CWkcbUEb5bqNCdSj9mp/OdDjp18ipQdJ5KaqWlao57CTmlKWZNNOStzyNTkylzWNLVmKU2uzGXNptYkTa7MZdJc8R/NW97kMkVhb/Iw7Zp8lMtkod4Tce6iJpMfmitcQXtc4E0u0xR709GmsiOtKZtaU1rTOnkzc2Jmp3KMT3fp1HS4S5lD1KkcUApK0IbsTTVrpYTKPrtPzNTM7NTIZOq4d9qtyVHNWmZnpo5mvOxEzabWzDRea6f9f08sS2ue25vcjl2Tj3KZLMimcjhzVC6khqTAr8qO0uFT7J3cjtIs7JT2K6yrTVRNLig3ZKelaRmiudqo+xJcc13kOoLVbGpNTkYb0ppcU5M1Tdl072zSmlzL3bdMTc3hzKb7RHdNbaFQEzWzvKktwYc2VVb/M+4SIOfDZZp7z1/+8hf6Rb1kkV/NTqF9zz1ffPHFvfGP9ICu1G//uXrzU7sCRksRePbCg3ynIFcgIIHLe74ZudQWQ9mdgNx9qd+8XOHek3cdrtUIyI1u8r/cvLXcb1FoLoVA8/9rIMM018X/Smw8Abn1ef9bUdh/X33/hfDbkXLH+hY6VZZreqqhzVIY65Ol5VW4ymDri9S0r/CGEsh5+s9bLdSALFdctWuTBMy1Qu2mZqfJO9NcS/as5lVtgSJm+t+MjnKgDoGCauC/aAXKspb0ZB2vLtE1o1PHHWKxuaz/ItzXlZqbdFU3ktoXdxo0pcbSFPXftvIMwsoS4JtVnywt510lnPpWN+2v7Ha4ONYkqLwt4/0m3iY9dCG2RjpNojPX4ttqys1stLnKGm2fv6vmpphAmtExbwDesyyvzHX9mW+MhWZuDHML3Nflt5Ap+1huZm7wW6ViIu6e7HPN4N6fToMcqb8sLazCVe6mf0TudoLfP006vwpbxn1wx14HpeBbuaxwONLVlJshY65S0xabZuu4P91truam53llbpN7pGHnmvtYa8+ywjTXzdua9e0Pe2OYxPztB7+1KibiZR99gvt9mg26w5eU7Prm8+iyely8DasT/C6yow7r/LK2KW/dOqKz2wy+fabB07yhfKPtG1EHJXNFc3dq6qkjHHebHPtqyubWuEcXdm5NN4CL2WWFbK67mjeJi1dhbwaTjL99lzshiE7FRNz9IYNrBvEYRjhSf1laWIWr3Fn/iNztBL+XmnF+FTbL9MEdeyhKwbev+RBMFCbYVehpnoy5Yk3bbS5kbkrdOquwxe4+1E3D3b7UrPXa/M3gEr77Zq2ypkuky9Wp9dbixism4u4PH1yTLwy5MgGO1F+WFvKu0kn/VdztVMayChObAZW3Wc2sbm7lKpAP6MOyMOZtqwm8SQ8Dgl1lU00iNdfK23pTEzdDw3fRqm2B/VZZTW/Nm7bhTVz95Uon4tUesFYfxBp5WG0Lqs2SWOTcZuQgG9Gkw9XA1jermW3ihINsmWmEL9GMXN+m+FhufkM5bXNfAvbwhbjcZMg+W9PM3CZp2NcKuPV5pvhtsFy5mc2tYxX7Ji6Xat6+19S/CsHafZCjpRNxlwcyU6cmyqfTrIm3vh5JWNpvRg6yp006XB/8apab2SZOOMiWmUb4Es3I1YDXPav5DeW0zX0J2MMX4nKTIde9fdXsN0nAvlbA7XYxxW+D5crVNm5Zs+ybuCySLjteq86yAndfV2qWTsRl/l72WivrcMZPfvLK5LFXJv23P/G3eeftX5Opx17/3R1/W4sWysL30ZcrSwvNyIuxVmw16bAP3jrmNrNNnHDFTSqaxpdoRq5jO/xtNr+hnHbRLnmN84W4XHfI/ptSt4W6Cbjb99pgt8l865cr172t9dl339AmCbvtfwCtJoOqtpZ960v/QR/3TF/S5foBeAsTn4xff/9Fmd6e/eqvXvrGWWb35k8nP7wVt40hprUJIoFVN0Td8trx4nddM7JcJe8qAdbtydptk91hwtXYHS7Xsl/VJjbmlZ3PBozm/RehUKsY8zSr9ctZede6V7fbVyGfHoE2orH/puxrydG8q9q4FfH29NwhhZHSlimd1ZSlV3nX7BNxus/UrUbhhZIVqWDCnT/+7D1u7OTfZBbO+yzynd/1xRH4b29adFZ1KNSmuNgJwsBlobA60toqXCXAsNGZNoNsk2mkbrdN+6uwZaYPJnDT87A65l4E7Knbebt9E+/q9ITdRDsHc62AW5xnqqxL9emvzqa7eGJuVn1k3NfK2+Ug/asQoOmDy2atl052Iq5tYagnDM2sZ/Ops2fIwmvvnsztvPfpa1Ek++edFunOn9+yjK72UKhNcbEThITLQmF1pLVVuEqAYaMzbQbZJtNI3W6b9ldhy0wfTOCm52F1zL0I2FO383b7Jt7l9oTdOHvs9rUCbnGeKR/3ws5d7qa7rG7frLA07Gvl7Wat/U0G6L6Wy8atvg7f7uzSFBkDfxBRm807SVbsLLKaG1Y4//DfvnXnbnTrUzrPviBMfzL+17tRdOb8w9Fbel02FX9/TDl6/HP/L1/9JunPi1iiuz98ZRKJUpa/S1SiiCq8v3P9S9E8//UPntnK6BddZ3780rd6rDJmbvPsV3/5hJpUi6BthFqjjn5l3Eew3CEud1EFHbniKlwlt7oJ+OyOZS65rUabkeUqq3ZVm9gYDbVQHQLhrfDflIJQYa5ccTWvPnGFnVvHXpNN+V+TclWt0ny/XHFdrqtATG1WMwJtTYX/uhWomuZKrzbpyond998n/ytvd5/59gN5Q9T/0//vT5bRJoaeePDlW3dfi+7+23vRhccpd/6PQ8q/zz7w3dafXuMFKlR/8vof2ck3pd2/pVzc4uFb19+f69/6uP/2V0bfe4j053l2MvnLF1+f3H628wKtzivXqXXnjz+8nigF/2XZsuBrwSAIgAAIgAAIgAAIgEBNBO579sKDmaav3vw0s5935s3lOiS7mNKmuDW3fvT9P7x2/UuqTnnh8a07t/5E2fNTT/z9oxF/QvhkfDXOwtOD7TiZvjt6+5PRM50P3vvtY1fpED05I4+itMoledEzeSv0rdl/RtFD0Xu/la+BPvX9f+B5+WtXf/tdOmJ/7yP5/mg6ys/g3aJx1nLE7mwPiiAAAiAAAiAAAiAAAksg4FQjLv8VaQneFS159vwDT5HOrT+M73zy7+9SJcmZ7nlxdM1+/vO2LFO59bH4mOAryTdV4tyaaS2KlM3H9SYPPfpwPPDRZ2TjzkdfxI37+/HpOMkXnrg/7vniwzvmKD0kiBJ2/IAACIAACIAACIAACIBAJgGnRFwV/WSaWGbn2b/vipT5y8PrH4m6lPNf4xXby3QMa4MACIAACIAACIAACICAlUD2y5rWKSs1+NA/PvFhdP3Lt25RhUn08hPztypTL79yjjL1O1FaMZJ2L/wWR9oX4jPwhe7FxtmH/zaKaJW0JJ1Kxt8Vi1JV+j+ejYzRk5/Jdz0XjaAFAiAAAiAAAiAAAiAAApLAuifi0dnvfe3l6/KLKPd/V7w0qf081PvBRy9evUvvXz52/f10LC0KP/s3T0V334rEO5cvLn41JdVkvx9/+MdnxR8Seu3qJP0Aixh9+QfxXxR6/MGXI3pzVB9l8yGCAAiAAAiAAAiAAAiAwJyAU2nKytaIx3Fsffd8/Pv8g/FHDOexJdLj3/zgpa+KUnL1c/ZvHpXy2W/8c4lK7od6L3V+taBPny+Un0whc1svvPr1l9Ml6AD+l9KrtAe/QQAEQAAEQAAEQAAEQIATmP9pWd5LMn3qhD5fSNXhPAun5ueff37mzBkSfv7ru46f7yBTjpqaD2iaBADTZIIeEAABEAABEAABEFhHAk4n4qv7suY6IofPIAACIAACIAACIAACIBBFTok4PxQHNBAAARAAARAAARAAARAAAX8CTok4TsT9QcMCCIAACIAACIAACIAACHACTok4TsQ5MsggAAIgAAIgAAIgAAIg4E/AKRH3XwYWQAAEQAAEQAAEQAAEQAAEOAEk4pwGZBAAARAAARAAARAAARBoiAAS8YZAYxkQAAEQAAEQAAEQAAEQ4ASc/rImvazpWSZOX7/mq0IGARAAARAAARAAARAAgVNOwCkR98zC8dd8TvlNhvBBAARAAARAAARAAARMAk6lKfh8oQkOPSAAAiAAAiAAAiAAAiDgQ8ApEfc8EffxD3NBAARAAARAAARAAARAYCMJOCXiGxk5ggIBEAABEAABEAABEACBJRJwSsRVaQqOxpe4VVgaBEAABEAABEAABEBgkwg4JeJm/m32bBIUxAICIAACIAACIAACIAACdRNwSsTVibgp1O0f7IMACIAACIAACIAACIDARhJwSsRx/r2Re4+gQAAEQAAEQAAEQAAElkjAKRFXB+FLdBRLgwAIgAAIgAAIgAAIgMAmEShIxOVZuDoRN4VNYoFYQAAEQAAEQAAEQAAEQKAxAgWJeJ4fOCPPI4N+EAABEAABEAABEAABEHAhUJCIy4Rbpd1KUEfjLmtABwRAAARAAARAAARAAARAQCNQkIhLbTPtVhm5Zg5NEAABEAABEAABEAABEAABFwJOibiZdpupucti0AEBEAABEAABEAABEAABEJAEChJxmXCrtFsJZmoOoCAAAiAAAiAAAiAAAiAAAu4EChJxmXCbabfKyN1XgiYIgAAIgAAIgAAIgAAIgIAiUJCISz2k3YoXBBAAARAAARAAARAAARAIQsApEQ+yEoyAAAiAAAiAAAiAAAiAAAgoAk6JuCpNUYKaDwEEQAAEQAAEQAAEQAAEQKACgYJEXBalqNIUJVRYCVMWCXwyfn3y2E9P4s6Tn7yi5EWtIK33fvvYK5OfvJdt6+ZPJ4+9/rs72YO19y539drDwwIgAAIgAAIgAAIgkE+gIBHXXtbEiXg+yQZHMhLrOK1/5bc3uRcZanzYQb7zu35+Bu8wHyogAAIgAAIgAAIgAAK5BAoScZyI55ILObD1wqudD57Zspi88/avH1N59uMPvhxFtz76hOn/521xpv3Fh+xk+85HX0TR/d99PIoe/+YHr3ZeIEH88JN42YMrCIAACIAACIAACIDAEggUJOI4Al/CnhQvufXd89Fb7/7HPOt+79PXzt7/8tkvD2+p7PyTf3/3y+j8gxeKrUEDBEAABEAABEAABEBgCQTus68Zuih8erg/GG/tDbbGg4NpvHRnb7TXSZyIR2ey0e5dHnRbsTwZ9oez3t7O0XAcz4mHosPBvmxG3EQUCe2JtNHqDS532yTPhHK0OxhcEq3V+6FT6vdffPjryaE4lZRcvRs7eebHL32rdzYeFUn33R++QpHd/8tXv/lo60x060//fifqnRWKN9+9Gz389R+1vvgOZeffe0j03fmPwzvRyz+IT9mpwuT1P55/tvPCWSG8JUY/fuyVj6Pz6YrUoy9KXdafuX701Pf/YfS9hyK1SnL0Lm1+EYdAplQUJIsQ8IRg5YtBEAABEAABEACBzSdQcCJeC4Dj4Sjqj8QPpeCT4ZUkbZ5eG0fPx900sD0d76f5tHBiOn4znSOG+v392z1pYptMpJqUcPeH0Z40MuhF48H+ocz3awmkDqOUzl69+/KzHSom+eDVR6Nb9DbnQ72XOr/6/pk4f6VOkcKePf/AU9GXcTkKOXHyb7eil5/YEp13/vyh9OrOn9+KzpyL0/S5m2e/MXr1H35MnZSC82KYO3/8zrsPxivS6JcvXi14d1PUyVyNfik87Hzw0lej6+/33/4kOvv33bPRa+/K10/FmuLx4PzX4kcFehv1/cMn/iFeovPL8/REsVjOPncREgiAAAiAAAiAAAicFgIFiXjmy5q+x+Tbe+nJdKe3246Ob8hMvH1pLzkCj6LObq8dzabJ6ThtRrv3fHy2TUNPigP0zl5yjs41Jwfj6XY6ELW7T3ei2dGEjLS6g9EoXXS1t3YhgX6o972cwnGe9d757JasBT/7d+eju/8Wfx1FJMFnH/hHLRHPC/3sV3+VVKg/1PvB/dEdcdae/3Pys+tfvvxseqR99hv9pE7moX98gs7pP01fGE0eD8jOnbf/8NrZr/4znZrHPxe+/9WnUj/zV8EICIAACIAACIAACGw4AafSFJV5S6G+wvHJlf7weE78Np1my+qUeR/l5OcoR6f/z36mseZ0Sqexs2G/z0aiBT0+sKKyeBHz4xdfn7zI60YyfKWs98Poush6H731p7fOPvDPQodqxz/+4bsnLzz+lQ8/ip564u8d8/AM85YukfdHb12dvMZ14pXOfu9rL1//mJ4ELlB1CpWtUwlKXKby4ezLiA7dRV3N/Of8XIQEAiAAAiAAAiAAAqeRQEEiTjk3Jd/ySnhkCi57QtOStd1pvbes6i6/Rnt1C8Edg6EvqGy9ICqwjTLuRQOiEOX6nz6888mH736pcm5RO/7uZ3fufHZ450z3fHICvTgvSEsWr5um5k8C43+9S7Xj80LwgucK0xR6QAAEQAAEQAAEQGDDCRSUpsgjcHklElKo5UR8QgUq9BZm+uJmfMZdkn27vRVNjyZrVhSeGWT8wUFRFz6v9DD0RCHKl4fXP+I5d1wm/qd/v0UF4n/7aC3n4VSfHq87/zzLgmMXnrhf+CxeFZ0/CcSvlqqSlQV9NEAABEAABEAABEDg1BIoSMQzuai8PHO0YqcoOFHZ9/z1y1LWRPn4bDy6lqbidKwu3wQVL3H2B6q/lNGGld/7beafwDz78N9qnwmPC1Git27dXci5Re34ly9ep7ck8z5c+NCjD0fRR5/ZisALQo4/nnj9w3Fqgt7dnPv8+MM/Pnv3367/+a3kNU1hK3619O4Pkz8jSh0nP1ne3/IsCA7DIAACIAACIAACINAUAafSFM2ZWk7EW93+7tEgKfDu7F3uzeiDg2V/qLDlMn2pcNA/iGeKzxeKNzvX6efxh8+9PqFvksQ/7DN/IsF9X9SOs2//xcfPWs5Nefb7EX248ImctzyjSLwr+Xpcse1WLvIaLwen1zpf+saFZzq/evvX3xHOiB/x+UL1ycJIFK/TkwC9zRkPxhfxtRb6cEpcbCM6RFw1ndfPF4UEAiAAAiAAAiAAAqtNQJSAZ3p49eanz3z7AXPoiy++uPfeeykX/8VvPnv2woOmAnpAAARAAARAAARAAARAAAQKCRSUpmiH37KpdRauAQUQAAEQAAEQAAEQAAEQAAGNQEEirp2Xy6bWqVlEEwRAAARAAARAAARAAARAoJBAQSKeeQSOE/FCrFAAARAAARAAARAAARAAATuBgkQ88wgcJ+J2phgFARAAARAAARAAARAAgUICBYl44XwogAAIgAAIgAAIgAAIgAAIVCBQkIijCqUCU0wBARAAARAAARAAARAAgUICBYk4qlAKCUIBBEAABEAABEAABEAABCoQKEjEtZc1cUBeATGmgAAIgAAIgAAIgAAIgIBJoCAR117WxAG5SRA9IAACIAACIAACIAACIFCBQEEijiPwCkwxBQRAAARAAARAAARAAAQKCRQk4jgCLyQIBRAAARAAARAAARAAARCoQKAgEa9gsYkpk2G/PzicNbFUbWuIGPpXJrXZD2l4em1QDjjboNJzMx1nBjPHq3VOrvT7+4fTapMxCwRAAARAAARAAAT8CBQk4trLmn5rYfbSCIiMs4Gkf3Y4CPuAFNzg0nYAC4MACIAACIAACICATqAgEdde1tRnN9SeHu43kkc2FI5cprM3Go2e6zSx5uxwfBx1nqy+VvvSYDQadFvS2fh0+lrGOfLkYDxt7XQStSSyxbmZ4ZYzmGkCnSAAAiAAAgOA9MQAACAASURBVCAAAiCwdgQKEnHtZU2tuXbRnk6Hp8dH01avVz0Pd8Q2uUHp/tPdtqN6sVpwg8VLQgMEQAAEQAAEQAAEGiNwn30l7WVNrWmfmzVKZ9uD8dbeYGs8OJBHqu3eZXXUGlE9cdoftXcHg0vtiIoT9sdCdUY11VG0vcdOkekkdSiLrBPlSFqIuM0sN1ahL0GRhjOPJYrosHyP0mZJI2ksNJO5e9FweJyAouITksVPqze4zLPhyfhg2t7txPmxWCWS1mNdMesk0U/kp28PUqhzjGLeTDSnKfKDQf8g3aPY1PTaeEKem+m+mitOymPPZXG/3EoVt7tBMqNmRcoHjWeiNJN3EV83xRt7jQsIgAAIgAAIgAAILI1AQSJOR+DeybcR2/FwtEWlDiIzFMnf/iCSuThVUER92R9nWoPhI5SQdgejjkzf05xVGpyO929QdcdekqGODrfnCb2x5Kp3TK7cuBjHIlPV4f6hSKYvDfZO+sM3D6cdSqxlPj2YZ7rHQxH/cyI0StmHx2nGPjs8nERtlRBPboj8mB5pXH5m48E7CVTB/I3DzkJOHz8jjOLMOklwldHp5IjS/b5aVg1wYXJlMI56g1H8nDA5PJx1uqJCp5zB+PmkRdPEWuI5bTCIxDNbZ6c9PhDBJj7MA0/sj2II4pbrD9nDCHcQMgiAAAiAAAiAAAg0R6CgNCV8Fk6htXr9NC/sPEeJ5fToOD4db3Xn+WKn12tFs9/LU/NMHHSUniSl7UtUdpEYcahIzrS25M6Yg/Sh3X26E81uy1Pjzm6vPRuPrk0nV4aT7T3xTwTqh1WbzE6mUetcUpvd6nbn6fD08M1JtH1x3qGmZwp0mp6UrUs3jiaOn6aZjMez9s42cy/D/nR6EkVb7USp002LzjNU6bkjx6B4IOnspc8jrW5vm/Z+QjdKe3uHHlcoE5c/k3eSwMVRPb/lCClTy1obfSAAAiAAAiAAAiDQBIGCE/E6XGjvyDIJaVvkj5MTSvfi9IyVHIhh1V+HH6tlk9VsCMfa01kk3npsdfu7R4ODwVAUVCym0yqjpXNqehHzeDzoj9NT8TS22eRo1u49vzgxHQz4O85692yJtVhMHlpTidFCPVKmG7kGZwQmogIZKlOa/8hHEJGUj4eUf4sz8bi+PE7XxVMKnfT3x3N94sobkEEABEAABEAABEBgGQQKEnGtNKXWlzVFzQC97ZcUDcSJ6TKILGFNWQdPp9FJzYYoyFZutB+hpNHyLwOxoijwiOt84gw1ZRjFnzHpaZ8xUZaDCfKrLOkhtcWs+PeKS/HO7lNenJ+OFxjMnSgeSIaiOqUVn4IP1APIwqsFFgcxBAIgAAIgAAIgAALNEShXmhKkUmUqzrnTH3FkK7+sJ44w6Z3LNJ1LizNSxQ3+Lb5qQg8gaTX29PeMDxXLDyedvUGvNRkWfQi88xx9EJE0I3GcLH6yvzpiLfipgrnkV1na3cvkJ+1zWpJkrGkz2Gq38idGHSrCoeqUuGA9/YeX1lY7OlYVK8Zi6AABEAABEAABEACBJREoSMS1I3DtgLyiz8eUW8qp08M36MvT8st6okZF5eiiJHpuvd3eojKVadGxsJhAb/KV+xuQ81WWJsVn3nHJBbkwOxwl35MR0RzuD6m+uddpd5/vtefcdFcXcSWj8jMmi+XhnYtUUX1AnzeJfyjJlx9a0e3Z2ws7Rem++CpLmvVaZ04Pr2T+GctSBmUII/V3VWnH2b3S6e22J++Mb886vbSeXtaOs8eYCb0L63IvWWPBIAiAAAiAAAiAAAj4EigoTdGOwKmppeZV1t/eu/hOnz6jJ37m39oTuebRflL8K86AT+gLG8mPeGdxPy7z3cgaA3r3cJu+HhNXMROQvc4gLk0R3xihCm95Ui4LoIeDQ/a1xxRP1Nk9R88fkmj6hcfsz5iIt0L7w4TyNq07GdILlOV+xHuc49iG+GrkI6IUZP6Wrc1Uu/vkuJ9Wd6svTlLteCmDdPA/oM9cSlw0mXxQJSjUpFc26UmDQlOetOjDO20q90lXFpU79rdK1VQIIAACIAACIAACIFAfgdyvE169+ekz337APAL//PPPz5w5Q/2/+M1nz154sKRncX3wFv8WeEkDm6MuUBztxN9KryOo+JN98w+B17GEsBl8Q4MbrCty2AUBEAABEAABEAABTwIFpSmm9QAn4qbR09gjiuBbj9R0Miu/Wtgr+oyJN/f4I4O9XXYi7WkyuEFPfzAdBEAABEAABEAABGojUK40hdzQilVqc2zDDef+HcowcYsXIrthTFmtxF9rsWqUHAxusOT6UAcBEAABEAABEACBxggUJOJaaQo16acx5zZyIfmVRipmVn+QaCPDRFAgAAIgAAIgAAIgAAJ2AgU14uZkvxpx0x56QAAEQAAEQAAEQAAEQOA0EkCN+GncdcQMAiAAAiAAAiAAAiCwdAKlE3HUiC99z+AACIAACIAACIAACIDABhAonYijRnwDdh0hgAAIgAAIgAAIgAAILJ1AQSJupt04EV/6nsEBEAABEAABEAABEACBDSBQkIgj7d6APUYIIAACIAACIAACIAACK0igIBFfQY/hEgiAAAiAAAiAAAiAAAhsAAEk4huwiQgBBEAABEAABEAABEBg/QgUJOJmjfj6hQiPQQAEQAAEQAAEQAAEQGD1CBT8ZU3UiNe3Zemf2ExXaPUGl7vttCV+T4b94WTesb03eq4zb5I0Oxzsj6dJF/11+L1OND3cH4xnC1pxg/6Q56DbMvvRAwIgAAIgAAIgAAIgsBwCBYl4plOUnVc+KZ9eGwwOWnHKmGn7lHXOk2+RQA/2ozQXl/k0Zc+jNHsWPf2+zLZjSnGaTu2BTM4pKb8y6TzX6dIUOX6lPzwxkvtTBhjhggAIgAAIgAAIgMDKEigoTcn0u3IWnmkNnTGBdvf5Xns2Hscn4NNro/FM5NhpFk4q7e7lQa81Ge4fyiPwyTuTaHuPzsCTn1Z3oJ2XpyP4DQIgAAIgAAIgAAIgsIIEmjwRV1UT02G/H0Wdvb1oOJwtlEyIU95InJcLgYZ6t/fT4ozFwoz4ZD0pylCnxHGxh2qtIG1Hlybjg2l7t69y7HRau/t0Zzw8msy6bVlkcjKdRp2FapZUFb9BAARAAARAAARAAARWnEDBiXjm4Xdmp0OcdKY7GuxS3ki5Mv3sdToXqab56Dgtcqb65jfplJc65c90vH/jotAcjS732sfD/pWkYJoS7sHRzkAOyaSdlVI7eLKSKtPb06h9jvDMplTj3XokK8GOiZEe/XSe7ESz8SA9IF/JkOAUCIAACIAACIAACIBALoGCRDzzZc3MztwVbAOdi9uUiU+STHw2OZq1e7tpHh6fmSeNVrdPGfzxDZFvzw7Hx+3e8+l7jZ1erxWJOg3Sf45y83mxhm3llRubDOnof7uX1qLEGXmOk7Pfy0w8rrSnXLzf7yMdz2GFbhAAARAAARAAARBYWQJVSlOqnohnQOjs9tr7Sa3F9Pho2trpzL/sIY5/1U/7ERoQZ8UdcXJMh+X9sRojYYs31kcWaXQSR3t3MLqkTsFFkNEcxUJE88Ny8U8LUVylI+xsQFHOQpxogAAIgAAIgAAIgMBGE6iSiPt8NUWH2erstMZUndK9FE2Opu0dx4rnTck5519NYWBaogJcHHubMCb0bwLtnkrX40ntS5TBR6I+ng7V1/UfBFj4EEEABEAABEAABEDgdBAoKE3JhBDwRJw+BtLZaYvqFFGX0unNj4Rp5bhWOvVAFJ/I83JRtSES0s396fR229MD+QEVHqWsoVflK3woLhlfJLYwjAYIgAAIgAAIgAAIgMCKEaiSiPvUiKsKE8WhfanXmR2ND46m89c05eB0/EbyqT760zbD46jzdFwXLg7RRYdKxSdXBofxn7ChU+H+wp/AUYusmdC+1BdfKuwnccXey2/OdPbSbxSKI3CFgP74j3pQWbNY4S4IgAAIgAAIgAAInFICVUpTvE7ExbuVg7jCW5WX0CubcZ6tv2bZ7j0djfp9+Sqn0o6/qD1qUxoqvoEofsRQTjm1VFjDq/jCTJdScVYKv1hETm+mDqb79NyRBkefd7zMaurTbvwGARAAARAAARAAARBYTQL35B1vX7356TPffsB0+vPPP783/vnFbz579sKDpkKFHvG6IX2OkP+B9+Q74vwv2lQwjCkgAAIgAAIgAAIgAAIgsKIEqpSmeJ2IZ3CYlnlNM2M+ukAABEAABEAABEAABEBg7QhUScTzDtErBj8Z059zX3xNs6IlTAMBEAABEAABEAABEACBdSHQeI04BzM7HOyP6c9J0l+5R3UzBwMZBEAABEAABEAABEBg4wmsRI34xlNGgCAAAiAAAiAAAiAAAiCgEahSmqKZQBMEQAAEQAAEQAAEQAAEQKAsAddEPHBdeFk3oQ8CIAACIAACIAACIAACm0XANREP/aWUzaKIaEAABEAABEAABEAABECgJAHXRLykWaiDAAiAAAiAAAiAAAiAAAjYCCARt9HBGAiAAAiAAAiAAAiAAAjURACJeE1gYRYEQAAEQAAEQAAEQAAEbARsiThe0LSRw9imEpgM+/3hZFOjQ1wgAAIgAAIgAAIrQ8D2B32aeEFT/E2fo53Lg26rJiTTw/3BOOoNLnfbJVeYXhsMDiL6Y0O1+UYZ3/hcbF+sddIbPSf+rhGXucuxP1Pew+XO3mgv768iCci3e5njNHTQHsTrSmuTK/1htCc94fZTWfC8/XRsi9x/85w7WLI83hoMLuXugwjwaEcaFG4cp2umvxdipNWFo3ud5M9CpUrqdyvd9DwFpSkE8Vel5EZP3pm0d+kvTMV3zmxBSejtLoTAfU5U82lz5ZAB6j6iDQIgAAIgAAIgsB4EbIn4ekRwqrzczk6RKau7kXLIy9fpmDdVkb9l6tnZORkMKAOW+fFkODym/ryMftGA0UqTy4WEWWl1nuwMh4PhI5kPBKQ1GYvHnvnzkmaFx0jKw+GM/UFWTVeM999UK0eRSspZHxPFE1HSnB2OT3r958TTQvfyqEsj71xMH0vih5BH+IPEdHI07Tw995lmTQ7GkcjjzZ86AzRXQw8IgAAIgAAIgMDKE9j4RLwt0imnbYhPQLfmmW770mB0yWlmc0rHRjqdrt15MpE0tykvH520ouNZ1Ip2njdP99vd53tH+6PDbRqi7FZUZIz3VVqaWmcHxqpLCLPxgOvSc8IoTUFzzqEps114IEhT5MkVcb5NZ9Iimz/p9bYW1tEa02vj2W5/jxymU/Hdnjbq0ZwevnFElNoikR/Odgf9iB2JT8bin1bS+GKVuIAljUg8DbQPx8fR9HjQP1BeJA8JqxGg8goCCIAACIAACIDA8glsfCK+fMRZHszLHiaU9bZ6eztZWnS8emUw3WXZs8OJODOUZJOD3cngmA6be9P9fp89aSSarW5/92h0PG2fDCdpWsyMULYtKlvarbnPkUg9273dVuZJM2XSogRlm2wYB9ULdtm5NT0CUBpOOW5yJN9tH4xva8qqORnGZTxtgiMc3o5G86xXKS0K2gPD4mDcap8TRUGjo53+oEXCeEKoL7Wn16LoZDqNOm2qVHlz0nl6j5+Hs/Djw3LSeUMch9PEZIUYnZDrDjBZD79AAARAAARAAATWicASEvG0gIEwtY0MVOSOyXtyPCmcd89reQVmsz9OPsns0XBM+ROdUUbxCeu88vikN3j69iBdJEkV1fHtLD7elPmuNJWWDvPFaGWWYyZH6YOt8eBA1nCrwdi/jOxZntPTqKoRPxLhLP7QYfbwpLXHOx1OxGP1eF3hY3xAPZNE40VppD/UCp3pEH1A/Qekv1BlwVemzYr/bSHOONMa8fHsNp0Yp1mnVJ/cOI5aT7ajVnswWjRgtmjB+ICZyrKj44k8KhdO0Ll4jHvh7JyYx6f+TJluBnL40DSs9/B7SR+btyeUcyeH2alnNDg7msy67ZYIVcAzysTV/NmbowkdmassXA1QLHUHyNaCCAIgAAIgAAIgsC4Emk7E4yycshz5YqHIF6cqkYuz4VaSPIqEb7AfiQSa+oeTdM708NokuiTSt9gUpWIib6PTTNVP8vjNaDAayQQxSevVhtDh6Du0hshvKdMdkAfCm+5g1BGvdZoHxnJi7Nv8sFM0+wP+3t7xcLQl1xRBDa9M0sJitXCRkCTZ7Y44S46jo0NiVq6t1ZzkmIufCmYdYeRY5o2JYpxDJvL0QNROtHf/qXXwc8FH5KnERCza569I2vPXTq/XIn5athxb68jdyfFxsVvs7HO0ePKWqnrlNN3xRJt8k3XwHaEswqTTa7H1rHhk0bDWkmS0zqQpn0xSy6PoeeUFKUyPjqfdS+SO8FG8q7pQJj432Hp6MC9cmXcLKbZcd4CLS6IFAiAAAiAAAiCw8gQqJuIVv2xIb8Id0zmtynKESLW4khK95Tbd3ktTmXb36c54GB9GTm9Tsr4j02o6l5UnjokpVbaR9se2tPfnFnehs5d+JKR9qd87GozptLKjKn8XddOW8I2yUnXYGZdzDA7Gk0tpLOR5Mtrp7bYnBzdiozJ7S61k/b5NOTEdo1JJdHpwTo8Hk4PheF7hYMsgdZNkJK6Jp7SVSpxTlxa0aGj+9ZJL/6eoPHljrjA/LF/sn2sIaTLcn9JptKX+vh3n1vqs9F8AFvvj1uyQ6kIG7MEjQyftohoSUa6ttiM5qk6H5e8WFZvEP+L+IdnlbYE4z6bz/vQbPrOTabTdaamNnk2OZp2eulkWK17k4b76V45kdfWrvgDVEhBAAARAAARAAATWikDFRLzilw1FSsTyGCLVPtdOjjSn0xM63dQOWOPsu3OxEw3FG4RpqioIm6bm3IXR3J9tsqZ+2m3KgJMiYNVpCsK39g4VCs9/2o+Iw9jpLOqkSdt8zEminE/Ux7TpHF3UIo8XJs3TeupOMsiFBFocyc+/SLgwlBqSx95pa+G3iDrnZ2FWq6dpUVn2mJ6bhjfoFFv8S8U+1f8YP3ybFv00VFUHVVff3tmZxa9+iuojjlopJQJltAf0Dyftcb8vi9oHjq/j6oaMNr2OKaKTh/zkRj8S+967GA3G16adS/R8tfhFlPm/GMQZvLDX2bs8pX8tuS3/0Yfu0ta5+AZZjQCNiNEBAiAAAiAAAiCwRAK2RJyOvVXCzWVyt+KJeFGg8+PYBc34XDmu+BApEs/zFtTWqEF5W1z/sD8+t23LObWQFrJklTHGSmZunQNTFI0sZv0Li8xn8RNxkU3K0+JB74S+I57+OwAvlY/NiGofeqBSP5SJLjz5TLVPsiT1JyIDnrTn9US2GvHp8dE0mg77VLgTFxil646ivjgjN1L/6e9n0dY5eil2YC9iEfdVXH4SRzre6nWjyWDW3tludy7t3eiPDqPW+Jj+OaVov1rdweVosD84pLcLFIc6A1SLQAABEAABEAABEFgvArZEXGXhFBKXzWaZmBdOkeOkSs4Wh9PTo8n0Ujs704mzcZHnyaoPceo9lvUfZVbXzr/Fm4Xt3YWj7ixrGb6J9K61U/U4nA65B6LAI2sx3hfntckf+qH+hSxZOxHn02JZy9r5uJm181FdFv/4kJR2iCJp/n3uzJqQuMZdGhEvKUYXmUFx2h3X9LM+ErNKeJIcPVWk5wdZI55RKy/OyKPktdZWt7fd5zX6VF7SebLbfa4r02KBNP2zQdNrh7NLXfYvJOJhgw7FhTv0F32uUT2S3GKqobpBbxFTP1NOPTN/Uy4+ildT/15QZ4Dm+ugBARAAARAAARBYCwK2RNwSQMUT8fj1vvH+sC1f1hT5E6UqSeJNf/AlOh6PrnWS2l862pR/9DH+9Js6g028EvnWeEgfvk7e+6SXNWf0Rp3F52RoNl+CPu1Mldx7SamxrUyls9tr788n0rEred7Zs3xjRK4mjvHFh/DSqvQi90j/xrnduRYlke0tKm2I7VD3wgeq0xoKqU5DR+nfkox75ln73J6Qsk/EY9pUibKQvhulKYuWqKVly/J9xFRLfIuQ5PkmpQPZv+OnLJG6klGevGdrk6viqYxqVC7e2B/TL3WHdJ4Tbx6kf6WInrXac6STIR2cjy7LW246eyS60e+LOhtx48gjf/UldPr7O+kWE5z4MzsUUHq/5Tll9G/NHyxrCVD8C4AomGEV84YP6AABEAABEAABEFhJAhUTce2A3Dm0+CR4P/3Uhiix7Y320y/3Uf51mbKK9I+hiNE4se70ztEHsJPT43nmR1+i2KNPEyZf7RBHrU5utHq9aNTvy7PKuTWaK7NtUaZsps7ijLM97Ke+iT9wI7/W4rSmk5L4aoqIonM8GCcTRG26+BRg1JY1E3M7Iv2a14jP+1OJ4OQ9lOhDdOA9mwz2CUU3usIO3VNT4lR762L2P1NYTsTj5FXwbZOr/b5Amlo0fssMlZ4c0k/d0Pf+DCXWQc8SlOLH+vRWgfjLO+k7vlKJCrV7g/ivFHWO6YvgveTly+RxZsL+2k6sT+DjHad3T9NFKCmPn6DSz79QILSE8LPfn980GS9rpgbi3+ofBOoLcF79srAyGiAAAiAAAiAAAmtA4J68s+2rNz995tsPmBF8/vnn9957LyXi/3Lr82cvPGgqrHKPSODoO+Ls76gvy1uZmaUnyuIslsol5v8UMH8JkrK+i6IqwtHR7b09OoHmnyDMnyiPzMmTpLp6QTMp0oj7knoSmf6mPtOrqhkPAyKuE6qlaS1EFB/D53kl3VCLp2RUx6Kw/U+9k5/flh8yl6f79MeD5p9PmSvHnvzvvZP/N5J/T5Sy8Pkfq5+rxRIFO25fVkfq8b9AvHmOngMnVKlCn2fhN4w6gX5k3Bc68l9FBC7p1aL/86RdLbmooLpToVyA87KldD5+gwAIgAAIgAAIrA0BWyL+oye+ok6+1cuaMhGnXPwXv/kMifja7DMcBQEQAAEQAAEQAAEQWDEC91r8UVk46ShZnqDnnaNbrGEIBEAABEAABEAABEAABEBAEbAl4jzbVrLMyFVergxBAAEQAAEQAAEQAAEQAAEQcCdge1mTZ9tKXusTcfmXxt3pQBMEQAAEQAAEQAAEQAAEaiJgOxHPXBIn4plY0AkCIAACIAACIAACIAACpQiUTsTX+kS8FBoogwAIgAAIgAAIgAAIgEB9BEon4jgRr28zYBkEQAAEQAAEQAAEQOD0ELAl4uoFTcKhZJyIn56bA5GCAAiAAAiAAAiAAAjUR8CWiKsXNGl5JSuhPp9gGQRAAARAAARAAARAAAQ2noAtEVen4ERByUrYeDQIEARAAARAAARAAARAAATqI2BLxPnht5KloJr1eQbLIAACIAACIAACIAACILDBBGyJeGbYqBHPxIJOEAABEAABEAABEAABEChFwJaIZ1ah4Cy8FF8ogwAIgAAIgAAIgAAIgEAmAVsinplzZ2bnmabRCQIgAAIgAAIgAAIgAAIgkEfAlojzKhSVf2dm53nW0Q8CIAACIAACIAACIAACIJBJwJaIy5ybX8mEysgzzaETBEAABEAABEAABEAABEDAhYAtEc/MuXEi7oIVOiAAAiAAAiAAAiAAAiBgJ2BLxDNz7szs3L4GRkEABEAABEAABEAABEAABDQC92ntwmZmdm6f9X//Kjr55K92nRUc3Xronv/6nRX0Cy6BAAiAAAiAAAiAAAhsAgFbIk6H35R2y6uKteyJOGXhP7vxl62vfaksrIvwP/7nmSi6F7n4uuwX/AQBEAABEAABEACB9SJgS8Tl4XeFI3COgM7CKQv/v370N7xzLeT/9rM/n3xyTxTR/8MPCIAACIAACIAACIAACAQmYKsR54ffXA7sAsyBAAiAAAiAAAiAAAiAwOkjYEvE+Vk4l08fJUQMAiAAAiAAAiAAAiAAAoEJ2BJxuRTOwgMjhzkQAAEQAAEQAAEQAAEQoJcRAQEEQAAEQAAEQAAEQAAEQKB5AsWJOIpSmt8VrAgCIAACIAACIAACILDxBGyJuCxK4deNx4EAQQAEQAAEQAAEQAAEQKAZAq6fL6zpXPzmTyc/vJUR6cvPdl54nPd/Mn79/RfvsJ7zX//gmS3WluLJT175+LW096nv/8Poew8lrTu/67/+x7fSIe33gqY2hiYIgAAIgAAIgAAIgAAI1EBgRU/EX7s6+cl7abiUQ7+ymIXTyK2PH3vl12Oemgu1eRZOKm9df/+xn56kVvAbBEAABEAABEAABEAABFaIQJUTcSpWCXxAvnC8nRx+v/avv/vR4984G538JDnJvv+Xr37zgkSXHG9/+eLrv3007bxz60/xgXeiduftX3/n+pfRrT+M72z1zkbR2W+MXk24J0Nnv/qrl8g+fkAABEAABEAABEAABEBgCQRsJ+LSHfPzhYGzcD3qh/7xCfrb8lF0588f0uXtP8SlJiwLpyHKql/66lNC6e7o7U/E7yj6cPal+HX2bx4Vv6Kz3/vay+L3l7f5qbnowQ8IgAAIgAAIgAAIgAAILJ9AcSLeuI8nP6OTbPoRKfUn//5uLJ9/MDkLV96c/Ub/vGi8NftP2XfhifuFcOeP33ll0hfZ+dYLr3Y+eFWrNZe6uIIACIAACIAACIAACIDAkgnYSlOkazWff8eLiILvjzUSL/+A6kaS0+6nWl/RRqn5aOtMdOvL6KPP6MhbVJg8/s1fnk9e/RTV4dffj1B8YlJDDwiAAAiAAAiAAAiAwGoQsJ2I8w8X8gIVLtcTBRWiVDnJvvBM54OkZCX2S5yOL77QWY+7sAoCIAACIAACIAACIAACZQnYTsTlWTi/Suvhz8gXXtbMCCGuP0k/RJiOJ0XhD//dwguX6qXM93772NW7VCP+4vWTXsaHDlMr+A0CIAACIAACIAACIAACyyCwmifiikT64uatT2+qPinc+d0o/gB5WrVCXxCfPJZUh8caj3/zV9+PX/qMa1e02WiCAAiAAAiAAAiAAAiAwHIJ2BJx8yxc+hr+v1dRoAAAIABJREFURDyfQfrxk7s/5EUm87/Oc38/+ZM9W9+V725e/yhN2dOXPrUj8/y1MAICIAACIAACIAACIAACjRGwlabkOUE14g3m4lsvvPTZLfEpcfpq+OTFBZ/O/Pil9MviUXTh+1996hapUco+YVpnfvx98w9wsnGIIAACIAACIAACIAACILAMArYTcemPfDWTZ95cbsJnUfbd+WV84D1fjsrKX/2W+Es96keofT3+drjqopc+F3XUCAQQAAEQAAEQAAEQAAEQWCqB4hNxM+0OeCIuvnPiFr+bJn07fOuFIoNnv/etD75XpIRxEAABEAABEAABEAABEKiTgO1EXJ6F86v0xEzN6/QQtkEABEAABEAABEAABEBgAwnYEnEZrpl2y9R8A2EgJBAAARAAARAAARAAARBoikBxIm6m3WZq3pS3WAcEQAAEQAAEQAAEQAAENoSALRGXCTe/yqDN1HxDYCAMEAABEAABEAABEAABEGiKgC0Rz/MBJ+J5ZNAPAiAAAiAAAiAAAiAAAo4EbIk4f02Tn4Jz2XEZqIEACIAACIAACIAACIAACHACtkRc6pnn32YPtwgZBEAABEAABEAABEAABECgkEBxIm6ef5s9hctAAQRAAARAAARAAARAAARAgBOwJeL8NU1+Cs5lbgsyCIAACIAACIAACIAACICAIwHbX9akk2/KueWVmzN7+Kgmbz10z//4n2f+28/+rPWvfvPkD2f+y/92z+r7CQ9BAARAAARAAARAAATWkYAtEZfxyPNvnnyXOhH/r98hM/eefLJ+GS1l4bHz67it8BkEQAAEQAAEQAAEQGDVCRQn4mYEPCk3R82eOJ1dv0TcDAQ9IAACIAACIAACIAACIBCKgK1GXK5Babe2WKkTcW0umiAAAiAAAiAAAiAAAiAAAkTAlojLhNtMu83UHChBAARAAARAAARAAARAAARKEbAl4jLhNtNuMzUvtaRFeXpt0O8PDmcWlZUZmgz7/f5w4uzP7JBiS/TLzs1chBvMVKjWWZPZas5gFgiAAAiAAAiAAAhsLgFbIi6jNtNuMzX35SOSv8bz76YWnVzp96+4J+yFLEUWX+IBoNAeFEAABEAABEAABEAABJZBoPhlTUq7tVxca/q7PTkYT1u9TitqXxqMLvnbc7KgFnXSNpU6e6OR6p0e7g/GW3uj5zqqKxFmh+PjqLNH/dP50MLceTeTcg1Or40n0t5a/LsBCwkiCIAACIAACIAACIAAJ1B8Is61pRz6RHxyg1LVp7ttc6UaexpadHp8RM8YPSM/rxrZdHI0be+Gs1fVD8wDARAAARAAARAAARDwJFB8Im6ef5s9Pk7Mj3jJCpVdDGe9y4NuS5ikkvHBQXKQ3N4dDC5Rri40Jq3e4LJM3OfN2ZX+8KS3t3M0pCnb8eF0PBj71lY24yZZTs+VI3H2fLQjjatFW3sjcYid+tO7vZ8Ug6RuRBFVtuyPhV5bCMLLGdWMRMnScploMj6gvLmjP2OouXGCTrUrw+N4gowrHs02OBmPZ+3etm4vnhwfoifH5HTkLvwXlk8UK9JaPGif84nmcSWe4xcIgAAIgAAIgAAIgEC9BIoTcbM0xezx8FEe8fYzjoypqCPqj0Zx0ilSxsHwEcouO3uXe5T4jiddyjSTfDpOykUKOhuPo0EyhdLZ4SRJSCkBvTaJLqlF8hfNiGQ63r9BZSh7yYPB6HA7eU5IdFvdwaiTXZoyuSHKSMTzQ+4PPWwMj1M3Z4eHk6jdyTU4eWdCib58Slm0KADNdqmwR6wl8u/+UOTiT3ai46PJrNuOH2yi2eSI8vjnBYf4IYeeI0aiIVL/wSCaP40sGkcLBEAABEAABEAABEAgPIHi0hTz/Nvsqe5XfMS7k3nE2+rOU9hOr9eKZr+PT8db3d42HVUPJ7PD0UHUuxwfXScedHoq653enkbtc0kO3O7Os3BKVMW5cvaiGZHQaXqyRPsS1YRMj45jNzI0ta7p4ZuUN19U6b82LJuzk2nUOifz5KjV7Vq0Zbk55dbGj3ggafX6aeyd3V47Eg8BUYdWnzsc18nsUC2+QHAw7eyl6GKk06OJY2DG+ugAARAAARAAARAAARAoTWDJJ+L5R7xxJKx2QrRP6NRbZNad5/Y6/eFwf0IFFQvHwyqjFUqUgw7H+/2xLFMR85OfgkVTNd/f7PjZYio+tB4P+uP0VDxXV5abZ/3bQSSy+ZkwwifHyX2nt9seUIZ9qd2O4n8H2InrZGZTQjmNS2nmU5KngXkHJBAAARAAARAAARAAgfoIFCfi5vm32VPRv/kXRTIMyMrpND2Ni5vnWiLjnohiFMsPTR3FRd6LpdvWRS3myg65fpVFuknFJLGbabzmajnl5krReN6QI+3tnfZBXJ0ypX8H4HUyet28sgQBBEAABEAABEAABECgAQLFpSnmN1LMnmqOWr8oIr5qQgfeafHE7DZLu6fXRuOoR2PTg1HBX/8Rae5osNuOjkWlBv1kLjoVZ+1hf8p9laXznHCTym/EaX3mT1xuPi+8WdRpbc0DXByJolZnpyWqU+J/B0jrZFpUND4vWdGnoA0CIAACIAACIAACIFA/geJE3N8Hei8w/XuZVGui/rpNfMQrKyUy1hBn3io/nlxhf8FmMqRPqYjPHVKN8/Z0/MZhdmWzqCI37ZqLtjs7lMWOk4Re1J1n2zNtsZ52e4sqZ6ZqpnyLNE17maIhLoQ2H9UMFpSbi2NvOvyf/9mgyXBfYWl3n+5Mj8Y3Ttq9XVVf3rm4HfHHGPHOaAauuUOQQAAEQAAEQAAEQAAEwhKoUpoSxoOCL4q0u8/3jvaTKubO3qB3MhAV0PG3UOjLIfKkXLyVuD8eXGln/CWdTu/cPv0JSulsWvGRtWj7Ur93NBDV5KTb6u3ttocHpUNMPCEbokSkFX/tO7OcW7fc2T1HjymJm6y8ZMHg7lR97USfL9viyy1t+lKK+H6i+BHxzr/VQuXy9FRCnzNnVeB0Bj+gr0PKqKn0nr4OqbJ0aQNXEAABEAABEAABEACBOgnck1dncvXmpz964itUDi4/Viiv5Mlnn3125swZ6v+XW58/e+HBqr4tftBaWRFvZ0byG9iqL5yQs2i4BRJL8bcEtS+X+yxifA7cxxjmggAIgAAIgAAIgAAIrASB4tIU89XMvNy9REDyD9PMKyWSqdPfz+bf8ithzk01Z1G3ye5asoykt/A5F/fZpqZ8u7Tpvzxq+oEeEAABEAABEAABEACBkASqnIjfG//4nYhnxhCfJCd/QTNTAZ0gAAIgAAIgAAIgAAIgsCEEimvEmwhU/VF3KpJO/ypNE+tiDRAAARAAARAAARAAARBYEoEqibhZrOLrvHjXsOtrBPNBAARAAARAAARAAARAYH0IFNeIm7EEqBE3jaIHBEAABEAABEAABEAABE4TgeJEPPz592nii1hBAARAAARAAARAAARAIJNAcSKO8+9McOgEARAAARAAARAAARAAAR8CxYm4aR1n5CYT9IAACIAACIAACIAACIBAKQJVEnGckZdCDGUQAAEQAAEQAAEQAAEQMAkUJ+I4/zapoQcEQAAEQAAEQAAEQAAEPAkUJ+KeC2A6CIAACIAACIAACIAACICASaA4ETcLUXBGbnJEDwiAAAiAAAiAAAiAAAiUIlCciJvmzNTc1EEPCIAACIAACIAACIAACICAhUCVRNxiDkMgAAIgAAIgAAIgAAIgAAIuBJCIu1CCDgiAAAiAAAiAAAiAAAgEJlAlEUeNeOBNgDkQAAEQAAEQAAEQAIHTR+C+CiFTjbjMxa/e/LTCdEwBARAAARAAARAAARAAARCokohLav/0rftVRk55uXqDM0/eeNaKBkXqL0sLG3mVd0LefeLSj3up8B7byDtH3hv8inup8L8F//8tkkts8B3lfxfx/9Uq3JF1VMBd5Hj/414qdXv731eO+8L/r8YKylVKUyRoil8Rd5GVcijBZVG7jhwNda2GJc/DUJTITt4S7v2hELmvaIcZEI59IXeHNxiROwQXmBsMyiV8F51VQ8RvAOl/kCs3a8pmTx46qelzzbNcrb8BOGUd84HjvhHuXgVB5L6cewgbCco9fBek/oi4BZcV7TpyNMh1iaCqJOL0PEFhm1fJQvZXk0vR9FnIdL6ZnmpY8iJ1xJU33b2/GTh8lYZBuaPIc4w734yc50m1fjkr8+oPh7vUDBy+Cl+9mpyJJa/THxd3vhm5Gpa8SPPIaP1503nILo5x/fpkF0/cdTQUZtMOx32h+oDYLZf10NQ3mWT2rCMoM1ifKDKx8E4f4+Zc2dPk1R8Xp2GRzWB9li6FqEoizh9ouCyd9nmqsDCqNuTjjDmXB1tN9kfEvarGJHMWN1tNrgYkb9YKgqqGhQeSF2y1fm7ZX5YWglw3D1QQLNyIPyJprdqdY87i1vxlHmllGYgK0a0aIn5frchd5O+GCZmHWU0O61XhfVJWwQy5rMPVsOTNKru6qV+WgEXfHw53T4VcJRGXhso+PVhiq2+orJN2ffsjTjUseSvWxyTTcp4b7v12OHx0TUG5o8gLkEOwy3kWqvXLWY1d1wtUY1j4Qv6IpDX7XRR2Fe5/A3JY511AhVqxATh890PJG4koFBxuxw6Ka/rL0kLDV///EOyI+OjaIfKHw0NWKKon4mWfDILfTGUdsOurRxPys5osA7Sv4q4TEJe/S9WA5M1yh+DieRBQLgvZdfKCrda/gohCuVQNSN4sf6+C3D/ciHTV37G8kMv2h/KExxhEtoOyj/KgygKx63PL1eQG4JR1zB5y2dGyq5v6QRCZZmUgPv1lUZj6Pqubc2VPwOsqIOLQzJDLehgQDjdV1g1Tn4dZKFdJxFUWT35zWYYR6omBQ8mUQy3EQ6hbbhhRqOXqxmLaD+V55p1jdkoHfBY1Q6i7x8dbc67JJLMHoDKx8E5/RNJa3fcPt89X9Jc5DYtsB2Uf5U7yQJqR+erVZAuWagbtuJrBwlcJG4UFlz3wsm7wEJqRy3po6lvgmEP+uJrBwlcxQ/aJwmSS2eOzBHfeUa6SiOdl9zIe88mgWn8mnbKdoZzJC7lsfzUUeVGUpWHRz1uiWn9ZLKb+CoKqhiIvEDPksj15lqv1y1lBrv6gyqKw61cDkhfFiiDiQdnDdxnl1vzlIIi4kby9cO93geCuA0REwI7LHxHfXH4zeMrcbDXZHnjZUX9QnkDM6dWw5AVSFoipn2e5Wr8Zb+WegKCqJOLSb58nhsqRl53o46Q51/5w44+Fr1g2Uk99vrS/vJGg/LHwO2QjEfEAfWQ7HD7qs4o5V/Y0cG3yXgqLqwE45hL+uDgEuyxX91/RjKLWHn+H7Vj46JoiCuU2R2GXQ61Y651jGpdBhXJ+IxGFgqPsVE/EfZ4GzL2v0OPjgDlX9vhcZQim5Wr9FYDkTQnlkg8cPrcakLwo8qIu1Z9nvFo/D7aavIKIwrpUDYs5K6xXpe4ZF2XpsI+TZsg+PT6euMRbSscOxz7KA/EBYs7llv3lUkDylN1RuDhshly2x2UVd528qCv0+4Mqi8Ku7w7BxfMKQMwpLgu569jDdxldQURhXXKBQDpOibi0pTY17xFHKoR6nFLL5QmhFsoLp+5+f1x5ZLR+gNKAmE0gMplk9gBUJpa8Tn9c0kKTVxmLv+d5TFS/fQn7KHeySTjuXnEP7bICkieEXXQdceWR0fr9Qa0jHB61BsRscmV/eYNx+cOR8B0ROSXi3Ceynpfjy4V51u4jm/eQZ4+PM3kh+/T74/IEwqf7w+Hh+GAx53LL1WQeaRDZH5cZpk9PNSw8iiBY/N3gLvkAyZvr72FAUP7O1IErrFdBcJlh+jiZd2+49/usbs7dSEQcphly2Q0NgsjfDdNtHmY1OaxXAUGFdawaHHNWWK8C4pKuVnbvvsquUHau1rbLP//13cqrrNTEf/rW/eSPyyOOdJs/wPjIDUCw76AKx3HHpTWXa1nLpn4DcMwlfHZTznW/qpCVGz6rKyP1CeSe432iQrPoS2suVxdrdp36mFgs++ymOVf25F1V+Mof04K7jjJSt0BOWu4Q5bCjjrTmci1r2dSvm4yy77OP5lzZ43JVIVf2RE1sRqCgHO8TFZpFX1pzubpYs+s0w0dbRd4DyjE1Wq1fzsq7hlpFOdmkQEFZ7hMVWp5O9URcWaQ1CuVnLzzYJJQ61rp681MKU+IuvEoHpL6/HDCcwp2itew6cjTUVcFRMdpXN/XVxFACOSD/l4IMVpPlrFBXFbKnV6H4KDsUoKcsLYS6KlCVvVITQwnyHlCOee6gtOZzDeVJKD7KjrwHlHskmD18NE+Ws0Jd81Zx75eaAa8U2tLvIumDvycBsZim5D0g+6vJclaoq48nZnRBeig0z3tJBUV2pDWfK7fmLwdBpNxQ1uT94NMvLWhXp9IU5YQU5ObZr1xTm76+TXvIZUdNRNJCtX5Hqj5LlA0wlH41IHmRFoLKm+jeHypwdzsNIwq1nHuAoTRDeV54F4VdKFT4Ze34R1EZlHS1rANlA/TXL+uhXb8QVzUsfFH/kMta4Kv7y4WI/JcoG2Ao/VCeN4aIOxwKgrsdvrq/bIEmXfJfwhKaUyLOHwLIGy2Xz+yRTmsTZee6X13Cd9ExEXFcZeWAVMsubdeXoz7XFQRlD7mswz5wwnoS8C4qC8FFf4NBuYTvouOPiFtwWdGuI0cDXsPe8DzYarI9/LLeBgFVdlG7fjUsfNYKIgrrEg/WRw7rVZB7iRuRoYVy0gdUWE94jEHkCu45JeL8gUA5yjtdZDVx3QXLYw2FZo7KeF0Q5ek0TCzPjWr9clbe1R8O96oxUHxRfzkPjtnvj6sxRP6ummBNIHk9/qs3DMrf4TwUef2hVmwYlAwnlPN5cMx+/xUbA7W+iLjnDeDiy/nL0oLL1f9e4t42ACqswy6IuI7/6o0hquyqUyKeGUbZrD/TyHp1VnuGkzGWxcX1A1LiZv1lacHn6g+HRxEQVCjHfOCYc/29CoiIk/eXzWB9elYKlL8zJl4fOKY1fw+D31f+Tvoj4hZWCpG/Mzy0UHIorwLeS6FcCoVI2gnlVUBQYR1bNVwBQXFT/tAUqCqJOH9YcZG562stuwRbTUdikXP9ZQvkUEtUC9N/lj8cTsACKtRC/iGXtRDK8wbgcFfLhumvz1f3l4FLEZBbYyJVCnaB76xpJM+42c/tNCP7eGvOtVOiUTNk04hdpxkseauU9dbUlz2FVzsE06ypnxdCM/0uHtp1GkDEHWgGC1+Fr+4vF+LyX4I7T7JTIs4Tf/JAZfGOsmNU66LGaZRFkacvYzctV+sPSDKUS3mBl+2vBiQviiCg8oxX6y8LxNRfQURhXTJDrtYT1qsg9xI3IoPycbIalrxZPp7wuALK/oh4UHmBu/dza/5yEFCrhojDXBFEJmd/aDxMf3kFQfkj4kGtAiIekXlLBOnhS2iyUyKuOcFzeTkke+yyZmR9m2awHIgp27GY1uz6DXMr655d34TDe+yB2y2bcxsDVdYxuz4