Physics
Grade-7
Easy
Question
![](data:image/png;base64,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)
Which sequence shows an increase in potential energy?
- E, C, F, B
- D, E, F, C
- C, E, B, G
- A, G, B, F
Hint:
The potential energy increase in the sequence of E, C, F, and B which shows the increase in eight of the ball.
The correct answer is: E, C, F, B
- The potential energy is directly proportional to the height of a body.
- The potential energy increase when the height f a body increase.
- The ball's height increases in the sequences E, C, F, and B which increases the PE.
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Physics
Which factor is affecting potential energy here?
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)
Which factor is affecting potential energy here?
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAASUAAADECAYAAADZCDfkAAAgAElEQVR4nOy965Mk53Xm9zvvJS9V1d3TPTPA4MIbKNraXTHssOVV7Ibs2PC/4D/L/mp7w47YCPmDvbva1QYpURIpailxCVEUKYoSSZAiCYK4z2BuPd1dl8x83/f4w/tmVXVjBgNiMEAD6BNRUz1VmVlZWZlPnstzniOqqlzYhV3YhZ0TMx/2DlzYhV3YhW3bBShd2IVd2Lkyd/aFmzdvvuMKIvKO729Hg+OyD1rnYe/fz4x5MI4KCUkKJMAQBcCVZ4MCKaWycMJaiy0frXEgaEKMIQlYBBHBav5OkiKqul4+jd93XF/yZwqOd8L67e86HqtTx+whwbQ5s4DRtP47CWiy6326n533aP3XORfuZ9vf737H99f5/Pv+Pg95/1HtvP8+H4S9DZTeL3vYyfWoJ9/DLBUgAjA6/h+qqiKlRIg9oR8IJAwJEcGI4LzPy8YEqhmQFEQsIgmSrre1BqT8KSQE+7idTzUg20BkgIRRc2qfLmxjIvJIF/vD1n/U7V/YaXssoLQNOPcDn4e9/7hMgGEYALBiwBlEI1YsxhistXQxkFTQmAogKQbBIIgRtOyvMoJR8VAKGCUM5h3Pz63vO57I23f3d1w1rQHwrKXiCT5kC58o2waL9wIcD1v/Ubd/Yfe3t4HSo4LEgwDngwAnxYBJgEXUgIAiyNb2h67DOYPxHm8FEmgKmBRJJETBGDBWMBhETQ7jyvohhBy6SX4kTIaZsvtSPu+92jsfB5shRxKiBl0/Qwaq9A7rvpvtf/Rt/H73A4t3890ftv7D3r8Apke3DyR8Ow/e0ui9tJXPoZom0hAhBjRFtIRlKoCxGVxMBiVVZVBFVbDWYjDry9+Qc1BrB+VhSaFf03J4dp/vU/Zh+zlbfF8//6NqF17SR9d+bU/pYQf/7PofNDit72RSPCSk4IUgJJyviENPGnrQiBPBe4cz+S4YNZVtGKQkuVWFlBRNOWhTlASoGpJo8YyypyIImLOezOaZJPd9XTSHX2ePgUVPAVM+/madMzv9TMktPdhjOu+e0qNe3A8Ci3f7vR+2/sPevwCnR7fH5inBh+QtlYSvsEn65qccmllNaIqQIlaE1hvECGhE+x5nLWjM17UCmBLPOXAW7TuSGFQNUTLgpfK5KhkMVUeHKb3tOe9U/r+ceUa4b+i3naMaT/oHeVAXduElfdTtsYLSaB9WJW4NBGQ/RhRMVByKCHgniCpxfsLR4R2ODu8SVgtSHAp1ICe/66qlaVqcr9l/6lqusInBiaACsQBExJDUkn2nVEDt9LPmf8jApKee8+tv/0mEtE6kg6JyGqiSsK6+vZu80ifBLipuH137tUHpnXhC7+b9x04F0MCw6mjbFoDFYsHl/QOMr7j+8ktM2obd3R1Iys3XXuaVX77I4a2bLOdz+tUJB3sNTvL3ELFlny3WOIxxVD9vqSZTdi/tsbN/wHS2g2tqsAaHQ40lqhJj3HCiGLeXc1JaqAZJ02lejYCIrt+PMRKTYozBOYdzjtUQccZixBI1MQwDiiLG45wBDCklUio0h/J7hBCIMWKtfcfj934WOu5n28fkcdv9eHDvhbP066z/6xy/x8Fz+jiYnO19u3379juv8JCD/mGCkmhmC2kKOOcQEZYnc/q+Z2c6ZbK3C/0KuhUvvvBjnv/mf+bNV1/m6pUDPvfpT7E7a2m9YiViZcTrDCbOOIz1LLs+56usQ7zHVw2urvB1Bb7B7xwgvqKuGqra41wFzqzDttSHvKMqiAHBgBUQC0ZIMWCsBeNz9TAE+hA3IKc5fyQy5qAsWLOuDCWVt4GSyOnXHufv82GD0qPmRB9m9yNnbv/962z/Qdv6pNvHC5RIeAFvDF3XISJMpjNIgdXJERIDdVXxpd//t/zZV/4IJ5Hf+s0v8Nlnn2U2aWm8sLvTFFAav0f2PpzkvJJzjpCUbggETSQxGGuxlYeqoVNP8hXe1ThvMOJAEimCElnMV7mkj0WMYsRhnWAkg+h0bwdXVbRVi6urfDwle1dJwDlPiJEQUvGsLCJCSBCTYqu68D51/XtsJ2Hfzzv9e1n/4wRKZ///bo7vO23vApiy/drVtw+7evNOny8IFmW5OMLbiqat0W7OzRtv8erLL3Hjjdd46ec/4x++912Ob7/FP/vNL/Dk3i42dfhkubJ7BeMV5zzeepzJdACNaZ1At96hRpjREg0gOeMDhsFA4zx9gjDM6RbD2sMZT7i+74EHtC6IcHJvgliD9x5XNdR1TTuZMplMqJoWY5RKDN4ZkiqqiQQ4Y0nOMohgjNz3AjHGPBQUHvfv+2GfP49qj8qDGu29rv9JAK4PJNH9QZlREEn03ZKdyzuk1ZI/++pX+dvvfpe+WxK7Fd/+y7/gmasHfPqZa9SiHN2+wUH7DPttg0kDKRkilso6xLncSydpDS6hWyLO4n2NNw5srrolzQQE6wWvhmAM0TpS2niO+QRsNjmlAhDrE02E1dCTBmXoF3TzI5bGMK9b2rbF1w2+bqmamrpqEGtICcRaqmYCbUtaRjB2vd3xcZGYfX/tcVf4Psn2MfOUlBQGLh9coZ+f8PWvfZU//NKX6VYL9qYTbt94k/2dGWlYsbx3F7vb8tTlyzx95YDKwdG9u9T7l0jRYWIiSsImMkdJATGoyQzLIQQGTdhkMc4ixuCtZTk/Bmvx1lL7TeI5hHDaSxFQo6eTqQK187mVxdi8XoKUBoZlZOiWJO7RTFqaZkIChiGCEdpmQjW9BO0eas06bNvOdWwzkt/L8X039rjDw0f9/Ee1R+VBwaN5WZ8E8PpYeUprS5Hn/8s3+Q+//++YH5/wuc98iu7khMXRPTxK6nsm9SWevfYEO23Fnbeu09SencuXWcVE10f60GNMwGoOe5zNSWNvXSYqiiCS8z2IxRgBA5O2XvfRjSddjJEgSkrytrBtfBiTPa4uJqzz6/WjSq7CKUQVhhBxKAwDIQb6biBqIiw7WPbMrlbgwXv/0Pzehb03u/CSHq99pEFp0xGf1v823vPyiz/nq3/yp7z66qv809/8J9y7e8jPf/ICTxxcop8fcTCb0rQtR0cnvGlhd9ISQuB4uMGJWAZjctiWFCtC5Tx1XVNVFVcvX8E4i/cW5yzJCkmUkBSNA00zQZPS9/0p78Q5twaJtfcihUtlcsOvYhAHYjfJaaOKMR5XktoJk9/H4FVoqgI81pGsZVgeYTThpQXvEEymDJSE+NjSixrkgtP0nu1x86A+yfZYG3Lfi4039/VWdLsKBmIMwzDgKgsidP2Stq0Razh86yazJ6/xF998np//4iX+qy/8E1arntdfeZ0rV69y9+4t9icTXNMgvmKZIjePl9w5OSHFSFKl00gSg0VwxjKdTrl65QqX9na4dOkSV598ovTC5eqXOoOYHNYZUWISjDfYM96SlorYpixvwOT2XbEmt/WOHhcbLwpGraa8fkgU/tIKEaHyOVRTjQy6xKjFqMOLwYmSjCckyc