HYpfNkO2WTf3GEJlLl3XV1LfD4aP+qzcMyt9hHr6LHGrFhkHJ0EI57wIq1IqNgQrlsDucsCs2Boov5B+CO65Qdy/3vwHZHxEPfONx8WAzZadEnEMnK/zxRRrVsnvZqTRVczMEM1gOxJRl1Oasav0NMwzltonF7KkGJM/DhkGFct7Ektfjv+JSEPm7nQckr99/xaWAkuH4O5+HhfeHWmUpoEI5z4HYZf8VlwJKBuXvvB1O2FUAShFwAauUmxRcHHPXkZp5VxmXuzW7fpOUaC2L206JuOYuf3yRQzxTz5M1Ix7NT8avTx57ZdJ/+xMPI9WnmgFyIHZZrmpaqNZfPQbnmaFctWMxR6sByfPWOVxfxTwH3PtNFHk9a4oolNt5WMz+UCv63hwl58tAQjlvYsnrCbViyXB91f1x5QEx+08tIh64iSWvh8/yl6WFWq8yEH9X84Dk9YdasVY4pnHgMplk9lhAVUnE+cOKXM+S6Wc6tKadPPBqsjuuhpG6LGfXqQYkb9YKgrKHX9bhvMDd+8uuaNeXo0GuAFUKoz8u93vGRdN+n5T1thSKPOWyi9r1XSDYdVYQEUdnD9/FeXv4ZUddVnTX4ZF6yv6guNtlsZj63Jq/7AnHnA5cJpPMngqgnBJxbpcWznuey+vP9HUdO/MCrK9fUpL2q8mOnH2WqC98u+VqQPIiLQSVN7Favz20Okb9cRUi8l/ChFkHCrvNsFEUQjNDLuuAPZy6R8t6a+o3gIgvWjcQ0z5f3V9uAJcZQpM9DSDyX0IC4XaaRGSuzj2pJstZlmvYRTcYVwVQTom4tjfmk5y9R5seuHnnd/1XRKXKT96Lbv5UCOL//fQk8CrMHH8sMWU7irKjcllzFfd+5riv6OOGObcsClPfHYK5ujnXl44x32VRu44Zsk+PGbJ9dVPfCDFMR1k3TH0fLOZcM3BzRXedMIyYFR9nzGD9e9xR5HnOggsj5i1UrX8VEHHPwzBiVrjxarI/Im5BulbNExZWeNHHJXMuD7ma7A+KexWcFzfuL1dDxGetMq77KtCX+f4vfvNZhbn1TXnt6uQ1Zf3Wxz95b+uFx1U7jPDzX98NYwhWQAAEQAAEQAAEQAAETj2BKok4PWTIXPzZCw+6ALx681MXNV+d81//4JmtKDr5ySsfU0b+2rsnLzxOzZA/jvGGXBK2QAAEQAAEQAAEQAAENpSAU2kKL3khDlpzRci8/IRMu7e+e35FPIIbIAACIAACIAACIAACIJBLwCkR5/U9ZElr5trGAAiAAAiAAAiAAAiAAAiAQA4Bp0RcOwLXmjmW0Q0CIAACIAACIAACIAACIJBLwCkR147AtWaubQyAAAiAAAiAAAiAAAiAAAjkEHBKxLW5OBHXgKAJAiAAAiAAAiAAAiAAAmUJOH01hTJvfgpO8lJz8Yd6Lz3UU4Ge/cboVdUQwoVnOh8sdKABAiAAAiAAAiAAAiAAAitHwOlEnGfhFMFSs/CVIwiHQAAEQAAEQAAEQAAEQKACAadEXMu8tby8wqqYAgIgAAIgAAIgAAIgAAKnnIBTIq5l3lpefsoJInwQAAEQAAEQAAEQAAEQqEDAKRHXMm8tL6+wKqaAAAiAAAiAAAiAAAiAwCkn4PSypsy8Vf6t5eWnnCDCBwEQAAEQAAEQAAEQAIEKBJxOxDW7KiPX+tEEARAAARAAARAAARAAARBwJOCUiMsjcLoqwdE61EAABEAABEAABEAABEAABDIJlChNUfPpRFxm5KqnULh689NCHSiAAAiAAAiAAAiAAAiAwOkh4JSIU9rNy1HKZuHPXnjw9ABFpCAAAiAAAiAAAiAAAiDgQqCgNEXm3+qqBBfT0AEBEAABEAABEAABEAABEMgjUJCIZxaFlz0Rz1sb/SAAAiAAAiAAAiAAAiBwagkUJOKSizwIp/xbpuCyeWqRIXAQAAEQAAEQAAEQAAEQ8CfglIhry8h0XOtEEwRAAARAAARAAARAAARAwJ2AUyKuHYTjRNydLzRBAARAAARAAARAAARAIJNAQSKuvZ2palQybaETBEAABEAABEAABEAABEDAkUBBIi7PwlUtihIcrUMNBEAABEAABEAABEAABEAgk0BBIi7nqFoUJWTaQicIgAAIgAAIgAAIgAAIgIAjAadEXLOFdFwDgiYIgAAIgAAIgAAIgAAIlCVQkIhn5twoUClLGfogAAIgAAIgAAIgAAIgoBEoSMQ1bTRBAARAAARAAARAAARAAASCEChIxPGyZhDKMAICIAACIAACIAACIAACGoGCRFyWpqgCFSVoVtAEARAAARAAARAAARAAARAoRaAgEceJeCmaUAYBEAABEAABEAABEAABRwIFiThOxB05Qg0EQAAEQAAEQAAEQAAEShEoSMRL2YIyCIAACIAACIAACIAACICAI4GCRBxfKnTkCDUQAAEQAAEQAAEQAAEQKEXgPru2+Xamf2rub8HuM0ZBAARAAARAAARAoDECZrLU2NJYaN0JFCTilDTT7SWvFKoSPMPGLesJENNBAARAAARAAARWgQCOF1dhF9bXh4LSFJkxq7xZCesbMDwHARAAARAAARAAARAAgVUgUJCIy+c89bSnhFVwHT6AAAiAAAiAAAiAAAiAwPoSKEjEzRNx5OLru9nwHARAAARAAARAAARAYHUIFCTipqOoTjGZoAcEQAAEQAAEQAAEQAAEyhIoSMS10hSyXseJeB02y4KAPgiAAAiAAAiAAAiAAAg0SaDgqylaaQp5FvZEHCl4k5uNtUAABEAABEAABEAABFaHQLkTccqbw6bOlNaHzexXhyw8AQEQAAEQAAEQAAEQAAELgYJEXGbJKlcWWfNf/2oxhyEQAAEQAAEQAAEQAAEQAAEXAgWJuHn+bfa4LAMdEAABEAABEAABEAABEAABTqAgETfPv80ebg4yCIAACIAACIAACIAACICAC4GCRNw0IU/EcS5ukkEPCIAACIAACIAACIAACLgTKEjEzbRbnojjXNwdMTRBAARAAARAAARAAARAwCRQkIibabeZmptG0QMCIAACIAACIAACIAACngQmV/r9KxNPI6s8veA74pR288Nv1eSdPuHJtJ4sSCGUWR+XMBcEQAAEQAAEQAAEQhCYHu4Pxlt7o+c6IawpG8Vmp9cGg4Ood3nQbalZpQSxxNHOYHCpHUWTYX9o5MKdvdGeiorS5WEkwozXnZortXelqShPYWFKqze43KWFaekbx+3e5U40Oxzsjw27NFQ5wIUFl9goSMS1zJiaMmNWCbSn65p9T2uYDgIgAAIgAAIgAAKnioBIgk9U5hoo9Ml4HPXiLFwaXEi749T8xnylyTB2IE3Lt/UHD/JwPNeOVFLO+phIaf+bSXN6bTzb7e+JZ4nuYNQlOzeeTNN/kZrfbld8zGDLLVssKE0x026ZOiOBXvbGYX0QAAEQAAEQAAE8f3ItAAAgAElEQVQQyCbQvjQYjeynxZTw9gfXjFNmYY8y62hPnElbdNS608M3Z73nu22hax6cK7XywuxwdLTTpyP52IvD2XR6MjcyORhHu70095/3r53kdCLO024zNV+7mOEwCIAACIAACIAACIBAJoHJFVFmQjkuCROqErnUHh/cztSkzsmVwe2nR3utyXB/QkfdnWjED78zZ00PBv2DzJG0s3UuiqaHbxztPD9ok/DmhA7ku63pYRTNfj+NOm2qVBkfd3rPxdUr6aQ1/V2QiJtR4UTcZIIeEAABEAABEAABECgkwCukk2oPOu4dznitc6zTSiuwxXBSnz2vnC5cJy4emZuNa8pn8SxZN6KsxjmxqBXZnlARdiQquWc3jqPJcb8v1EUCTCfSsbm4Y75y56KQqYY7VY5T9ujaXCNPKihNSaZNxrPpZD+uaSGf06Pv6dFkeqndnt6exufkUbT2ZeIFiTidf2vH4TgRz7ux0A8CIAACIAACIAACeQSSYm6R2spEuT8U6fbFTjQ8Op52xWuR9DOdHE3bu32RecZvKFJKHqehIpke7EfpW4yxrtuFDq1FwXey7uHhrNOlBHsUPwGk71BGM/U2phgTB9L7dNStXsdMnhrSBWmurBGPlYWfdHot4sqsdElnsd/ZL19KBZlbp5bfiPr8VdfZ0WTWbUsfN6JMvCAR51k44VFNJTCoEEEABEAABEAABEAABLIIiGoKSjHjLJzGO71eazJ+ZxJ1Ohe3KROPD3qpfzY5mrV3tuNc/WA83d6jao/4p919ujMmPUpDy72hGJdWb7Vlmh91ul1pT7u2xNuQqm96jcqzB+nSqjtToBoScZQ+/zzLMRWL65rtraRndjKNSF5cTteW7TjP7o32Es+j2e1Z1NlujQ8m3Tg1nx4fTbfXvky8IBE3T8QlHHkung0OvSAAAiAAAiAAAiAAApyAqKaYjmWtheqP09PObq+9n2TYIrls7XREqh0n0DMtqU2TUmWhWGh3dqjIm+w4V3HQW5InOzsncSW3qIexLUopu/g+4yPjfl/UiA/oJdFLxT65aNDrmHS+nsRPbjwfzaL2zu7FaH8sDvXpMUZ8nzGtWXGxuJI6BYm4dvKtmkpYyaDgFAiAAAiAAAiAAAisGgGtwCN1r9XZaY3j6pTZ+GDa2UtPzakCWpWOpLoVfosvqFyKy8TFY0BxOi4y4ON2dHk0So7eLTXiopAmoqcFertztJf6RmuNoufFGbmodz/psc+oi6eL1tZk0B/Yi1gEqedEiUxSn/N0NzoexI8one7ejf4bh9HWeLK9F3/ZMF12PX8XJOLaibiKESfiCgUEEAABEAABEACB00ag3++P4kTRNfD2uXY0viFKUcwZ8aE1Vac8cpvG07rsNpVzJO8mmjNK97S7l6n0RNSFs3r0bCsdmQEvDGqPEKpGXJpdUBVn5FFLZuXtS71OfzicpB//FuUlnYuXup1LsgxGPB6kfzZoenht1r3E6CR15KIevCO+nTJt79AHU8QbpHvv9IfH1M+UF1xYp0bBd8TzTr7z+tcpdPgKAiAAAiAAAiAAAuUJlM7CaQlx7E2JcPoJFHpd88rgUH7JhE6+KWGdHY3fmbXZt7E7T9JflByP1Ke+KTGt8sfep4dXDrOOn1vn6MT6JPWAjC98VpxSZIqSfuYOWznF+uTeZDg4aO1d3oura2gGZc0d6ksindyYiGWTn8kVOjgfJX82aDZrRzfmyyUF4vSwEz+Y0B8YmnV68fusdMo+PCYLk2EVGunaK/O74EQ8z0+ciOeRQT8IgAAIgAAIgMAGE6DktNxZeMJCHB636a9gpm8yikNmlZNG9MrmcEhvc+6ygmzSuEwfJEm/ui3KtXPOgGfjQfyhP7mUsDzfgHb3SSrgTl6fZLUu8u1P4Y7o3FYTxCn1eEYVLPPSFPZXNJWaEsQp+0RUvIxG0+RTjAtedvYGZP+Nw87lzoS+CP508vKl+IYM5dPHzO/YJDkk/O/Qy6PpEpSUD8WnxDvxib74R4MRvUcq/Ex0U8V1/L3wdUIewNWbn/7oia9opSnU/Pzzz++9914S/uXW589eeJBPcZQ1m46zoAYCIAACIAACIAACyyVgZuEbndXIpDwXeedHvdnPbtOHTeLMmzLy8bnL7PMp83nCzu3/ozf7f6J+/N2YhT9WP1eLJUq7D9oD9slCUh5v8S+dz59VRA26eGUzc1HN7oo2CxJx0+svvviCEnH6+cVvPkMibvJBDwiAAAiAAAiAwEYSMLNwCnOjE/GN3MbVCqqgRpxuL+6v1uRDkEEABEAABEAABEBgUwloWbgq9tjUeBFXMwQKEnHtpUyt2YyLWAUEQAAEQAAEQAAElkjAzMIrlYkvMQIsvaIEChLxFfUaboEACIAACIAACIBAIwSQhTeC+ZQuUpCIoxbllN4XCBsEQAAEQAAEQCCKkIXjLqiVQEEijlqUWunDOAiAAAiAAAiAwMoSQBa+sluzMY4VJOI4Ed+YnUYgIAACIAACIAACpQhoheBas5QpKINAJoGCRBwn4pnU0AkCIAACIAACIAACIAACngQK/rImnYjXkYvjoN1z2zAdBEAABEAABEAABEBg3QkUJOJ1ZOF12Fz3bYD/IAACIAACIAACIAACp41AQWnKacOBeEEABEAABEAABEAABECgGQJIxJvhjFVAAARAAARAAARAAARAYIEAEvEFHGiAAAiAAAiAAAiAAAiAQDMEChJx7a1KrdmMi1gFBEAABEAABEAABEAABDaPQEEirr1YqTU3DwciAgEQAAEQAAEQAAEQAIFmCBQk4s04gVVAAARAAARAAARAAARA4LQRqJKIo0DltN0liBcEQAAEQAAEQAAEQCA4gSqJOApUgm8DDIIACIAACIAACIAACJw2AgWJeObhd2bnaQOHeEEABEAABEAABEAABEDAh0BBIp55+J3Z6eME5oIACIAACIAACIAACIDAaSNQkIhn4sCJeCYWdIIACIAACIAACIAACICAO4EqiThOxN35QhMEQAAEQAAEQAAEQAAEMgkUJOKZh9+ZnZnW0QkCIAACIAACIAACIAACIJBJoCARzzz8zuzMtI5OEAABEAABEAABEAABEACBTAIFiXjmHJyIZ2JBJwiAAAiAAAiAAAiAAAi4E6iSiONE3J0vNEEABEAABEAABEAABEAgk0CVRBwn4pko0QkCIAACIAACIAACIAAC7gSqJOI4EXfnC00QAAEQAAEQAAEQAAEQyCRQJRHHiXgmSnSCAAiAAAiAAAiAAAiAgDuBKom4u3VoggAIgAAIgAAIgAAIgAAIZBJAIp6JBZ0gAAIgAAIgAAIgAAIgUC+B+3zMX735qc90zAUBEAABEAABEAABEACBU0ugdCKuCsR/9MRX6K3Ne++9l67UeQqv8qaRsYeVT+3tyAOXd5Ts8ZdP4f2Z919l2HuV3/98+yATAf/7VmK028G9rRGQ0PidWYeMO9xCwH7HutzVLjravuf9Lx76TQISbx3/XXCbljsEQ5xA6dIUuvX5/LplvlxYWVrzucrYw3pVN0+yX4fDPhjz5obF2wBYvsQqQw4LlkfKCTQmcwfCytKaz7U+1DzSxlDXHY4Paj63bj8bBs6X4/seVuYA/eUN3oJmQjM3139TuIVmouC37tJlE2ndEDhwu1w6EW+YJj1dqRXDytJa2at0JqwnKsBmhDqcL4sxTz8s3mZ4Zq6yapDDguXRZYbfZCd3JqwsrflcNxJ7WMgckQ9qPpfbDCtLa0u8rj78+jw0t3IjN8IMk9/boeS8VcL2L3GDzKWbvDPLbtMqJuL1PbjYH0pcRuXu1uGhed8E7KnDYRdcZXXC4g0I0MXUKkMOC5ZH6kImuA53IKwsrYW6bgz2sJA5llCouR1uP6wsrTV8rQ8+h8MB+svccn1ywxvBl1vHTeHbWt+mcDKc2NJl7lgzMgdul0sn4qGeKiy7EmoJ007Zx5T69GX4pof+/Zlg61ioPjj+lv0x5hHLxFvfcv4o6rNQX9QWyPUtWh+osJbrI2DBLkOoY+mwcOqzVkfsps3MLagPPnegPnR1WOae1ydnbkd9y5kbXQe65m02SWzpW8aDdUddOhEP9SRh4RVqKJSrph37w43LqIzRtOzfH4peoZ06nHdB56LjjzEvukIsYRXy3PDvd8Fo19kYyPUFYgdYbbQ+b8PeuoXWZPh54dhH82bx/mp482Zxy/XJ0nLDV3/ULkDywFbrd1nRX6fhjchbbh03iG+r/0aUJZBHcin9Ls6XTsTNhzYZm0t/wxRcXKqmI2eVvbqDKutVw2DrC6QsUq5fn1dLwVtfOBxaWbk+r5YIub6gyuLN06/bw6XAl8HmhWYfzZvF+/NgVuvnluuTpeWGr/6oXYBUw543y2VFf52GNyJvuXXcIL5x/htRlkAeyaX0uzhfOhF3ye7zdBqgkLe0f7+04HOV4ft7YtppAKy5aNhAfMCG9cSMtDG85tJhQwNkbSvD4uXb54+aW+CW65M1OHU37fDtoy4QOEB/2WVFf526mWfa90ftErj/FnALLiv662Tiar5zHTeo+c3ilJrfI8cVuZNctiXiXE/JZnbPH33yZOmlObdavyXmUEuYdvJCW25/NYBmdKadTMguE6vpLBdj3uomlmrRmXYy8ZpqoZbLC3AV+uuL2gK5vkVXAamLD3UT8IQvQ/Bx0gXC6uj4ROo+N3NT/FG7OLA6qF08cYkorE7m1oRdwr7RLlhWX6dJYuZalk00lfl22BJxrqdklZGTXSm7XKUT5txq/XJWrddQrpp2XHC561QDaHpl2gFeRcAFV1kdZbwZoax77vpS0+cqCbiv6K7fDFttlToCMW36ADetuSMtO1eD00yzrJPV9OWsUNf6toBH1wx/bRXuQH1yqI2oz0P7FmvQltVsPvx13zhOrPKu2RLxTKMqI6dRKfOrnGLq+PdnOlNfZx0hcFA+sj/MvOjq46lZznPAv98HrP/q9q3RIDTZrC80ANf2sT7U/O4Cdg07b2ILOAFOZikyd6Y+WVoOdZWg6vPWtL+UrTEXbTLkUJuVZ8eEXHd0Jk/HntKJOE//zUcZuaqp49/vGE8otbAhmKB8evxh5kUXil6mnbxF/ft9YJpz1xSvydwfbB4KE5pPT94q/v0mkwZ6gL0ByPYlsAWcgJ1VA6PcmfpkaTnUVWKpz1vTfgMb4bJEkyGH2qw8OybkuqNzIZypUzoRNx8p8h5HQvVLv811q/VnUjA7Qy0XCkIddqoBdCFj8qQel4nVdOqAE9Zmw6jrWy4slvqs1UdAWrZcZVB1OFAfrjos+xBwYYgtIALuG+ezHe5zMzfFZTf9ddxRrJqmO15/SpkbxDtDLeFuZ9W2w9+fCht6H98DTaanB0WTy4VqUlldf/buf2pTNrv5zLcfUAEShJpkadnnKh2rw0MVct0COZ95i/r3Swuhrgp1cG/rJqzZJyCqJ6wsrYW6KuDBvVUGmxQIS/A7x7Qpe0Jd1RZU8Nz0zbTWJH9tLXJP9dQnS8uhrgpgrZ4r48sSCFeF+03BcZwrVwl1Lbu6v/6ydseyrrzPVWhKs75+abmOa4UobIm4uinJLpcVIynwISmb12cvPKjN2tTm1Zuf8tAIhbqTwsrSWtmr2rLgXvGoG5MpfLVWWFla87kq1ME9VAabFwhI8DtH2vS/KuDBPWyes7aivA9VgGo0bL+05nMN5WFeXCrw5QrkXvB7zLQpe3yuajsa8Ha5O6JWJ1wNyHKVUFe1TQ14rpZYNUHe5wpFA3esXLGOa4UoSpemmPsnkdmv5qwN7lH3EMUYVrZDdhmV2MN61fBW1uG8C7qyOhuAur4QysJ00a/P24bvcHM5GX4dAbqAddcJ5WFevCaZxnryXArb747aRTPUdrjbaWw78hYKux15gbvAd9fJW6W+/jx6S+xvZuM4UvcNKqvJV3GUAyTiLs+FS9zg5peWQOS6YWUX1M3r1BGpZdfCIuXON4+u7Irc27AygBMBczvCQs67dS3w63bADHk1e+rmsMQt4KGtJnwXr3gU9cnYJiLgsh0uOvVtk1zdtG/Zvrwp9fW7IGpMJ0Ai7vIoY9kADOURcAFbTafsE55dX/pfzRP73DwywfvrcN4OrdqoHZdPFMGR2g36uOo+txpkPqs+4DwKO6uaRrkD9ckcpo+8wRth7m9928Ex+myHOZdbrk82WS2xZx23iW9cfduUR2aJm5W3dJ6rzfSr7QiQiLs8suRRQL+FgAvYajr+z3nS7Wqr2+dagNQ3VEcg/pDr86o+ko6W6w4N8As3Yl22oBk/C3E1qdBMyKH+G2nG2yb5O67VTOBht4lbk2E2E4Uj0ubVmgz//2/vakIkSa5zmjUGCdYgzFpdGrwy6GIWIVPb3hnwzcYH0QtTq9Pa7H2r9yDQQbc9dM1BNx2MfdjuvS+yTlYNbOODwDfD9mq2LCOELwLvmFG1NQeDF2nBwuAX8TJevXwRGRmVlVld0/MVQ/b7jxdf5M/LyMicuC0ZjgEK8ZJbh/3jewtaLAG2n43chxFK/WiGt1/red+9DdwYyccx+8GrvfJwxS2W2+8N6rihXdLO+2rodqfLwcxnFceJMdmzZNuE+9nvPgT92o0BL4mz5yHQzZWkN6wNRxtq2w/wbXukEbtxetvkd7cfarB2z6TfcN/4kOUTuClYqN3SQlynaDoTl/lsoOXG5TlhNQJtdAaKNpfd5Rzh0LbxbrN7T28EXt2RQwN5KEhL4twI+IcJeFtWelcZls6AP2xD+T2hreOHJt8PJplBycM4RnqHNgTl+YyBRhwzM1ix8X6GrxyiQ7a8KfQOcEAFitJCXO9nnf2BASOg717a6D1g1db07nKOMNS2HLRtM98DyOMlH3d2d8D3k+3eYN9Pd3aHPY4wXuZ7Bj9uLt5vyztbYhmDuYukpMXdbTjCjW93GZpy312GI++7+0CU9OLGh0knUJLwsDb5IdhFu5/ha0NDo3o4dK4Qf7Z6cjiYSib67kXTYrAfQjc9LM3RdtkyAsNmtR9Uk62M0ZE45i6Ax9GGHYIkLPsRjt213WHfT4b7QbuzlV06y8HzEYYajnwrJZmU23SCth+D/XR52AHS0coBH6qn+xmXTCtDdaQ8jgZ8PPo5HMrkKA/wH/ok4+5B+PSf/+3Pfvx/m4a+/oef/s2dDXsAFN3JyH6v6T2n1nZDtbucI+yyZSh2zySOs2eQJYHkiFMHd5RzhKG242V7I7BLd6T1YfcojjbUduxsBYSbJXhflc5utf+XeHH8obYlLe5uwxFufMt7snRH8hlWztHG2I6deRxfILopgmDc6gga1p6jjbEVqPfWu5sawXy7uRnxvKfWCogk1LS2GZR+8vfvrhpVOEX/2a+++u6/f1LYzM///avvrr76t794Wmi/pRmDoKEYm84kOF7TupuHQzMUY/Q6A/J4jR4OsPlMxkYA4BMC+SEYY59viznqcJTsSyVQHKZNSe92t8kMUNuYDis/TPC3zWr3gdgW1eTAbRtkWPttQTt8+/0Pqx6ReIiHKcTpVklCa1qEwxKf/OBX3/cRv/vW9NPv+X/f+f1vOsnn3yqrrZ/+1/8Om5KJxiBoKMamTQJjsGN3QYO2C819HyPbMVDtjDlGR3aBt813PNg1Ap1wDWugmx6PboO0n/xWDoQe1vEGog26fgPR5tXWyrByjdgN0hisbRG4wcHKN71tR3a35whjbLmnu2fYL06M8zCFeL7Yj1vdSfL0Fxc/cwG++Vd//O1XQqSXvnbx1hcc8/TX/+Jmud2UOc15//3Pa4NPfuDYr/7gSVX99/Jvw2z60//5s1pYmw31R98RckwN0VD0UNkWxhkq7Xwc1u6yvTWAj9eRXeBt8x0v28L9cwwz7ux4XWsDcxf52NmOgfNWMfczKBrGXYYj9tWRx6O3gnQ8YwzWtgiMNxY7Rt62I7vbc4SxtwzL7tn2i8NeuTXidLsgyWmaPf/hp79hYs/bpz/79T+5Jl84+fqXGk2/8uJ3q8+/X/3f5c/+e/YXDc2emR/866/33CKaAwJAAAgAASAABIAAEHjmEMgV4lKFU6+S9FuvvljS4Q8++azEbEub3/ujl7b0qM2/NPvOl/6cX/R86fd/8p2v9QzT3nghLO0BoAECQAAIAAEgAASAABC4/QjklqboBTQaiTa5thmf/t//HOlFy/FTRwtAAAgAASAABIAAEAACQCBXiOtZcI1Um1zbjEe/9OXf88HdEpRGKz//zL/BGS1ZaRiBAQJAAAgAASAABIAAEAACB4FArhBvS/CGZ8Rf+fLf+dUk//Tj/5B3Maunv5h/8LlL+Ot/MFNrTb7/U3o7k97grN/vdLT+Pf3tf2oWNBAAAkAACAABIAAEgAAQ2BcCuTXi8QuanNXNzohXFS3y/s3jd90XDL//wYq/Yxjg+sI/1v+nzxdfpnKc1q64j4v/it7s/Cazwc5Pq1Ph/vm33l1Vh/c/AYU08RcIAAEgAASAABAAAkDg1iKQmxFvK7hveEbcjcWdb39v+pO/ekEPC33N8NPv/cmrtYiK9T/8blB/961vzL8cGP77yp/849ebEnBAAAgAASAABIAAEAACQGCPCJTOiOvZ8bYCfY9pu6Ze+otvfJr7TCEV63e+LTm9Mv1UaE+8+jdW0tSDAwJAAAgAASAABIAAEAACIyJQOiOui+8DmBEfERGEBgJAAAgAASAABIAAEAACe0AgV4hz83HZrYvyPaSIJoAAEAACQAAIAAEgAASAwO1DoLsQj8vuuDS/fbigR0AACAABIAAEgAAQAAJAYFQEugvxuPm4NI9tIAECQAAIAAEgAASAABAAAkAgg0CuENcz3210JjRUQAAIAAEgAASAABAAAkAACLQhkCvE9cx3G90WF3IgAASAABAAAkAACAABIAAEMgjkCnGeBdfbTCCogAAQAAJAAAgAASAABIAAEChHIPcdcZ4F19vyuMbyg08+MxKwQAAIAAEgAASAABAAAkDgeUYgV4gPhctbr744VCjEAQJAAAgAASAABIAAEAACtwOB3NKU29FD9AIIAAEgAASAABAAAkAACBwgAijED3BQkBIQAAJAAAgAASAABIDA7UcgV4jr1zT15wtvPyroIRAAAkAACAABIAAEgAAQGBmBXCGuX9PUny8cOSWEBwJAAAgAASAABIAAEAACtx+BXCGuZ8E1TaigLr/9uwZ6CASAABAAAkAACAABIDAmArlCXFfbmqZ8TF0+ZoaIDQSAABAAAkAACAABIAAEbiECuUKcu5usuU1dfguBQZeAABAAAkAACAABIAAEgMCYCHQX4snWk9V50hJCIAAEgAAQAAJAAAgAASAABGIEugvx5OR3UhhHhwQIAAEgAASAABAAAkAACACBJAK5QpynvfVWQmBGXKAAAQSAABAAAkAACAABIAAEeiCQK8R52ltvpQHMiAsUIIAAEAACQAAIAAEgAASAQA8EcoW4ngs3U+CG7dEwXIAAEAACQAAIAAEgAASAwPOMQK4Q13PhZgrcsM8zgug7EAACQAAIAAEgAASAABDogUCuEO8RDi5AAAgAASAABIAAEAACQAAIlCCQK8T10pSSWLABAkAACAABIAAEgAAQAAJAoBCBXCGul6aYcFgjbgABCwSAABAAAkAACAABIAAEtkIgV4jrGXFTeWON+FYowxgIAAEgAASAABAAAkAACBgEcoW4nhFH5W2AAwsEgAAQAAJAAAgAASAABHZB4HczzjQLTvU3bzNme1CtP1wsHlazB4uTo+LWVufz89X09OJ0WuxSYjhS2JKmlc3q/fn5k9niwclECQPpUzw+vXg73XMH5tVd9nVxHgW/8LcBmgtWORSvLxdny3Ww2fw9Cmmszhe/nC1edxn58UrYVrWxz3ATwlMSx3MuwpNZ1AXneH1/wa2YAAmWcn44WdQ4rC/PFo/fsPuD2rUo+PJl3sfaOuva0PBQzOXkgd3FKOZFNY+TJLQ/ek0lQK28V83Tg5joze0SueFYXldhl9iyc2EPqgcjjNekfN/YskEydwcLHQoth9X28Sii252LT2vO2h+KfZpq8dltFBwoW3WhJYsDFO9ljzrAfiMlIAAE9o9ArhDXM+K8NOUw58WzVWl/SEcK2z+hYTxXS3dLs6ngdV1JLbhicdPQ6twXCqGiN7b+Mvyj2no9uXf3R4v5k1CpxHcCdM0OxlU1adQfQdVSf3MT7pq/IvLhYv5wk6KnmtFEeXQyq+bzs3CrEOS++A73CZTnBfdvevpgvTibX7li7mRxcVKbu9xebrnnqaZ3q8V8YfpCN43T09BY+EuN0r2Ty+c8iPzfxXwpfIRvqJOCRb7QdHvsoxYoQgT/NyBJTGOYtmuOvH2LjdCOad5T+b0k3OEE29X7i2U1I5BTd5JtN3IBHiqSGvfYq/OzZXV/cfH6hECez8PIhraa904bqaF4rwhtGGUrSwgs7xTfGbaGGUqhRrag29EoqB2gOYiNgW7sM9nMQznrjRp7JqNdOzfaUjmwW/PmSjvqw0HJGw1RDKVq3EbXrSf+bPYoq2wATMp4f/H53wmnwdo/KbSxwQMBIPB8IpArxA8HkcnrdJWVdNy5sHtalM6QF+KSJHqdHEcKm0ywUOjxULVgLsXV+25SjR4suCsr1YV3cm2sP1xe35+fHrkGqvuznClV1kdTmht+PF9eXk9D4Z732EbrruhXdx9cnNpHIrwzzNselUzfXsxo5nV1Ymetk8XEEdXfk/P5xeVx4bOXyeT100W1uHi0PvGPAipbI4Y+Xl9e+Pufk6OTUOBXzrh9RpyrBzeWCk0atfnc1hl1G9eXy+jhRmhe/fW1EZetVKLQtPT8fSkarh9fJyoL5WzJ6dvmIPO7yhub8joUcJOXG67r9ZOqujNJVuFk2DzeSeDyvLo7q5FYP15Xk7vifL12E+tfcXyHYyMHw9ANalzBG5sm6/rqbgwn2YOo6TMux7m1q8YAACAASURBVEd3vcO49ObnuUeCZhTC+fABwezoxVlV33/S/TidNXTczT6T6dH68j13zPKx6fbns0UVnjhd0EO5+jas2VaV2wn5rBUcN0373YyOlYXbQ6jj0lB9r0iHjE+jGxMfU+1Rmzb85P+K7hkuTmXXc4cw3VknTybKEyQQAAJAIINArhDXS1MOcy480zGoEgjwBZUuVkS4qdOTycPl44SdF9FSE7c4ZELTZu7yc1xRKdn1o2uhuxQWVDTr5dl8qcMdNUs1pfIl6VF9lVVydxU8W6YU2mhy8mBxeRbmoc/n82o6u68NDF13wUgtG4qwIG9M0q9dK/zzRXNV5+krktgzwKDmBdu67ArfZp0REqCiZ1kdTyePqCjN/VYPl2tqiG8bqsnJO7OrM3fv1HYnk4sV6ejOze0qbhegn+upq99eo78dWbFD63a1XF5PT+ucW60SimJHKmFXx9PpI1dYl/xc5ef6dm/nvpW0VmpDu0eNPXlMZ7Oj1fLjVVV4X8xYuSqcfrxjXK2uTyZ069s4JujwmaweflQQ1x16PpqP+Pps+vD8im9Z6Y73wUZz8sZ0eR7aEnFMuLMWpbK5zatN/C3o9DTcaxN1PD9/uDpxi4jczcbkfrhR3xaTTQ5uZ6bZH3rqspER5W7dp8272YYeDBAAAkCgE4FcIa6XpnQGKjOor83hlFnPy27WK9O65zce03NnH03N/PnToJv0pRqHtX59gn40aRMIVRq3FWbmwnNzr3X14rUvmsqnNHYNW087nVZ0UfEp+6Ztek6Tw8p7eiO3GsERvq5lxMLMVrSYdUVX5UcrLhLdBY3mxX0zoWqso05f85E3xr5kry5r9TB/1OBSQOrrZtVKo4FQ8dA11QHi6jy/rsaXqrTGpp5va/gEpvZ9e3pCZn6Sj9eIk+8y2MhfMt5ijQHBdyGuHcT6wyu6Wzid8oDSmhXX9+kjXkdeXZ5dVO8sTqhYfy/EqafP6z233uOP6PHF8sqtgtB1Ru1SrzG4X12YQlz2c/0QXU9FH1Gh5WaYK6q3eCIwZBH99fizNIxCwybM+odSJWBkiltJyR96uUO4jk71l3vZgytEOVL8Dj998/71D/1Mtr/5ae5UtMMox0aqTYb2B1/h3fto3sxVUiX741MaOfmFRwFNe1YrnJorf8TbEMqheSLyO7k7S9GPyksmZCtQRGuBxKSdkK6FUZg9WVGczQMnv2PUdXN7mKBp7UIwKP7buhOuL3+0or2Fd4Mo3OTlsNuR6ujOpLpar6upkm08Jnekl/5UWd8k0i7mjjjBXO9R/j7tlKtwMZjen10/fDy7OB32bnaTKCggAASeDwRyhbieEd/TK5vXy8XHVOLQJcefIt+7nKrVzG5E3MXdnfS7l6ao8QsXWl/ZXF9erqrJtJ7JWNrFfMqti+wf9tH5R9SPt/3ihDN3J0AXGJp75ineiw+nYcKyKwPCg6dIy1754urBXUiezLjKowbq609oiq7uvEbcG7tRuLrr55Pqy1Wwa/yVy7CphBpGiuGyirw+usfvLrIgNZUeKh7yJiOa217Ui6qpZFHTfyq4kOuj+xenD2kth+miN3i0mbV2/PGbi/unR7ROQ9a4S5idCVovQTt0fS2fVuddAdePrtbHM5k+r+fhHMbV9DVXWlAFMDlTU5IyU3jduFniisGh5ouX1YeX66lfF/NE1Si+7ql+uSlaqB2+MWuUyL5uo9sJfuDRWLcQuuPm2o9Pu2fWwyRi4aHXnGVP7PB/eVw/cJBdmjMyjiHN6O/mtmel3o7gY7Neek4+HkzaTyJ3K1idf3zPn8Hqo3tBh5uZRm240KMhdzKgPcQf/ueyUohbDLea/nxIQ1/7+iOObod4erg+pzXiVterK1po9EbwaCplKjeMAsU3i4WOXqYb9Sd02Jtqdr26WlfHYZmQC9vahUabK9pjJ7NjE82ZuAmCo9lUymN/zx3thG7JytFX6L5hUd/9NO4Gw82kb/L6ydqvcKHUaVae1svVi83WH164NxPq4XAYyiS3u6vhhTy0DNLuUauP3PNDh6QfFH4I50aE5gVc1vQuyvFyKevTfA7YAAEgAAQKEcgV4hxCFqXsoxanc2s9jzspfV5Z0FF3Xj66W5/naZGuOuMXeLea9A9Ls2t8fTya3j1a0rVhztcGf0I/T1z8WnPYWkFlh/tkSsvluRmued0inRRpys4tKaFi78JrlxuFqXRZodefcAm4cSigfG3hmzNFV9J3QpO9k+YiZt8BvzSFpx6pvlSrtLnQP1+pD5skA28vpOu3XwtEsFMVIctywoIWXqVzNPOBXaEz8XtrXUryvjG9N62u9bRfnQV1IT3v6xY9UzEtSE1fd1X45LVp9WgpN3uuepZSy5XIYQW7q1I2tyVcZIfZyNSx6ZYH1MXK9vBkPFwvpqfRaoSMR60qdKxfy4vPCc01PLT6fD67SjxIiRKZntINNv/KDufNmoqjk/n9q0W96qMevpBYvYiIA7sdgw46maSIz2k84X00mxcd6CHh7r/+fuB6MnunEbelCyqc251W9HwgdGej4nn9zRC37YT+dLE+X9KdiX9RxO+g70/cR2z4LEqPP/jANS9LOMf1ShbChZN/4+Dim9tHS3V3u8mwcrcQR/ecI+9UfBxMpncnyyet7zkof5BAAAgAgRwC3YX4PurvXIYD6Ka++KCZ1NTUaP/4Q4Sd+De9mmdzPWHZP7ukJ60kfnz37rWfVHaz14npKfFzM4U09zNZzue8IGRTpYlNhmg+ZHeGdOn060/8rFL9wD1Mv5LaDU64Stq4m6fwdSCeLxOz/MBy9eCM2Y4SUHcMEoQImj+jO4qyH9cWGdswYxf6y2BTCt1N8KuHdKc3uZt+vB6aretIqbaDnKZXqf6Y3I0nIB0Evsj2K/5dCfXovPJvOm58iZqeLuhrFXVR6N/q82sYlE1j3+GyVU9qKssusoFkYyjrirNR9XVF8/qU42Y3IBM/30/rgmhpeL3koBnXry1ugM+HatMqyXERLKojfv4Qt17vD3SDJb/JV+gIcCM3raLhc2tF6p+bAmjMSQeF/1sfLI0DsB3ihqtl1CoOf/y6ZYGNAfIO7h5Rfpsu1OnWHW88YGHrGqj2x2iNndD5bFZ7Uxqn0/k5v97gF6OfLeqTydHs9P7k/Iom9OnnDhB6UFN/dNK3uPDlu8OQHsDOG2cCQdi56p97PFCPjH4WoE1AAwEgAAT6IZArxPUacZkX79fMDXv54sddn/ypOr6S9ExvpLA9sylwc+9jrSb0lY+Luoqi6ypdom1V69eIuwUSFa2TdK+kuefm/kc1Zf2FbHdJc+sj1SU4GNH1kh7vbrhAEVxszd/AoQgyG+3qhGDW+FtfxX29aD+BVxv6TBpOmnGR6VPNFxdHLhS/meoK3M06UW3tHj0vv7KZRW7oDONH38hSLM1w0/3M7CN3yW9UY7ExV4ex3EnctFxVv9BKz+F9ZeDLTfs9R7d4mu4B3kmHcVKdOaGnv0CinHxFteEThdRGSc/uqUjK3zNsrC2l82no4lUQDXU7k3R0d1lhwt+7rs7dh8zNDYY7HCghfjrR3kKLhvafhX8QweuJ3TmHvg/jflHrLB54K8eLOTJbIQ7t+9uMxhSAWwoiP+5X2ZJ3cSKCbwBSpTZrws2q9tH0Zifk+5D4jrG2bsC7en9Zf5PHHTX0jCKcpdQzB+cnBbpuspT2+1j9wRx323bkl41lvNvOORkXqIAAEHgeEMgV4iP1/1otSB2piWRYWfS8xZcEkoGawpHCciMDY5W6HJNMV9NUOvBK2ehLcFSyuG/wHXFV7h67z8/fXyX+fxNaslzRdBVdaUPpTGT0KW5X6N+ZbaZVec6pia0qX1bpQt3aW379y2s1i8bazFWTHj1X1elmsYYN14enEoEg4/XHulzwNwbRfzBELdBDkit/jNA7Z+uHy9XrND7ry4+vA1b8DqL/hlrjs55ugPxHHvnbiyt6C7PzZTs3Ckd3kzPZBJ1/hdNlRCmtr1br15uPbgSN9uW/YtKHyK9yzkQsdLSHg6sN6b7THw40jV2tG4vE3M1G1xpxvgE4DauQ/ZOETJ5O5ee/w0zsZrW0K4Ib6575TowrSvcyYuq7Je6dXfq8TOOA7mhe1C7mI1d717uZfqJCH1ByC4Ta4rZ0wd12bt6uloYcQTvquXvzMgDVUGpG7YTuBMHHhTJQjwk2UjdSU31S26g2VBuGGwuh6EVQf1cyca0tlx+up7RabLW8ClDVS/jqaj++paFAvMA9HMESGQQQAAJAoKpy/8U9LUohiGTLxG6gTe8dV6624CjuJbMe8dwZ2V8jS33de3IJWzljJnQlopHChqaLsXIfDPDX7OCZ/0uTW/QCI/2SoMS+3p5s3UPeo1OaLa4vJ9O33aqGxYdUsWx+j+lrNue0lNnVNNf3w1NcmtC+Q0+BdYN+tSUtGWr+XPUv01dNVS/OFUa8zGPj7qq0xsN0UbkJ5mN6jXU/10sqyhcv/2hxee2+HeR+79c7KS154mOE0Dg9JiTpd0Ff/p7fd9/GcR9ibC2JpCtEuM/MrR9eUHz+uZc1ibq+PJchcwVWNXsnrMAmtqGiJeb1CLpVWNe0sjyMNRVSIVsK6cvHdDVft93rj38mkx6pfLzejiqsWwdfqd275WBXHo5snFJcfRbAN3aKXS/f8+NCIn8+rBcjuRtdErjdw//c3Zd4TehTgKSUIfAva7qbPVeAdlWgEqVJNGO6r2GGN4b9+MprLU0vz7V0wR1otJo87F3K0d/+hRdjlNyRrTuhGxG1PztAZP9Uo+Orf8nW7T4NoC7c8wq3V0+O6Uv0SkX0WRgIk5Jbg76i+ts9S3owc/+hGP0+vrd4MKMTIJHyHxWzn3uXmha9yOiEG5JwNjTRwQIBIPC8I9A9Iz7sohRXvdUrRNyTQVdn1I9uy0eC3xVzj5A3cyrN1X5u8kZVU9P7L7v/doFbUI8j/dcn/DJBJWzkMVLYRhutTClW/E6Yx0P9tz6JsJvn5rI05eOEmYjcg3W35ICWstDze/+lmkbl7C5Li7Pw39+4eTGaAqTPC1YXZ+f8ZQEJRc8NTuW7BHTNo6KcMA/RXCV3554aMfHThLzjqIVMh0BG42tuc/1zRUB6fa2bDudvI5gwg7F02X7oXlmjj1fypxL9h5bXl0/oCn8x+yX93zqVuw+hYio8bVAfjakqM//dlRbV8fSfDdH/Fbr0lu6gIIL2FvrPQOdcUpMsvIFJqunpnHKoVS6lTU1HzAOabg9vl7oVBYK5n/fVn0TsSqxQ71bxyjvWhT7erLdjoxHXf9pP6y47rgrnkIZdg+Fjllce04Fzekz/nWrDIGIms7uPCXSWa8zrQ6YePtN+nVzt54aD59bdYrI6Vt2SDhk13hA0Y25OiX58zQIev74p7B4tXXCTA9Ex69eiJNdn1yfz/E5IIxL2583Jn5J5mz7oXo+OO1/V30Wh7lGn3KeWBJQNHO6tUPrfuwQvp2k5BfGbsnyiUy8008Oz5PseNvKOa2AagwQGCACB24fA77TNc3/wyWdvfuMLVIWTAW+p80T89re/feGFF4j44b99/tarL94+RJ6THnFR3trZ4zdnT37IX90mG6rI276x7eK4//fHTTy59SfvUBVO/51e+n+mdJV95SLTh1voqTQX+j6HehWpzmpzyXQWFD0sdPEOm41bj5FerR5yq1zd7xwoJH0rWsUhX71OnT48Rx1xAd23RFp/HpyCyU4XIJQLjfx1N51RYqUsL/Y1i2sbQZwjfkAACOwHATr46CyyuT9xrYYzjNyU7icVtAIEgMCtQiBXiP/1n34x7isK8RgTSIDAKAjYW4LmvckoTSIoEAACrQiouQNnE26zW+2hAAJAAAh0ItBdiPOMuARCIS5QgAACQAAIAAEgAASAABAAAr0R6H5Zk0NTOU6/3s3AEQgAASAABIAAEAACQAAIAAGNQK4QZztaDq4dQAMBIAAEgAAQAAJAAAgAASCwOwLdhTgmwndHGRGAABAAAkAACAABIAAEgIBBIFeI81y4mRE3rAkHFggAASAABIAAEAACQAAIAIESBHKFOM+Fmxlxw5a0ARsgAASAABAAAkAACAABIAAEDAK5QpxNzRS4YU04sEAACAABIAAEgAAQAAJAAAiUINBdiJsomBE3gIAFAkAACAABIAAEgAAQAAI9EOguxE3lzTPimBfvgTVcgAAQAAJAAAgAASAABICAINBdiJuam+tyU51LOBBAAAgAASAABIAAEAACQAAIlCDQXYibmhsz4iWwwgYIAAEgAASAABAAAkAACOQR6C7EMSOeRxBaIAAEgAAQAAJAAAgAASDQA4HuQhwz4j1ghQsQAAJAAAgAASAABIAAEMgj0F2ImxlxDmeq83wb0AIBIAAEgAAQAAJAAAgAASBgEOguxI0Ds8nqPGkJIRAAAkAACAABIAAEgAAQAAIxAt2FeHLyOymMo0MCBIAAEAACQAAIAAEgAASAQBKB7kI8OfmdFCYbgBAIAAEgAASAABAAAkAACACBGIHuQhyT3zFqkAABIAAEgAAQAAJAAAgAgR0R+N1O/8zk9weffNbpDgMgAASAABAAAkAACAABIAAEYgS6C3GaEde1+AsvvEAsCf/6T78o4dhGtiRnG9mSRLQZYexIXnkhadmAtmzMrNB5lpMhG/7l2WCFv8MjwLuHxM2zYkbEUJYcJxmtXCiJdUYjAzKWYyHfhI4mllqYbJcM4iaSQjLT0ZiOhVtFI2OxZzrP5g89rSWaQnFH4pjSFoibRUD2ojgNo8qz2n0oS46TjNZDOF40SaazCTIgoIY6nySjlQspE50w07EwTlg3QVo2oC3LmRU6z+ozRqflIE1QEPyAQD8EupemZOLSIaGPiozlAar4cj5UYsloSWHvFoeN1juNkRxN7/KszmEoS47TIxofAuwoh4OJ0y9h7ZWn3XHor8R5s8PUZrAaKuFkE0lhSYvljuWWJe0+WzaZvhtVntW9HsqS4ySjGSG3zkI5yoyNYeOE2xxjS5GYmJqVaGLcRpRbtkV4FuUaq5HyTzaRFI6UwLZhDzm3bftyK+13KsQHRIROGZloWqtpcjF7mGGTMXUETcfGrDUxDRt75SXG3bB5X2iBwM0ioI8XTcdZbbtj56PpI5FozZqmt23XuCfZoWIOFSeZJIRA4KYQ4OORW/dH5+ZqrlVxelqrabI0B4th41BbSbgtjkm0ZvNx2JJtNN3mZdI2LHslhcmAxtKwSZdthSamYbeNBvtCBHYqxGmQRhqnkl2ce2gsDZtBIWlZIiyxSeaWFCajJdMut0y6jyfUiWmaWsyzOqW8JWuTNj2EOpq4a6EkJlqRCGFUGTajomhGK/G3IgY8Ek0+hs1kZSwNW+7Ilkl3I2Q2KTTNGZtME8YxaZmMNqxjMtp+hKZ3GTajolSNVidvVMyKULNJoYTSlm1CbdMjGodlR7nYSRytjWmSZCzZXrZ5S6OVTMQ9SQx4WkjG7yE0HclEMJaGLXdky6S7ETKbFJrmjM22TZREMzbJJpJplDgmbXZsIhPzWVFl8DSqPKv7m7cUbXchbo55w+omd6FN2AybUVECGa2omNBbccwLtZbpQkdGptNdoml7po3KsJLMto4SfBdCt65pk2TM6kZLHJM2PYTsoreS27DRuIPJmNJ3oxW5pCQSY2lYMduRMGEzbEZlkidLbaxpsRQhE3prbEiltUzHNiTZRdjZBMeXJpiVZDpZstTGmjYxDWssuaEBtyZ+hs2oTM4mvaSjCJnQW4kmNhzQ2CSF2kbctVByKxFqm2Q0EepkTBPCaqLcsdxSxx+V1ikRbVjdtFaRXLOaNirDkqU21rSxFJZtxFKzRBuWvAodyy1vqgmdIdPStU6VsTQs94iDGJVhyy2NowTfD2Hy1I0aVZ7t4dhdiEvNztE1S7RmdfPj0abFcraHJbvIVgjqnUQbUKjDGjrPSjJklreMtd5jT5tMnhmVybncUhzZRRw12yaMbUgSC/NNMKzsxbTYl7DljsZSgo9KmEYzLKm0VtN5QEosxYYJvZXgPYTahWkTTbAVrRgkVUZLXr0dJf7NEjp/0zvD+r62LlfIxMmopAmxYUJvjc1WljrOVo7UqPzEkSWaJdqw4kWEVhk2ozKWMUuSg/rpvmiaksywpNJaTXc66u6XOLKNWGp2K2FvR064xD1po92l75I5STS9FVvuWG4ZJyA5P6NEYd+7C/FD63/+XsRodfJGlWfZkW2SlkmhNKe1miaDPCsROi1NHO14sLTJWbOazve93FLisIs4ajYpFABFy6EMK2bSkEj6WZqDVqKVELv4lsSPbXQfSZtntXveUms13dZE0kaETOitZCI2LDGsmLW1KwbaUdOdjhLhGSXKO0uW2ljTeZRKLMWGCb2V4Bkh2fCxI3HYy7BiJjGJ4F9sGTS5g4K8Mo4SIUkUHuyFZskm9iPMIKBVlIxhdXpGlWEzqrYm2EUcNZsUSmLaUoRMiGMnW245UhMmLNhtESgcwRsrxOkcoU8TmqauZtiMKnZk1NhFHDWbFArW2rJEaGx060kVCSUBMRDCqPKseO2BMJlkWjSWhi13ZEvjzmy50DRnHDNNGMckm4xWYlnumIzWT6gbJdqwOqZWkVyzmjaqmOWY7CKOmt1KmHQsb0JbMk1bSUAkQhhVhs2o8k1IWyMR+cR0o+WW2ovoEkdjwxFKhGxjLDPCfG7Jdk1wHcGoDKstDW0sDWuMD5k1mWdYUmmtpqmDGTajih0ZK3YRR81uJUw69muCvSRhSUPkohKJsdGspjsdJWCnpQ6r6dhRx7x9dO++G8cMMsbSsOLY/R1xMWXCFPhGCxYIaATM3mJYbVlCG3dmS4QlwdnGxDSstimPaSyTCScjG0sTBywQKEfA7EuG1XEyKm0W08bRsGyfFMahYgk7GvekMPZtkxh3w7KXFjLdFi0pNy6GTbokhdpR02Rs2KQ7hEAACMQImGPHsLF9D4mJaVgJ2D0j3uYpIfoRFFZH1jQFNGymCWNpWHZkoag0mxRKc9qyRCg2ul0RZqKJjSYkt2Q0bWno3o4mThtr4reZ7SIftolktKSwd87DRkumMWATOhTRhtWta5WWx7SxNCzbs1BUmhWhtpRWtGVvoTgO0oSJlmTzndIu5Zbaaw+0SWyMFpNNJIUlrScdk8KSaEmbYaPdVBPJdtuEpssZllRaq2kKbti25mLLpCMLRaVZEXITSXZHoUl+x2hJd2mCtXkbMSai3FJ7beXYuwnT4rPImr7v3oXuQtzMpRt29wx2jGDyMawOblRJdkehbo7o8mjGkdmke9LSCHs7mji7s/lMtFbT1G6GzajEUWyY0Ftj02apXdpsND5iw0LNalpaF1+tJdqwYhY7atUh0DrzfLblltIvdkk6lgslGhPljklLEy3JljuWWyYbGk+YSSyjonwy2ozKOIolE8Jyf41Qs2JZIkzaxE2QmbZkg7aEtXubJUfrtIybyDhKWwdC6FRNR/IZljuWW5oWk47lwmGjJduVJlibtxFjIsottddWjr2bMC0+i2ym7xlVBt7uQvwQYNL3H5qm3DIsqbRW022ObCOWmiXasBoZVolEs5pua5cdyVIba1oiP1uE6UKGzagMaCWWYsOE3ko0I2RgxbGT7W3JkZ/Rre61pqk7GZZUWqvpTkcGil1kK4S4kyQWilYHYdqoDCvRejhK/NtBMKrSF81qmgzK2R6W7JJ0FKG2MULOX4QlrHR5pK7p+LeYLsd8K0ttrOn8YCUtSchyszUsj1GnUIaSLcXLsGJGhFYZNqOKLbWxpo1lzJIEv60QyMCbUVETbdq9FuL6XoFow2ogtIrkmtW0UQnLNrQVQlRCaFWhULswTY78y7AZFflqLdGGDeFv4G8mE62Ku6BzzVi2ObKL3oplRlhiI8noOCLktMvZ3pbc0J63mWxJpbWaFlQlW63VdJsl29BWCG3ZWxg7ugb8/86rt7otQ+dZH2yAz+1RKzf1Yxyk9XJ2WEuJxoTeUm6a3dEyH41xkCa2Zcsdyy05h4PaZpLPqKgLWku0YXUftSp2jC19MHcksqNshRCVEFpVKNQuQgshQYTQKiMkln9sI7Rhg5X7q1WGzahiS22saWMZsyR55n66g5qmjmTYjGoox35NdL+saUr4HgP2Dz/9TQ8vuBwgAm9+4wuUldklNKvpvKXRiiMTeiuWGWGJzVBNUFvSHNN5Vtpl4wybUUlD/QiKrE8QhtUxjcqw2tLQxpLZHsLejpxPiXvGxnRKxxSV6ZTIY8JYGlbbZ1TarJymgNq4nB3WUqIxobeUnmZ3tBwpGmMouXWyY1hK17j18baUvD5L6IaMKs+WO2pLQyeb6CFklx6OnE+Je4lNeTSDg2aTvdAGQuctjVa8iDAqw2YstWoPNCUmrWiahBk2oxrKsV8T3YU4HZkmtPS/nHjr1RfLjWF5mAh88Mln2ybWe+cZ1jEZrVxY0utktKRjuWXSfXAhH92UFUcWIslmWi93FEtqmmhmeUvxDavTEJsdhZkmkh1Mtpu0NMJyR2Np4twgS4kVnv/LLU13ko7lwlGjmeDMJnPb0dK4lzdhHAdk+fAsCUjZtpkZlWHbvEjOlnJ2yjiKSp9PJDJrxYblwwqHjSaZx0SyF7EZSfKWRqsjGJVhM5ZadetpgqXwrGigaHPc69IUkxPY5w2BzFHdG4rymHlLrSXasL3TI0cdKo6jta5VdUnTdOwICRA4ZAT2sPfqJog2bAYcY2nYjOOOKtOQYTPBtWXGDCogAAR6IzDGUVYYE4V471GDYzcC5q7RsBn/3pZJx6Qw2Xq5pXHv7Wji7J+lM4U+WZiOZNikSqIZre6XqLhdZkVoWHbcVqibE1qa0DHbtCInIu+oLW8fbfqe6aCxNGy5I1sm3Y3QsBnHZOtJ96SlEfZ2NHH2z8rhWdK0Pi3k7TOAGFWGTaokYaPV+YhKvQSw6gAAAQNJREFUn0/EgLViw/JthRJNE8mYYmC0IifCqDJsRhXH0U2A7oGAQTsTobdlm+O4hXj5kZzpM1SHhoAZVs1qmtJOsiJkQm/FpYdQuzBtogmMohWDWMUHjLY0xhmVsZTg+yR6p1fuKJZMCMvd7C3s7ajbTUKdzFAsjVbkRBiVYbXlnmmTiWY1ne8CWWpjTXc6cn/ZRW/FUaJp7e7COJpc4SS4zi2mJUNWGZaC6DiaNpaGNZYSPCYk4Vg1rCSTklEZVqdhVHl2W0eOJjENy9F6C3s76nZ1j4SWhJOWRiteRBhVhs2o4ji6iWeR3qqz2ljTMSxaq+m8pdGWO4olE7IVQkcW4f8DdCYxfZtnedMAAAAASUVORK5CYII= 你这样的方式其实就是一个取巧的方式,是可以实现的。。
也可以根据接口再进行判断
http://www.o2oa.net/x_desktop/portal.html?id=dcd8e168-2da0-4496-83ee-137dc976c7f6#org:listUnitWithPerson
http://bbs.o2oa.net/data:image/png;base64,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 在流程中需要做个判断,如果提交人所在的组织,与被执行人所在的组织为同一组织,那就选择A分支,不是就B分支。
最好的方式是取组织编码,比如010244,前两位01是一级组织编码,02是二级组织编码,44为三级组织编码。
这样只要定义取值前几位就可以判断,而且也会很灵活的判断,对于数组还需要多个轮询取值判断。
这个可以实现吗?现在是如何定义的? 如果取值拟稿人和经办人所在组织的 唯一编码?
如果取值为010203 那取前几位应该就可以。这种是否可以实现?
页:
[1]