0xIiiFpyQGUVkD0/is9+WUv3v7sMP7R7VH5TE9rJDwfrTRPIp9FIDwnHlKmUWNpC0wOm0xxs3FSiTGAZWao3uHXH3yCv/4g7/nxZ/9HBFhPp8zLJcYY5ifnOC9R40QRVmGwOHJkiM5IYWBFCKQ6MOAc4a2adjZ2cG7PZqmoWkaqqri7u074AzGOWxTYVSQnOMmKRgRQoykIaw9Jecc3tdYZ0nDACJokUtBBEqYBmDEZoBD8rNuQEmAyuX+vBiLVpTdVNWsWgaJiPRYdbn1JQlaWOZjn1zpaMlidmqAUDSntlUHLuyDsguv6bSdM1B6sK0F1dKmkpSK6qLGxND1eOP4zref59VXfsV00hCGnuVyTlU75qvA7s4EjZnZvFwu6ZcLhqEjDB2qijOZ4FjXNd5mrtF0OmVnMqV2HoD5fE7V1Eyriqaq8ZMme0rFC6rrmhQjfTcUmZMNO3sEKZO1UU5xiCCX+CneFVu5JpFNuGesxaSETVV5La9vJSEqOSyzNvf+pQBk0FR5Zyb3hX3wdpFbur+ds/Dt4etmryBkcAKa0vV/9fI+b7z6Mj994ceEoccbS0oRTQHVhPcuA0eMDH1kwQo00XVLNAylxy2rBRiTeUKTtmVSN5kZvlyyWq0YhuKp7YC3jsr6TAvQwpg2Jjf6Wo+mTCUIKZMdh2GgqqoSzmXu0ghMxgjWbCRRWINXaRiW0SPLCXZjlIQW3aiiIQX44mkpGSRVsqoBMuoYFG/09FGF+77+8bPzwsO60GN6sJ07T0mAdc/q+oWNeW9ZLvt8+UiibRuOj+/R7uzwn77x57z5+mt4qxwd3sYbi6TIYrFgZzrNXpMRupDVJzUFQtDsXYhDMYQhQBKsOKzxiFj6PtCvBoYYSl4nZa5QXWedb+cQk+V0w6rDGIMx2eMZ80qmgMTId4oa1qBkrcXahLEWNTlHlBhPcMmtKGRgGo+JlAOlmkFKRHDbrSYKSSNqUgGwRCrCdxfR2YdvF2D0YDtnnpLl3asn5uqYs4IXuHfnFt/+5rdYHB+yW9es5idIU2PKsr6ydEvK8ADowoAkJSVKgiUhQbAhh1ljA6xIKckPgWEYSChVVbFaLFk2C6wY6rbB1DViHa6qQbOWNymh656zDD5DH4pGuK6Z3hnEhsx1KqV8cZZkLcbG/H87VtnMuvUkKwVkBBdr1lUCibGA+iYUzJYwatfaS9t2Vnf842rngYd1ocf0znbuPKVsDw4jQj9QeUtKgRQScdXTNg1/9KUv8+arr1KJMvQdTV0RQ4+zFZO2Zlh11HVNjAMhRiRlz0aMBXLvmMaBqbU44/C+wjlPikq36hmGoXTkp7V3E0JgfnxC27ZMp1Oqpqba3WGtjyubLv2xH817n3NLsagAxEgIgX6IJA3UvsIYsNbinMP6ahPGiWCcR43BGlcEUnQD0q6oGhQ9JxEtEnd6Bog+GaHaebULL+md7ZyC0oMs5Y7/3SmxT/Qps5wnOzOe/+ZfokOPM7Bazpm0NYeHS1SVpmm4c/MW+/v7hLBp78BanLUY49CUIAaMZIkSEUuMkUW3Ig2Bruvo+56UEovFgpOTE6qqoqoq2rphOp3STFpmB5fwdc10OqOdTcF7jAMTlJgilc0jkHwhRY58piEMhGHAasAI4BySHKQANifFkxEIQwaokW5QZHvRCFqBL96mKlYybSJJDgBjUrDbgLSlUnlmSsqFPV67AKMH2zkGpdMjg2Rrvpn3jvm9u1y6cgCLBV/70pd5+cUX8UYYug6LMqyWNN6RUqJfLphOp/R9j7Ue5zaucixhlLUW53O5vapbrKs4PllwfLLICeiU6PsV/XLFcGvAWcNsNqOuPd5mPtPupUssh57pzow0RFarFVVV0UxarK+xzmVA0Sybmz0hh68rqtVAGJb082PQgRA61FrwHkquKQkIFu891vusIZ7IVTtAjUHqCVLXON+gVggaiSlLrfjK5b/HqQew/rvU8M59wunDVjl4mD0qz+lh9qg8qMetovB+FBLOMSjd33xlmR8d0fiKtJhzcniXv/7Wt0h9RwodvginPejgjuTF+x88g7WZ1BhSRAdKKb/klPqerlsyrDrEQNd1tLWnqWoMQtM0LOcLxObwqkkJHXNUPpIEmkmbWdVqsg5SySMJluSFSiKEbk0h0BgYwrDWQ2rblqFfMgDOOaqqymBnLYgSYocGAXGARUyetxJjIhLhjIxu5iy9u0koF3ZhH4SdP1AaSZNnMGNsyXDOMSznTNqG1Hf8+O//nhd++A/o0NM6z9AvSQqigq4fW9tZc4XGV8okXCtYMbRtjXEVIcEQe/q+J4RA6FesVivC0DF0PQalX3V0TcVsMqWtG0I/FPUlWTO6bQm9tj9ft3jTay6S9ZhkUA+EhmHIPKc45M8XVTRGFicnVM5SVxWx71gWcmjT1Mhkmkdr9h2iBiMGMTlZj0IKEevsZgLLuE/3Od4XdmEflp07UBrv2UWc8YwlhqGoSjrH4fU3+NqffhVSIHUd7WzKsFqRC+AKZyob688wlIrXRrHRWYsTmOzs4nxFUhhUWcVIP3T0q46+WxH7jhQjhjzQMrhMnHRiMqjVDW3dMGlamralqip8VYErCW5jSzeaWRMf8z4ZsBXiBGKk8gEbBzQmUgiE0BOHwGpxQozKarXCG0tVeaoSymnfIY0lpUyFMGVaSxSIomgoHyYXie7zah93FYd3Y+cOlB5sObyIMZKr48p3/uav+f7ffpf9nRm9nNAtV9kTEVMIg5lECKyTuJIiI9HQSB4gYK2hstmzqZoaLVymkAJDCPRhoAsDfQwMfZcByNrcszZ6RG7T8X/f8HDUNVI95ZWsT5JSYUMtGEVNyF1qSUEjfuhJMdBMphzeucvRvUNq73hyOkX29iAp0vd5mq8oQloPFxDJeaSxr+7CLuw820cIlChkyZZhOeferVt88xt/QRoCxMBO27JYLHJyuJhKno87ahWJSGZ5q6IaScngjcUi6xI8QB8iOgRCGuj7nr4f6IaeECJdlykJzm4J9I+N9xoxWianFJWBcZkxghuGIXf5mxxWmm130FhisiQDIh4jmgf+akTEY8OAdTUHlz1NPWE1v8dbtw6pjk7YmU7x09naAzSSq2maAqSALVK+aX2jvPCWzqN91D2l96Oi+NECJbJO0LCEb3zjG7z44ovszCYMfU9r3TpflHRDWxaTOTymsJ6t9xjJsrlGDNaAd4a6cplDBOt8zpDyc9d39ENPGgIRBSNZ5J9NjmrMHY15pO0fdyQwGhFiihtPSoqgf9A8IhxDtDVBDdZITq9ZMCmi0uXKXYzYyYyd/ctM79zirevXObx3zDBEdrC0dVP0xHNVLsaISkRFcdbQnxqge5HcvrDzZ+cOlMbLZEMF2LwnQFitkJj42h//Cf1yRV05whBY9kOW8KCAQNpoGWUiYQ7anM9juy2CiOKsXfON6rrO+5BgKP1qMSoxJDTkfjXvayrn8dZhJXfzW2upnKepKsQUCVoSKWVvLANX9kxyPiwLwyU098UNCRMVQkKaau1VWTE55LJ58gnWgvUwdBB7zP4+1y7to8s5h3fvcuPePT51+QDE5DHeSYkpoBqwJmBxRHJEKFuekhbu5cPY3O/zRPILu7D72jlrM4Go0JZQbNK2zOfH7M52WM6PqYxQTab8H//b/8pbb7zObjtFYo+IMPQ91udJI0rIF5BmNLLGYAqANHWLMkqLgBiH8zXWeoYhZjkUFGt9bkdZdPTLHiOGST0jdj0mZoG3WdMwqWu8GHQIpJDpA6thhekMUyc4bO5BSwLWYq2jJLQwxlD5Csc4Bw5kWDGCRZLcRWucAy/gPMQItQNTAQohMADWOnZ39lhFQ+MqjGtzlW0IpGGBJsWkRG1crtCJI0kiisnjFkzWGT8LTNtANPYbbr++fn/UfHrMIeGHLaf7qOHVw7b/uMOr7bl/72Us1Pbnv5f1342dK09pHBl0NF/gjdB1Hc5YuuWSxb1jZs88xS9/+COuv/4GYdmRmgRpE4+oKpJy8tqUBLcZJUDIB3QYcjOubIVdzmWZEhVYLucEzR7SuiwfNcuHRKjWHpLFIFTW4c3YeKss+w4rmikGvgjAOYO3BnFZP2nU5tZx3yQrQtqYL/xRBkWllOsVwOd1ZaQ6FrVNZ5C2xnqLaxroE9Z6cvyW8vGIEe1X9BpxvkWswxgQY9H8tRjnzpGK7pJsJgvn41Um8T7mc+DCPng7byqa5wqUAOq6ZnG0YrYzo+866qpi6DqqqgJNfO2rf8KvXnopA4YTSLH0d7EOm7LI/9lq2EYMbZsOMBa9xGy2EULIOaUhj0gC1tux3mM0IrKZXFtV1TqnFEIAZ9cJ7m0i5ykGr5T2EDFrEM27bdEYUU1ETUXX2+BSKuvAloYCo4iccw6SoiYW0IrlWOTE/tD3MARSbbAVmMqtN6OaeVPGQNQEcnoseLaL/NPHzc6r1vi5AiVR3gYYpIS3htkTV/jpD/6O733vbzg8vEM9Xvgh4GxuD7EqRD09IWQkJ5pSfRvL95bNQRyGYV2yB9bTR0ZAcsbinMG5QgWIJYQRsFYw3mFK68qoxVTX9Vqt0m7pc7/9S28qgyKldGdsEeDM24wpocOAhIBr/GY9Nr2/FK1vqWxOioW43p+UAhITQSOYLi9n83goobBSyaqTcD9AurDzYu9X+PpeJ6qcVTP4ddd/N3auQAkyQNTO5zs7OZya1jl/8pUvf4k7N29hENq6IoWepAFVt/aARluDkcnd8ptyXELEYcSsvYgQwkZixBg0RGI/oCmV5thNdc0Yg2gR77fm1MhssWadMJ9MJnlWm6tIpcqmEawZ9/XtV76OAGXBWUtKUsYsJYYwoKrUsvH0RvWAvDI5h+YcBMBm78e6hOBABzQkiD0pWNQFNOYKn2ByeEZ8YDL7QWHbpiBxfyb+hZ1PO69eEpxDUEopUVcuqzR6QxIlxsDhr17ib77zbYTEpKmzPtKwuYjGRsUNGI1gsdl2BqCiT+Q24mjbFmNc55KAoiJg1oA3hoGnSv9GwRisFbz3mcXt/TqpmFLmCym5J06lTBJJRbjfbGsesck1GYPGmAmXZTtjW0nW/S6jmKwdd6y4b1vgrGBMzFK/zqBJIeXmXxGQKtMPkiQkmSxGJzxQI/3CPlx7P7yRR/FyHgRG72cB4tyBkilkR2dy20c1mXLn1i3+0x/8B+bH95jUPvNughBCKKCRwzaMwUhCRLcepeyd07lr8FqDjFGMBaEks1MsMiBxffEbY7AFjHIOx1BVRQSuAIC1Flv5PG67iMOpKiEGgijG5rAr84YySxshp8slg0VixIKxk59SfTM4sRgr9N2wDltD8YwcgK0yZYDRe4qlzSbk70LCi4I1hBgJ2mHEYgpFIStqZlrF/cK3t3tQZxp7Lzykj4ydZy8JziEoxTQQlglvhaFLNJOG47t3+JOv/CGVtZgUiTEwxECMAb/V8LpOIL+t1WMzoih7OLL2YkawGhPS26HRtjdiUGypfI3s7+xtKWokh1zO4f3Gg8oeUg6RjMkTUFJM5FxymRxS9LoxRY5NFSUiatffyZg8sinvaN4uhRg5LmPFlfJYVjlgzBVpQuKApOyZ4QwpDZiQUNdhUoVRnyemFEmVzINP66knF17Tx8/OW8Vt2953ntKjmkGwVcXq5JhLe1MYOv7gP/4+TVVB7AjLLPifVKm8zSDW9VRVlT2nMgfN2fzVVDcJX2NydW88oM4bRHKjbBxyxc0IpJh5TpXz1D5vJw2RQKL2FSlFjHdcunSJvekkDxzY9o5CoO97HFp0vg3jRBMzCq+lxLBaYW2kbhusKSCpWew/e3ljBnuT9HZGSEh25lTRCJEEqUMGg3qPbVuIAdpJHo5w7w4uZqkV72v8zh7e1Sz7gUW4x2TPUrUTVCW3Mo9chHUCfVM0SKcY4ad/uWwf7SrdeW/jeJie0sPsfvv3YV/zZ+3ceUrWWlLoqWwWy3/zlVd56cWfYTVxMj/Bi5Tw6nRZfAzTHqyVlHK5fSR8EclVdjlVth+9jzFU224jEWOZTRqckaw02TS4ymO9YCuXm3nLR68HT5I9I7Muu5ss2pbKFN6tZZMk3FprW/Nj7aWMoGRRMURSOUHLHSsmoiquriENuVonCkNAwwARTAw5zlotoco5JCuSR0wZkxUqrYcyAWVMXovq1q6crxP4wj58+0QkulU1C/47yzf/8htcf/N1bIxoDGVAY9qAkhnF8TeJaApXaRugRpxKKZSJsraAUeETpZS5QTHixCBecGYDSs7bdRK78kLT1BjLurE3/yinQUYKKI1INXKK1Jo8jLLoa4+VuZRC9vDC9g9s17QBKOzulLCYzD1XWWs0pTIu3CUDQ8ghahjo50tiTOgQqCYCfQdiaaqa4BwhBghZEka31AWQwjSHjEhREBnD3tHMqf9fQNYnxz4xPKUUAoJSeU9/dMTXv/anWDH0/ZzK5YtMJW0q/JITxVKGNubcy2kXNyey5W0HbhuUGIEQwYxVLSkJdEaVx0yUbOrcLydmVArQDRCd8dRGgF1XBIu+NmKxZUQSUJLXkbjK4Dh6fsZoIVmWqlppnUGKV5k2nyMC88WCpmmoKWNaFiuOb9/BpYi3jtZaUkwYLPgKRz7mSsAYm4FZNqGYiMHoCE5jSHmRY/qw7LyEWp8onpJzjm61wO7u8O2v/iW/+uVLPPXEPgHFGgjEnLQFxLp1A+42a1vHcENLZU2KlEe5UDdUgdNsayHPlaucR6zLoVyMWNlMF2mahrbJz94LVtOGVHmfH2U76X6KQDmW/LWAZfE1YpfbVMax3jImdqzJieoUCyDn8NZsJcAxwBCLBlOCbsnRnVvcfPM6u5Xj4NI+/fExpqrxxmN8ReaSZ88xujL40p4+yUadTLnPnfCCZ/nJtE8UT2mUJiElvvKVP8R7x2KxyAneoV8PEMgXTMLi1r1kYzU8JUG3vJZ8cefM7XZ1bTufJJIbd51YKl9l94oMbNvcI2Py6OxMpiyVL5/7xtb6SmeSkeNnpJRIMSI2g2LetywWJ5QetRA31TohdyhnLVsyK9KtpVNKf0z5kFwJnDRtbhdZ9ZhhYH7viKM7t6mmM2Q6ox8GarHIMEDfocbiqwnJCqoph3LkKbsjKBkpIdw6OLvQYvqw7Dx4Sp84nlLXdcxmM77/7b/ixz/6EU1dE/ol6IAzhpTKtNkz6236twpTW1JJJNm1F7Rd8t8mNuZEtuCMWQu+gSGWiSOZpe039IB1G4zgtzhLUfNobkz2skzh/4zle40GTbk1xZqUp+qO45JQjHN0i4hNCbGUMC4ReyUqRFXadoeMvpwiXFLySs753FaigHNUzpHCwPzkiKPDLLlijMPWDTq3kAzOtRiF1TCgJm/bJIsRUDO2s+TQ9sH3w4vhA58U+xjxlPJJK2oyYNzPJHF8dI/J00/xrW9+g351ghrD1DuODu9x9fIey5CbYbMQyRhWlJll9/bNHZwAACAASURBVBn9uo3gp3rhSv4k56QUIc9/G2ve62VF8CXJ7Z2hrj1NXVHVjto76srRNFUu6/uKISqSIl4lc5REkZhQk2CIqBMkJMRHrJpCuS45LwsxDtlDwiApoToQhkQIkSFF2mbGppM2H7NRTiBpIsYAKeb822TC7u5enuh7fMLdt27RNk0O3YwjzDtkGpgYhwmRkAL1/i6QZ9XZlOFfMUWXQCAZVMxWVXDjMSXJAwnSmd93a4nTv819z+V344GNntr28+n176/xfmHvl32gPKVHNV3r7ZhTz+uTJQndMLCzs0Pfr5jP51za38U6x+L4kCefusyrP/0Bf/Vf/jO1M8yamuPDu0wnOwy9Yk1ddjzlEIM84XZUltQQcTYTFQE0JjSmomVkqaxHVEghh0WipsicCCEmKu9RMVgnTKoWK4aqdlTe0njHZDKhrjx17ambhrbKoZ2rPNZVqHUghpAUGxXnbE4qh8gQckUsrjqanRl2bw+cydUwFLyjnU649dZNrlzawzpHf3yCVUNYLGEYoDqEyRRaO6bIwOS5cIrQtC33Du/QXL2Kvv4a/soVPvX0p/jBX32bg2efRYZId+8Ekxx+OsXigDuYtmPaOGxn0OiQ4MHVYGpULOBQNcSkGJMZ53YMhYsqQxQ4Nj3BlDYaIN+Iyp+ypRuuWsB3AyiipuhglZsMm5zVaYA5s23Z3kZe38CW9O/2+Xm/7W3sUYXsHhbGnHfh/vei9/R+7/MH5CmNrQtZoMOJ2wqbbB4SqQHvLaSB7zz/TTR0+XrtV7RNQxwGYuTUTTFr/CQMBs1kIMTZdeUKTieazx48LZKLucyd8zyqmaE9srkrb6nrmllbOv7NtrdlwDrEecQ4sA7jLBiXwzyXQ0eDlJ6zhJLzXXHVYdsOTF1IiqX1hBzehRCwCaqqhqQsVyuG1YqhOcYXIML7PKq7DAoAWKzmWeZlsUAKfWA2m3FycsKd2zeZuoqw7Ih9pFqu8NMuz8zrBnTisBNBTJWF5CqyBK9YnHqMWGo/ZRxbpSGSYmKImTcWUWxTJvSe8ozJr52ZwrtWbJKsHSUJXBFKSGXZkb85ej7bz9v8g3cDJhee00fD3ndQuv/JkUgjUCTNfJgQsSY3sPZ9Ty2eaVtx97VX+LM/+yoh9qhGhhDZaScsh9zzZUc+0nogwNihX14dk7NrYk/ppZOsgr0hT562kfEdQsAJqHebFg9rc/WrKAMYZzE2e0ajlpHxRaLE5WVzRS7nqkZp3BADhiyDK06o+hoslL6T3KCrufg1LFaYyuHbCeneMdevv0GMmhUIjME7X2ROTNEaKZNSVGgnDfH4BFtVECPTWUvfLVmezDE+oLEQSU2mGRhvsd5Darh77xZOp0ydYFwGnx5DkEA0ntVilcM5sTnktWAKi77C0nSKTaNyZoksBWIJ7bQAUCL/nV/Lo8xN6QVcezrjOXWf82vtgW/JrYyNxCqlAPkAELoAp/NtH0qi21rJQNR4am8JMeUudoXnn3+el375S3YmUzQmvLF5GGN2Y9YTRwzZ09Kx1G7GIZMPyCHdRxHg7DLOCJPJhKpytG1LXdclkb1JdBt07UWNjxGY8lhuQbaGCIzkyBAjIWZBOjWCL8lv23UMMSDW4hqQGEh9R68wq/cgwY3rb/Crl15id3eXJ65eJg4dvu9KjxtAlcGlXNiaEkPosc6CGG7evMnh4SFTa9CqJQx90S1Xoia6oWe1WmG6FuNm2CBImoEOha7gMNaB98ymDUENUTdVxZAFdiEaHDYPAhXFqDkFLBloDOPshVR+RwqgjKHd5u/t1hVTKq8lxBu3s92XpxsQvJ+s7wUYPdw+7PARPgBQOjsAQE3m3GxLjdTO44zlzo23+PpXv0ZVVetescm0Zn58Qu0roDgG+a98wZjSJ1YqYlak9LtlhQBjttQlBUipcJbKYAEFI5m97bzdWlaL3lIGlRizakDTtFS+wtflUdU47/PkWWdzktco2Pxds2ew9UgJ63z2pEQZ+hWrrsNVPreYhIHQrWh8BZWHoef2jRsc373DEwf7mXAZAymsoEtkBYAIUmeSpcLi5JjaCIQBkvLDv/8Br732CnF+wmeeeorYVVgU50s/WxgQTVg7YE8i0Qeiq3CawDc4V6PWI0S6bgFi0XXLLpDvFwQMC99g3LZ0ytZNorAbLKxd1bHxeAztosmMrbM1C/O2xPrW8xadXCXdtwZ4MfLuo2MfuKc0coKQhGgixJ7aWuLQ8Tff+TYv/PiHPHGwz+Jknts9NI+brlpHCllbSO+zPVXN2yz5IeBU+GXGdpMt/s1YXRuJkc5ZtjlF2z1x43bGySdrzSTvsN4V8DNrjtHogakRDBsKQoxbI5YASUqKkdADrmNYLaEbqKsWhsBw5y6r4znTumZ/dxc0azOloSehqOYmXSuCGot1jhQjbtZC18PdQ27evIlqYjk/4bVXXqb2lv29A/puyc5+RzuZ4a1QJY9ZLfALg6vmYB2o4NRmxUoskkooZiyYPOVXC3csqtLbQJTizeomeW1KWCqlUji+tk5uQ+7pk5TBnK1QrYwZPwtM65TAVqvLGBaOttbbOrXkhT3IPpae0hjrq5z++ddVlK22DWMMYdFRtTX37h7y51/7s3I3TcQUaOua1WpF0zS5R9VsH7SUPZ/xAl+Hb6YMiMxzNVyR/Vjnk0bSYgGuEWxGUNrfneIruwadymVp27aM4FZVbOWxvsL6Klf5CtdITZkWYQun0SjGCaKCsw6Jgg7ZAwuhR2P2jkZp37jq6OdLCAmryuLGW7z+8it0qwV7OzOcQOhXWO9Ilc/fxQgaDamHZA0iLY2zWSVA4eT2Ta4+cZn/5r/9IhOEm6+/DiGP/75719B1S6qmZbWcc2mYc625RjNfgZ/n02OVQHrQEzoR6mvPYk1hj5uR2JkgRqKBoTUEm6tiWkDHAKoGUjk/yuuqYLeIpjns0rWXtD6DtsK67RjsbF5wDNu2vayzIDRW5M6+fjE+6vzYB+spSWm2JZW7uxJDj0bLydE9/u77f8uVvR0WiwXELBMyv3fM1cuXIUUSsXgciZEUqSYL8MvI6t7+uO3K21a6dPv/p7lLZu0ljWoB4/y4MT9U1/VadXKbGZ7I4WGuuOmpbeYw0awBcxgGhjFxX1U0msE3dgNx2eGiQh+4df0GL7/0S5wx7O3tsFqcYJzF+g5f1zhnSSkiIWSPpTQGu6Yh3l1gjeXWjet8+pln+fT+AY0I5otfZHF0xHK5JMZI3w15LHk/Z7mwvPbinKqtaGZ71JMZwTQsBjhaDsz7RDXZoWmn7F464ODgMrP9fdjdgbbFNp6dfsCnbb8klhtVZJOyzlynBCQ7LjcmxDfVtTG3lP8/zvTLL2znjTZzV87woy6A5iNpjw2UthOLCuvy7qg7ZCwcHd3j0hNP0h/e4Q/+/b/DoaX6ZfBVvlCns5auW2adJSmiajqys1nnckYwsdbmpDkFcLSU4gtg1VVFjHG97KQI/HvvEVGM5CqWqOKtpW4b2rZdL9NOJkWwzeKqzFWy1hJjFp+LQYkaiNYizlP5HOqllNAQGWLCJphMZmhQ6AL4Ch0WpGFAYubyvPSzX/DKK6+wXJywu7tL5Xxpl8leYAqBroN+uWLQY9QaxDp83VJduYp1jpsvvshqfkLb1EzalrRaUQH7u3unyODibAlFDathjnjLfNlz+/ZtjheRo2XA+AmXrjxJWHXMFwOH12/zcvgp1lp2ZztcPjig3dth76mn2NnZhf09qGqgjMHKVHa6oSMZS7ICzpGMEEiEFHNVUA1WLVayrMoYdpN0K/QfveOsLSUoQ4qkFPHkoRBmyzsebzIpJWrv1997e27ZiF+G0ze299set17T4/78DyK8+0A9JSXTaxaLE+rK0TYVw7273HrrBn/z199md7ZDWM3XeaOchC5eh1AS2KNEiWb9n7LtMgWNmEKRzDZv81aAdQPr9mtjz5q1mZ9krSnP9lR+aPSYxurb6FkNKUJKeXikFmD0da7GaUnqq0Ec7O3tc3x8D29yOwjioJ0gd4+48cYNOFnwza9/nZ/85Cc8fe1JvvCFL2AUjg+PUVVWQ0934ybLGHOTcjthb3+fJ59+hisHB1kSdzlnfvsWR7duITFmUDWOqMqsaRFNGJEiyyuIkzwrzoOf7MLOlJmpeFIFkmc5H4jqmO4c8KMf/yMmJDCBgZ4UlePj4zwO6+YtXvyHF6iqmno6oZnOmOztsHvlgOrqVbi0Qz2Z5h82BvphxUoVaw1t2+BNkzlQMYvupWEgpQwUGzXQiiEGuiESUszDNI3B+PybpL5DdaNrvs4FlnTB2gO+sHNrjwGUzIYzch9rmoabR3eYTQ+YL06YXdrhG//v1zm6d5fdSb5gpFTGrAhW7NpDMtgS+5e+tlxOy55T6WXXkCc6GhGsySC4qdjldY0pfBgoekgBUplOwpgw31YeyGDkvUdc0eKuW4y1RIUUNSdwTf7+1jqqqsH6IsiWysUhBlyNMXOMcZlpHoEh8dpLr/KNr36NN3/2CxpnmbUzbrx5g9s3b3FwZZ/9/X1s5Tl44ir1tGX/6hNcfvIJmtkuavME4MXRPSZPPc3w2qtcf+lXHN07ZKed0NZ1noxrBOv8ekDnmuRoNGt8V7AICxqtMb6BagrVlHZXCdEgs0t88Z/9L7Do4fCQu7duc/ut29y5fZPbd+4S7t7mucvXqDBIF4jhmMPjY26++hpBoTfKdH+Pgyeu8sSnP011+YDKCiyXDHePOAkB206zF+octXWIySOjUgiEFMEFrBEm1pIqTxRTwr7sFVvvIG3N3YOSSMoyNZvE98bjGCVqLpLg58PeV1AaKyoPXiARQs9sNuPo6Ijdacvi1m3+4ht/zsGlPQ5v3WRa1xhRnOSL2Jdcji0gF9OQiZOldn8qDJFMqhxBZPR0ti3GeOr1sXI3elUxxjxmaavyBhvpkm3tbrGmjGdSTHlfNebJswilFJd3TIWI4jT32eEq7LjM8YKf/OgFvvLlP+Zf/fb/gEmR2cGMq1cvUzce1cRsd4eDqweoNVSTht2Dy+xdvoypagZNWeZ20sDdOxxdv87xnVsQE9V0mi9KA85nlSXG/Fn5/mJNHs1UZQmVXiw6BIz0eNsSrSFWDW46yUntxsOTT7L/1FPsi+QZc90Slj33fvJzlnePuHN4l/nxMSpC27ZMZlMuNTVHRwteufmPvPC9v2MIgel0yjOfepbPPPcce89cA1/uImmTQCdETFQqVQgRsQa1LksBa6JPkZhyaLM33c0hmLGIdSQytSSEErIXeePtKC2N5wGcqvpd2IdjH1j4No58Pjk54eBgj5uHd5CDHX7///q33LlzB4fiTR6F7URyTsGOvKFNtSzp2FnPmq2dR1nnhzWboZF5RlvJGZSqG7EIqI2yI2JwZkN2HAHNWEDS+o6bSs5iLYViR7UBD5Jw3uOrUe4kEqOCzReBuKypncKAsya3jlRNduPUwskR8+MFyzkc3T1i2tQwUWIIGGmZ7U7Y2duhbiY00wm2yi0fJycnJLPE1hV13YKvuP3CCxy/dRMfIm07pTaOYdWBz/rkazlemyVT1AjibAYlJ0zrFmpPCJCMI2LosWA8+AqmbQ45z+ZeBg9Nz96/+O/ZGyLX+gGWK5bHJxzeus3NG29x/a23aKqW2lfstdMs7Rsi9156nW9+74fcXhwzeeqA5tIOT159gmvXrnFp/wpMp+Aq2GoHEk2YmMPQxjlsVSO+ojte5Erf6ElL5kWJ5PHpZ5neF7oG588eGygZzZWUbUtkvaQYAlefeYZXf/YTvvWtbxH6DlXY3duhmy+z0u1Iuiyu0LZUgjEG67IXMioiGhGMKkbO6CUVvtGG2b3JJ1lr8datWdnGGOq6wld2nVOCTc4pjetu5auSKq54T85maZMQe4ZYVAAAIw5MygneFHG2yl5ASLl/LSi7sx1+57e/yM/+4Uf8y3/+z/nMs5+hCx0nJwsmsymuqokxMp/P2fF7GWBqj60bfNsAEG/d5sarr2L6nsZ7ZlWFFRj6AdXc0hNVc6hTmmozT0gxKfee6XLAqsNkSiZBA8sUScFC3TFtE1F6kimtNsZmIZm6QeomJ7SV4j31tFcv0z73WZ5ShQThjesc3brFres3OLp3jMewd/mAp5/5FMbDG7ff5Hh1wmsv/IRffP/v8Lbi0qVLXD64ws7eJZ587vPQtjBpoPK5aWcYGPqOpEKzczmHxDFPOI4oiGCL9vkQQ6YqGDnVnDsSaXlMne8X9u7tA0x053tSVVXM53PicsHv/d7vcXJywjAMzHZ20Rgyr0jAl76xLFAiwNY4IWvXJ1lKo3wsm96FMyYieGNx1m21qWTu0PbgSBGlcgZvDa6q1h5RVTt8s6nSrZPkRta5KaxbN/LmkChPss0q3TmRXBtP33VUrsr7OSQw0C06JpMZv/u7v8sMwy9/+Utu3rzJb//Ob/P5z3+ePnR0Xce1J57BVxXt7gycZdBI4z12tkuaL7l96zb9YkmTUkmyR4iZOGoQQipsZ8k5qKSZDa9REZOwBloEUsDYigoImnvapG6Y1lPwNdY4rOTwLwBx/RslTk7m1N7TNA22avPvrkAI0A+4zz7Nweee5UBMDs1OFixuvcWbb97g5OZbOI08NdtlevXpPCl5iBwdHXH7jeu89osX+dMvf5m9y1e4+qlnufrMs1y6dpXdK5dpLu3BbIaeHCOS226ssbm1ECUkJcaBMQ+go6wwWzc+uQjdzoPdB5S2czD3c27PaOLAZj5YYd5SxEDGZYWE1Xx59sslO03Nv/l//g3fe/6vCN2CWVNjJXF4eIf93R2syVNbrR1VI1kL5EvKiaschuSOqrXiAKAa8nKaL0rVnKLIOSFDXddFBC3Lkzjn8qglDMqw9sgsgnWZrV01DZPJhMlsijVlAKU5fUJDTlqbOntpHgia1iVpVzlwHvoe2iYrSoYBvGPZLRBRPveZz/K5K1f5wXe+w4u/eokbb77ObHfKwZV92tmEmBJOwHqL9VUe4dROQODW9Tf54ff/lifKiPMYUu4vNC4TPa0t8sB2TY8glWbhqKgMqCgdhkYsgUQvhhgNsZ7Q+hpme9n9NVkELwGBRCKVm4dltnMJAMUwEJCUiw7GVzn8iyF7I6nQunenTPae4/O/8Rv5TDqew+FdwvWb3Lx5k5PFErWOy09d45r3/He/8y846ZbcvHvIr37xc+7+/feJBtrphEk745/+5m8xmcy4tL+PvbQPTZNljocBFwbEW2IhWKqaU4TM/Jrw4JT3hjn+IJOt62Nb1eDd2jYo3m/9+312knSqB/DhwPpwPapHsbNqDu/2ebS3g9J2g2OJ3fPfGw2bbRtVIA2F+GYrnK84vneEFbh8sMvy+Ij5vUMuX9pFZhP+v3/9r/mLP/oyjUQCkbjqMLbl4NIEK4rzZB2iMeEcE6l00osVsHnAIxqJKfd/OZNF2JKGXHXThBKRRCnxG+rG03eroo9UYZ2AZl5RXXnqakr2yAzGOJytqKoa72sUoR8CTeMImkh9v2nEtRZvBSMWSYq1HrEgMdLHwDAMRCJeA9W0JtOvE+y20AUWw5K9y3tMZy1704Yn/+f/kR/86BLf/cH3+dGPF/zLf/U/cfnaVRZ9xzJ07FgY4pB/QFHSWzd465WX8CL4qsn9cSIMatAQ8ZJQE7EBvHW51D6MwnZ5MEAfA8sYcJf3OQw9PRatWnzTMDu4QnPlCfA1iAfJoZ0CLvPm1+eGsOlNBIecPcft2OsG+DM3vQTsNjA7wD3zHE8pMHRw74i7t29ycvcuL7z2KlYMTVPx3G98jqbNPZHdcklYdfzqr58ndj1dGLDOs3/5gGc+82muffZzyNUrQOaVWdGsT9Wt8m9RV1DUKILJXKacrywpgjJkYjKZ0MdAGEp+sfDH8kSawLRtCbGn73u6fsicN2tx3qxvDEA+bznNOxLN3KzxGkyAOdPLp6WStF3dVsn7B1mYL99z7p8tkzGTr3r6eb0x5VGAaT0y8D08j/sneoaNdXLcjZvPC2Xe7RlQ2qxi2CB1FOGteyuefvoakuDw1h0qCztVhbMC3vD8H/8hX/qP/54X//GnzKYNGgZCXNE2OWfivV1f7GNlbOxDg3yijPmflBIhhHWzrDeW2lnM1g8ylvKrqirVMV1L3I7J8HVPm3M0VUXtHc1kStU0VE2Na2vaZkLV1EWvSbDGb7WnuDypF6FybdFSyuFRH8NaqmQd2oWESRGj0B2dcP3V1+nmcw6mU5r5kllVMZB46dVX+NHPfspxt+S5//oL/NYXv8j+1cusuhVNO4HdXbh7yOsv/oKbN24xLBdMXEXjq3VbDMWzc85jrGUYYj6hy3G0Vb0+lj1wb1ihdYWbzGh29pkePEG7fwW7ewWqFnAb6ZHxRN86Fx6ZWldiQk2xFCQy94uhzyBSO7h3yL3XX+XOrbdYHB0RhwGNER8jzz1xDYeiSVh2Kw6PT7h+6ya37tzm8GTOtaef4vKTT/KZz36WS88+A7uXsiZVUSDAT2DUvFrnpGyu2jmfSZoosQidaiFojuRNQx4kMSpIjCoRMQ7r83S7squapxGPQGRLbks5rT012llVz5GYjOaIYuMxvX3dbbG9B3lT2Ut8NFB6r8UDwwNAaX68OvMhBZROqaudbnhUyTydJIZmussbN26yv7PLTltz9+YNZlWFSYGf/vAH/N//5//OL37+EyRGrlzeQ+NASmENSrXzp8r5ZxtjtwmRIyillPM3zgptXZVt5tfG5tmxTaQquaJtEuT4sCLU3tPWFe10RtU0+LrCtTV1lf82o86SuPV+jqCUK3l1Bk2Xqz9DikRNYHOSvLIul7UFwsmC22/eoF8smdUNk6qmjkVOctoAiV/9/Of86B9/gq0sn3vuOX7j85+n6zqmTz4BGF777vd489VXmU1meBFkGJhWDVU7wbr/n703+5FkTc/7ft8WS261995z5swiijBg2YYsQHf2P2X4yne+8YUNAYYkyLYsmxaGggwDpgxdkCZFEuJwRlxmxKMZznrWPr1VVdeemRHxLb54v4jMrKruc84MaQ45/TUaWZWVGZkZGfHEuzzv81iSEkVI7QqUNUQ0ydrccROVzS54mqZhETrK6Rg7HjPe2WO6fYDb3oPRlgBSjpIStwf8fxFc3/5CHnwUyoTJoNR7/fU/k38PHi7P6U5OWZ6f8+ff+S46BpSSi1FZ10ynU8bTCVVV8/zFC05PzyU1vLzElTX37t3jy1/+Mnt37sL2HuhszkCSuhdKqArOgpaMwKPweU5PWYN1IvTXpDZTELwQQGOmymT998K6PAuYj+ekhfHei+IpNYDM+r5dP99uLgkKolqN6dy21lPL11F3IvoLpZvX188rD/MFQAlWwLSWg/Y7L98mBcbVdF2HSoHYtYyMoSgd3/693+Wf/MP/kcuTI67Ozyidpq5LQtegdWIyHjOIsV3TIlp3HFkX/wc2FCyNhlJrEmF4fA88fXRV1/WwDedk2LYsM5CAFGkLx2gyHUBJl47ClSJ5W7g8O2cGztIQKWmNTllfqRARtZREsyglCfedsVIXs5Z4csrTDz/GKs3B7i4qJuEdLeZ0MeAymF7Mz3nx4gUnJyc8uveAhw8fwGyL8+9/nz/99h9RKHj84CEWjeo6sYRyRW7zG3RRoqsK5QpUWdLGyCIEmpQGRrTKIx/vfv0rmLJETbZgPAPXg5Gld1K5fjwruBk2/QyrB7t+U73eQwpR1DF9ixuN8kmcH5XyM0KUjp9VUq86OeHy+JhXR0ecnJxwdXGJbzvu3LlHXZRMRmPKsiSFwMnJCS9evOD81Tl+0bK7u8uDRw85uHuXYnsGVQmFFelipeRnZ6UGFzra4AlRuqudUihrKW1/obNDtE+QzyJrNQbTA0QiDOlZv/rIpwcjvZZtyX5fwVZS0Jp4KzAMzweuK4P2v6/E977gF7e2/iJA6ZZC9+uCr77IpzcPvL5okG+bxRV1WTC/mjMbjbBlwe/8q9/gG7/2v3N6cszEWdzWTIrQoSH6DlNYIRXneSWNHiQu+qNU9R2efN/Q5kcE3Izq5Ukizqza+SkXVY3SFK4QvpOSbck8nV7jKonIW1U46rqWodfCoQqLs06uhkNNZFNet4/ghmHRJHpOSqncgBJgDU2L1QZ0InqxVNJGQxdYdh2xC0SjCCjmrSgkTLZ2Kaox21unEj1UY9oPPuE/fOc91DKws7eLaiJayXxdVNKtlG5jjS4qknF0yrJYdCxINBG8tdSTKbO9fbb39ylmE5iOcwNBdLmlOCa3ManNr/7G1ba/SL35wHvTapKw9c36ALXRpNKSbJIIRhtoWnzbCUfMWCmiFwnmV1K3OthncrDPpPsaX1osiYsFvml5+fQZl2fnPPvgQ9rlkso4tre2+NKjd5h8taYETo6O+ejDD/iTP/wm8+WC0WzKnYf32T7Y4fG7X6Ge1ujZFDUeUTlD5bTUpZTU0UKC6MkjLw05W5YUS686feSJgaj7Rg43UrYV1vdqnLJ/e4GG9aJdunYrz7u2cleqV/NYl4OJxL+YcPfnXLdESpdrv90M5TYefG0HqhSpSsfJ8REHd+9AivzGN36df/HPf43zk1fsbc3At2iVSL4j+BZUoFibNbPaofWqyH29ntRHSOs6R8N/BZXTFNl9pBeK66f7y7Lc2E5fa1pFS4ad6UTuq0cY52Tqv7A4W2CcxZYiX0LSG2lg0fOakkRk2q2iPfkcXuaxfBQVxxhpjo45O3pFoQ3jsmTpPbEoaNKK/hBDQMXAeDRiPJkSzy85PTrkT//gWxw/f8bffvdr3NnZpr1aUNUF3nu0kejIlBXJObw2LIFFUjRKUcy22bpzl607d5js7KKmMuUvuXhfP7T5zLE5nTGbB/uNM6CPnn92UEpAO2ypn/3vLyBSRF/MryisfG/ypLVjMKV87cz3+ZDfXx4fSohZ0e5kXQAAIABJREFUZ/DQdDBf4F+d8vLFc148fcbZ6SnjomB3Z4t79x4w3ppCirw8OuTJkyccvTrk+NUrXGEp65rZbMbu/h537tzh4OAAPZtJmmucoJDuy/6SgnryBcvIQLLSVtxfUiKiCATUxjm1qtb1Spw3DTnyI1Ku/uqwkn5Z+8L6La1HXOv39/s/qtsjrc+7/nLSt8tz2TjAetFr0EmC2+tL0vLXvmNUlxA8//Ib3+B/+kf/mJ3ZmHcfP+K973yH/b0daifjGJoofKMkIwDOOQEltX4yxw077L6DMRhImhXRUWkoXZKZuT6igQGA1mtA6/+LohCXkrJkWgsXyZWV+LEZDc7grDiWFHUlrx83B3TLvP2kXAY9NsdcUpAUI+Ur/ekpp0fHpC5gURKyWoMeVZw3IitSGBFs801DYR2z6RgbEt/6/d/nvT/5DrOq4le/+nW2J1NUTNjSctl1mKpCFyVBadoYCbZA1SPMaEK9vct0/4DdB49hfz+DiKQlsWvQTuXajZIirrKg3I0u2g1Q6nXGf05Q6r0hEomQ1tJwpXPCk1+f1bHRP0YpxdI38p0al+Fgjczps1pBiMIRG+gJUf4TWbw65uXRC54+ecbZq2OsNuzv7XBv/4Dt6QStFIuLC44Pjzg5fMnZySnLq7l0WEPg3a/+LbZ397h3/z71w/uwvSPpXl//UgmMwVsZ7Qm5DtT7+imd1iRZ1qp16zplab0YnW1WB6OFgO4NWwdAvglCq0hptf9jVkf9q16fAUowZHgbVIHr9ICejxQYl+JI8k//0T/mX/6Lb3Bnb5eRKzk5POTe3QOWlxfUhSMR0ICxirZd4r2nrmtUjjTkpMgcGqIkWxq0ygziJPK1zhYUpcMah9UJUkfK/KANwMqp1mg0GiKk9c7beDxmXNeM60qe44o8yStFzr6mpGxOC6PajLj6SEmvyfbqXnFSrUApJohw/vRTTg+PGRUlDk0MntFkzCJ6bCnvzbcdbdvSu5yo4Nnb3uH3fuu3efbJx+zMtiT9mEzZ3d6iSYnDtsGOMwMchccw2t7izqN32H/wCHv3oYxsFFVOzRT0XS5A6JAgZI9VBaI/SvoZxFtBqf/gPwco+Zy+rSeK/bC16k/ANzy/r0nJ4+V5to+SUt7//YN79nnwQu6MEUZWitshQOsJ8wUnh4e8+ORTTg8Paa8u2R6NONje5c7uLkVZQ9cxPz3j8vyMH33/z1ksFlws5gSVmGzvcP+dxzx498vs3L2Lu3cgip5Oy62RCMenKJ0+rQYwSkOdR+dP05svyHezKkqrviqEjTk42DirN+tScLNWNayhsfVXt25SAq5O5YcBhGx+YP4Q+VMYY/C+Zb44xxjNbDbDOsXJJx/y6//H/8Zv/9b/y6gouHOwR3M5Z7m4YlKVqBQGjNfDHlnbCaEnOhYylxnB+5auE7VGa0XE39oCiBjjqKoC50qUCkIzyO3XXge8Bwd5z57RaMR4PJa6Ue689Wzt6APj8Ziiqkl5WNXWwmKOJFxV5lRx1X0T04G8f4xoZWvDMHenE2ijJA2aL2gvr3j18gU2KfGDmy8Zj+pclBe3ExGDEyZ3IDGZTJjMJnRXc370gx/yve99DxUT7zx8xGwyhZRIdcUnzYLWOqp6zN7BHR49fpeDBw9hayd30K7XivIgqpIW92fhyXB9/ksApfVj4WeZ2d8kq7DGmcrvV2UQ6qOntHb8pfzgPrKNSS4GPuah4Nz1az3p6JgXn3zK4bOnNBdXFEYzGY+ZVRX7j+7L9pZLzo+P+PjTpzx58YzT83OWMVJORsz29rn/pUfce/iQ3YN9qtkWVJV094a5Qkn12+AJSgv51FoWbSdgZg3JCN1DbBtENV0FT8ojNkCO5t3Q/Wtbuejo3jm6n+VEy07yHT8PKPVlk9u65rAqu7xp3QJKJ/2f1sLEPpeNLK/m7B3sEtqGppUiIGHJp59+ytXZCf/0H/4DDp9+ynJ+xf7OLuNRRTtf0DVLyhxRpOhz6J2vyiquRjd8X/Ox+fiQ15VCYKBtPUVhca7EGEVRVIxGFc6VWaDNk3LYv/FB176Auq6ZTCZUVbUiP2ZwKjPHxxYyUa+MlhmzNVBa5ymtg1IEjK3yfJx8ITrIXJ7qC7SuYPHJE45fPBfLowhOiZNKXRb4rqFyBdV4hCsKfPAslktRGMjp5kcffcSPf/oTQgjc2b+7EpGra+yjh7idbQ7u3GN//w52tiM1Dg/JB1Q1RorYGjArQBr207W64epooP82blxd+6jj50zfZOV3km4BpXyuXl+fxZy+eff1SH9tW0O5Ik8PiBSBXB0TUkh3pQjYpQiLJenwJYcvX3J18oqffPePKXViPJvy4MED7j94IPW6RcPFxQXPXjznxYsXfPzkKZeXl4wmU+7du8fdu3cZTabcffQO1WSK296C8URSv77Bo5QMU8dA4wNN9HRJjlFlnJwvym9kCCkl2i6wXC5pW8/+/v4wHSEyYJmPFQR0C7NuJPrFV9d1G+faum4ZMAQKb1o3QOlinkEpyXVmvbCmEzhraeYXVKVDm4TvFkDiW9/6Jr/2z/5nLg6fMxtJy9VZCYVNQorPRvzeQujw3mdvt1wPyAxupw2iMqhyG93kcRMBqfl8mQmWBdZqqmrEaFRhbSGgtVwMQy7X0Tkl8U2rqmoApX72racN9OmdcYV8NVqhCotW5nOBkitG2Swg3gQlpWGx5IMf/ZhuuWAxnzMpa7ZnW8wvL5hNx2xNJqRmSeOziFmMJG0oypJyMqLtAk+ePeWn73/A5WLObGuH8XjMZDKhPjjgwX/yn2K2ZtSjGauaoHR2lBJVgrR+/9p3H2FDCmZ93YiQrq/1vOpnBaU+itl4xTe8zuddam3za6+QbhmZ6oeoNyKpnh8FOZK6dmL5Lqd8LZgAFydcPH3Gh+9/wNMnn+KXDVujGduTKdvjKQe7e5Q7u9B6Lj99yscffsjRsxdcLJZcdZ7x1jYH9+5y7/5D9u/dZbS7C1t9M0KvOpBGrUWmOg99J5roaTOpWCmFzVw9awpenZ7IcaDthtoFSeYhCf7nAiWx7lqJIl434rguJXR9yQXmGiidZVDS+bKjks06SYKgBoVWgXZ+SVUaLi5P+b/+z1/nt37rN6lLw/aowKRECoFmsUQTGVU1VVFiNRhlidEPpMeUJI/WvWmk7gW6EjEKcU3kRCxKgXMFxujcoVOUZUVZFiJNETzRd68NEXv0LsuS0WgkOj/5tvd5W0mT9IYAUujWysj7dHZI39bVKY0SD7qiHBNyxr8BSjn3P332nI8//Ij9vR1i55lOJmxt7/D844/Z3tqiGo+gWUi6GhKLrmW+XLJsPV4lupiYtx3nl1fYouTe/fvs3bvDnbsP4P4DcI5AP5sWaTsPSVMXZZ7vW0tqbgktXgdK8u5ZgcLrwOnniZLWQamnFrwOhFa98tvvv/5+1CYo9fWn/ik9CcLclgOu3YbM6PZRisJKGfH5Q+PoUHGBWNNk4IjAYk775BknLw45Ozzm4uiE5uyCcVnypbsP2Ln/QKIipaFpuHp5xPsffsDHn3zC5WJJMarZvbPPdGeHu/fvM5pN2NrbR+/uQD0WkPKd8BDGldgMp0SKiMxwFDuslOufMSlCUuLdN3zQzFv6OetJztiNIOD6/58JlE6Xx5CEJyRELQElk6RS75s5dVmgxo73v/sn/LP/9Z/w8Yc/4c7BHkZF4nJODB0GRV1WVGUpRbeY0MiOQmX0HPbH6sjybZfHRHqGay/EL7c7O3tYq4ffjXFi940mhE5ALclVYj2fXWeI9x23PmKaTqdD5LRctBkoDToP5KrCYrS436ZspXQ9UupByRWjAZRADnI5maXI2sznvDo84v6jB6SmlVEKa3ny/k+YzWaM6jEX8yvm8yVt19H6wNIHfExgCsbTLUazLerRlPHWNqO9XSgrGfbV2STS2jWeTy5Wp/5K1dcI+z2+eVa/CZTeTID5C1qvBbtrJ8tt6d317WyQqm6LlFa/SzKbX6YfOcnP6/9LIV72UY9dq45hguSplSLFhsXVHItiVI3k+A4Rli1cXEo9b94wf/opn77/IccvD1ExUJUl+wcH7OzsMLpzD7Zm0LYsnz3jo48+4sXhEZfzOT7repWjmoODAx4/fsz+O1+CvT0ITY6g5E2GKN6FKIUyFl0UGZCiNIOzg6nRjqQVIfWNjp9tDfpla/WkDYONz0jfXg9KgIpmACXx6wKTZNpfF5rf+X/+b/75r/0vdO0VX/7SAwyR5fwcp6TTVJY1k1GNiorF1RxipCxL2mWzCu2UAIZ0dxKoiG/aAWzE9lpuexCqqtFGoVspmf7XWiIwa8zG+Em/U1Z6SeUAUkVRDPWl8VgYvs1SUsukRL7ElQU4I929wg2aSq+LlIytBlBSSmGESSm8rBCwSnN1ecl4ZxvaFr9c0nUdh4cvmUxntEpxMW+Yz+eEBGU9YjzdYnvngOlsBzOeCNPaZIa1UpAUYbkA6zBluUqA1s7blLIpg13ny14/QPSKoLpxpN129G0+rD+N//K4d7cdzOsTBtdA6tpg+cafXrMVeWhc1cdg+Es+vTaqUT7fa9bS4KFenl82+UjqWpyRSHtIBRfZ4dhY6f69OqE7FeWDq4szzs4u6JqW8XjMvXv3ePTgIW53C7SDy3POjo54+fwFh4eHXJyesVgsaGPiS7/yNbYODnjw6CFbd++J04xxDCi9bIcgIGpD0tKBVUq4U01ofy6uUemKNWHETY7h51m3gtKr5bHs0GugZGJEJ/Ej+wf//X/H7/zmv2Zve8zB/gytPDp1xC5zlFJAYVApEDphGTvnGFU1hXN54lrE2SB3fTJQhbZBXwOlHnR0Zr6ORhVVNaJXeOwft06svI10qZRiOp0Ov/fRUlVVg3USSdM0DZGci1flBij1kdJ6902mzgWUUAJcRqW8PQUhENuGrpMI0nedfKYEbduyWCyIKWDHI55fzNFlzWy2zfbuPuV4lsmLhURDQUkXrUvEmNBVJhGup1QJ8GS9JLKyAmt/ZGj9rjvOKEAld0u00hMj2ThZr6dDfWL4c5WU2ISfFbTcVpxe5ZIKdS2Qux5J6c2nrd+unoRXnpCT3HzXcKvRXF1cUtiSssiUkX4bQfBGWVh00C5luLyuVxtYLDq0SjgnddKYZOYQEnVVA14Gj9sG5guW58KHevH8OS8/fcb56St2pjsc7O3w5YeP2b53D6qRmI6en7O4vOQHP/oxl/MlZxfnzBcNriq59+gRX/nq17n76JGMzFgHRSGDyMpADEQfaVMglfaGOOMXWaETTbR1w43+XOwdhF63Iq8Bpb7QLcxKNaRtOiVMivw3//V/xdHzp1ydv2I2rZiNC5rFGc4a7h7sc35xKsXqvI1RmYvKRT1M6PcDiz6uyHHKGgyKZjkf5FIGlcm1NKkoCinq1jUhBJquHWbc1qUhNpFZD/f3krDrc29FBiSlDFYbFs2SGFlFSjmNM67cKA7Ka/YgJSFySHk7SgsNAAGltFjQNM3AKl92nrKu8CFwdnlBUdZEa9h59BWSdSjnRMxf6SzhqQWcYqYWJKHWWJFPoulk7MtsAMfaz33htj8mXgtK5lpqFDe385cMSq8L7vMQRI6L4g3Iue0Z62sAqfWj/TooaWiJREKGOgG7nu+kUzZ/SMj30Pn+ipoLzxA6MOWqXBeCpHxGvENvpI59EaMjkPySmdZ5RiXlorYWOoL30DScfvqcV0eHPPvkCScvjyAlDnb3ePTgIQd7exQ7e6JmqhTMF5w8e8YHH3/Ms+fPOb24ZGd3V/Te79zl4N599vb2sKORjOkYSCoSBqxdaUv1bsSb5OnMvVcpd2UjH/7oR1SFZTyeUo+nuKpGO0dCE5CO35u+KanuXAelwxdoLehmtaGejGF+xbf+4Pf5vd/+TX7w/fcojGZUGCZVwagwGJ1ICC+orkuck9SozCqNxhgKJzyg8XhMb5WD0aSoBpBKoaNdzOmaBYurOW3bohNDROOcY2trS0hmIHbZvYwJoiw4moxp24boY+4qJLo2D8O6Pu0DY2WbRVWinQyaahSjshLA9JGoFbYssa5EG4mAXFkQCPlzicyqNmBttv/pDFpbCiWah4QoV77O41PEmoJOKRbB0wKqHjPa3qaaTMCWKDtiYyRxiKX7wu8tacnr6jCvWwNq3AIBn1WruQVx/iJLTW+qn6/iovg5Xudz8JxuiZQEGFf7RW/8+RZg+xzrtnToNvDtdUpvAGf/nwTzZU6/FDQt89MzXr54weHzF1yenXL+8jlb4zF37tzh0cPHzO7ela5dlOPw6uVLnn/6lCdPnnBxcYFSilFds7Ozw2R7yoOvPmS0NYPZriDp0tN2AWMLTF2Cc8wvz3CFxdWWGBp8bDg9OebTD38Cp6eURvPoy18BV1FMt6l273JxuURXNT71dBQJdsTHcJUYR/RNUOLqEkoRuVq+fMGPfvjn/OQH3+fP3/suH7z/Y+7ub+OURH6VMRRO44wayGnT6ViiijUHWeccdTUe2u/WWmyZpWWVRE5d1xF9C8ET20Zy5IUwvXuXWoDxeDx0wYqqxBaFDGymhI8d1hrabkkKUvtRSUBPxRxNOVEEcEWFLRwYiXysEb0lRTYuDAgdwMh4ibEFGJEkiZlX5ZwW1UojVwm0g1iisVgljQKChy4Qc+E9aI0qCqIr8a6AqsZNJphqRMRiKW9JPd6uX7p1HfgGcFqr4Pe/d5mR7j04xfn7P+Z7732fDz74Kd2yYWtri/v37rGztcXf+trXJYUpMteqaZg/fcKTjz/l1ekhR2dHRJOoRzP27z3gweOvcHD/EXoyy/XLKPSE5oKrs0NcAcvFGR99/D6nz59wvy6ZVDX33nmXYEpiOcPt7DFvNWY8Y9mlYVSmZ573yrTwOlA6fsbh4aGwhr//Zzz5+EOay0u0ilgSo1JUqa0RPevSOUZVIS1/pykKO+SSAEqZoQVfVRUJKTb3LXhrpTDWdJ0wsbNERdd1tMuGdrGkaZphtqiXGSnqimpUU1QV2gqHyCdPjEFqQp3PBWhJ6VTqSVw6p2w1aNE7UkZTOOEsxSDkrxR7a2hJ3VxRSUSFhLhaa1yhcc6grHRXvI8UborCYrQSvlW36gQmFE2IQo6bbWdJjCo7yRoSFsXqSvJ2/fKtG0yH61FT065GZUDSO2NXgHF2AoWGcgREmM85ffIpH33wIYcvnvHq6BijYFyPuLN/wMP79zk42ENv78GogGcf49uGw+MT3v/4CR9/8ozLZct4MmO6vcW9B/d5/Pg+s+mI0cEWjA1Pvv1N3vuzP+Xe/jZTp9ne2mL/8bsE7Wh0jZ5s4c2IYrpDEyEo+8VA6Rv/w3/Ls2fPePnsKZ1vGdcV41FFaXSetgGStO2t1pTOMB5Vgz4NxMw76sdSzDDwWlUVMbtq9AXmPp3qQoDoWcwvIQZJ6dqWdtkMoDTYcluJkgZlyMKRlCLpSPSB5VLqN4SIMVZkSeidSSQFMxkMfYpDvcgYKc73hWzRQpL005UVds3yWVjoYEuhJMhYSGBUbA0cJ2Ikth1d8MQAQYNPhsnODnZ7W4qUuh8tEGcUnX9+u3451630q9vSueHnxOCPFwNUFogycCzpgtS7QECraYmnr3jx7DkvX7zg7NUJl5cXdE2HCh3/xd//z6mKkmJrS0aTXAWnZ3zyyRNevHjBBx/8lNOjl1ycHvLlh3f42rsPOD18xsX5K9595xEH+9ts7+/h7j4WLS5dkMoJqZqiRltcdZ6AlWgJhtRNR0BFEvqmntJ7f/xvpUtV1Uz394UDFIMIqLmCcV2SQiQEqQEBa8zNMEzju1wU7gvCRVGL/McwqV/kNr9EVU7LkGGZCukGxIh3IgHiSju8jvcestSJdVnh0YB1BmWKwSVVGUPXtBhEFdBqM4yvGGPotbYKIwCHzkaUxojRpZJ6lI7rs1Bp6Cr0KScpYilQWpoCsfOYaKQsFKGNidaLUmFEMdrawo4nUE4EjFI/RqBEQ8q8BaRf9nWd4KDWO6vX61PSXs2dQCUcwBAQimfEJlAhrZjozqDvHnD/zgH3/a/CYsnFxRkXpxe0Vxf8wR/9Ef7qiqUPTLa2efT4Hb787ld4/LWv8vjv/Mf83fRfAh6eP+En3/4mP3rvTxnpyK/eP2CcIpMETiHa5/l9xbQEU9JeXaJcRU4iNg0RFMOnvgFKX3t8L39WARqCxzjFdDxmNpsxvzyXD+gKYlBD9NJPxZPtfZwWe+tBcyjXmPpCt16TvaWfj1HC/iCLlSklOtfDKEfW2KZPD7WSFr1dER211hjnUMax1HOiDys+ESqbRypinsrufeB6UOp1tKVjh0j99t27LqCtwlqDUYYmeGLjidZhrfA9YhvQ1otCRoq0XaAFsBZVVtTbuxIh9Tyj2NP21g6+vzyyz9v1C7xe131MrI6NGILocsGq1tqrWWgxRsXYPi/I9cm4GjDWZhVtGQNFwXRri+nDBF3Hl/+zvyeOO2enPP34E97/8CN+89/8G5pmgQXu7mzx1cf3ebS/Ta0T3atXzP0CMx1TlYaSKBf0ZiEXXRXpdKQaTfHBY6yofrAGQhGNXtMNvwFKk4IN3aEiz4UBhNCQoh8GQzVmJS1bFhTWyZS/dlki1gp/yNm1+TKR5bCFPEaZNYMAIq4UbeqoAyEpHIoUYi5S9/M6ZtVxI5tRrpkAlKWhKBPWFrSLZWaT59dICWctShkR9e9ncnptpKIU4leQb06mqyHFQMgRozUOZapBXF5FMHlOUGmHUhKJtSHiMejC4aZTyvEMNZpIqx/pPKr1ouVbMHq7uAlOmhUwaWve2P27XAopUzKQhFFWnHZkWpdmuaTM7H/UGp0BpJSw9PLi0y0e/N0HPPh7f1+A7uiQk8MXtKcnPHv/h/zZN3+X7vSI7dGIialoTk457ZaMtkbodpa1wzRtcniXoKwoR1u0i05eks3SGAyB3k1QKlRgMpIitBRoI9YkKlcQlcPoOLT3gYE53XN3yqKkcI6iLHMqJ7rWZVniioKuC6udlsEvKbkChJQwhQOdMFFkQ4xxMj5ii1y7AeOk/R5VxAfpusVeqEyJzVBZrYiUoe2IWctIQKskaYNPkS74gf+UFChtsl1NIgGWVdE+BNFEMkoixTIEmtShcDkNA+VKRLVR7KOEVjBiNNvBTGeQp6ykDCAyvfpN4fnb9Uu/+nQuAb7rVuKBG7Um0YKvq5rehmD4E6uHltVotd0seKd7kSxtoDQiowJZUyprge7us7O3A/ML7n7pAeHijO/8+IeoylKOKs78nJmKfO+9/8CdyzOCqWE04TyVhHrK1yZ71HsKbM1nrRugdOdgh/l8znLhmU6nTKdbKK3p2hYfAluTCTEKCc9aK+RC5OeqKIldJEbouoDWFlfJnJnC0LZecsckjqUqJRTiUYa2aFTmoiWU1tiqxhaS1hmEnBYDaCtpWCSQZNiLmA0HkpcICzRFVRNColWNpJVKUrSL+YKiEDvoZbvg7OyMZbdkZ3ef+aKR4d6eFa5VVg3I2+4C84tLyjpiypJRUeBz501babM2lwsu2yWmrtm9ewe9swvG0PmEtY6IuGLYLGHzhXlGb9ff6PWm61LfbBlSuuFJCoMZAGmTOtxvNwNZ1pXSyspQ6zr71ZrhyW1IaCeUGJKHeQP1hD/+V7/Bv3/vPXRR8PzomLnV/OpXHlNPZ0y2RE+p6zrOj4/x9Q77dx8OQcjnWTdAaVQVYtSHph5VlJmzpJXDJoOzJV2e3ldapnz6IVfjRJhN5bhMWUnvfAjo7N1urBscZqNiZaqnFUpptC7k5wQ6Ztlb1kZFdJRUzRjpgpoA0aHzqEpvCRUSKK2pxyOstTSLJaHrxEywbcXnzHeUZcnu7i7zZsnx8TFFWWNLK1ZIvUAbwjmK+SjoNWh0SKJEmc0CMJblsiFZS13vYMc1uqjl204GpRNCrLjlwHsbIf3Sr54R/3nn9K8fR4nb+7br9ALfdbm7vHYlTAly4TlqOJs3WKUZ1w6TDLHr0L6FquL4++/x45++z4ujY+rQUBnD1sEej7/ydXYf7MMIqEvQBfMOumrG+M5D7N4ujMYyg/MZ6wYoSYteCr+9ZGxSYJB5hqKq0SGI5pWSyEUR6aVVnVvxlHJVhpAQmoA12CIzuY0laSNpV+7SocTEUWXioQj0CzAoJZ0pDbmwJ06gJvuADUOoMRG6jhAihXU4bSlsiUqaq3AlmkhZ/L+XzC3qiqjgan6KNh5TFBhrEKGv1WVEIUXxkIRXpVwhVAMjwvpRG+aho5qMGG3vwGgkrNikiElnobg3HTVv19v1xQghtwXZG5pX66WBlIeFtWbjmb0EsdYsQ2I0KlGI+kHXLHEpSVE8Bv74W3/I0yefsFgssEYxrmrG+3uM9vdgdxdKYFSBqxhFA+UYtralq9wsicoMNbPrdt2vLXRHNLaoxLnDOYyzJGUwTuorriggxEFuM5ByB8yKUWNczapFRKxNGYMtHK4qMT3RS4unfdQyqpFyTUobtyJe5hRPflGbxbncfdMkSBGVZNRFB0m7FAgXwoiIhysLSu9ZLq6GkZWUpFCevKcoCvb29ri4nOO9p80NAqtEy4kMklprQoj4mGh9wFlEmlSLcJaZFLjpDKYTydEzY32dpb2BQTdavLccZW/XL83aHKe5eft5nr+x1jlNCrS1q1ZegsE0QVIcnNGINn6HCp6qlPP9yXf/Pd/99rf49Mc/YHF+gjNQj0q2d7aZ7OzSWU2xWIhTT6sgGqLOeJIAH7iKDVTjzFFanQ+aTcfem75v1mH6TlnhMNZi8wR+T3hKIaGzLIhxEq2Io0dB7OLAVQIhRSqj0c5hrICc2EaLNhHGkLQUtJXRKG0HUOp1l9TQeuhBiQGU5FsQAlmKmqQ7tHGQNCkFfNdJadkYRpMxEPEhkNpWbHoUg53yZDKh7WTc03txuhCwzdIkWY+oIxJSwuc5JYW591uYAAAgAElEQVRCa0Nyjsn2DrrqbXb6HH7larI5S9Wvm1IZb9cv7+oP6R47Nm4/9wbe9Pccr8dIjJJOaS2xUWgvgEhdVKAgHr3gm7/zO3z3m3/Iq6dPmRqNurrCJc+osOzvztjZ28bUBa2ByjrQhoBimRRGa6mDFSUWR6dWUdLGW8q1rlvJk4F8AmpLIovLWwElH8kaRVlBLgtJEVf6SLYocJkyEEGIkErqO0kh0RSsdFxyhCR/NwJ8qp+ly5FSD0L5bwPKJzIpLOV/gDIom3NzD13o0DFhlYyEbO0dcHFyzHI+RylFUReDvELXddR1LZ+zlfx7XXLB2PwZokEnnVnkSlQEyhJVjzHTCQlL7zEv/nCrAp+6UVCK3KZr9Hb9kq7r7O3bbj8DdK5HWBvP6UOSXvHVrE0pEKiLnNrNT3j/z77Hv/vd3+enf/YfUG3Lg8kU1TaUpUNFmBSWybimqp00vqqC5By4Ao/BIwqXTkvpQmtHCrfNvuWB3FxzvxkpaUnXQlaTNwhNPSSJevoa00DaAmIUz3TtE9ZlXSGtMUZjkMhIGyvF6ezT3pMftbZib51TMmXkDQ+CWIN0hh5ebyXCJR9H5UtLr+ktj+9VAiyaIAIUWSZlPBZNpa7r6LpO6ACI6Ll1eVDXGhbzOV3TEH2gKmRgV1sDRmOURbti8JF34xFMZyQ03aCaqTBqzdn3+kHXy4cMWbb+zIvc2/U3eH3eLuythaTVn26XvovDw+TiHVccOcCHjtBeUtrA4Uc/5Y/+7Td571t/TDq/5PH2LiMUV8evmFUVTKegPNs7M7amIxli7xqgYNl5lC2IVhMxed4zYHyg1Z6o1kHw9nUDlPqB10FR0Yl9UUoJFZZDLaYvToeQO21RoqcuBOmi2YRTGu1sFn2yJKMzaEhRTeXfU45Lh3LyumTikMqpVZS0nmErJdSCHF0pne2PyQ62ykL0YpEdOvziknp7xmRUc370kvliAUocdJPSxAB1adHW0bUti/MLuhhRIUJd4UwmcGojxT+XtY+qMWhLEwNJaywaMbVZyV2kN4bgb6OjX4z1+aPWWyOSfhvZHHK43YCJzdve13CjcHT9OPkc5Np10uXmp1jT3k4Rlc07jAaUIjRLri4vWV6d8q3f/ddcHr+kPbvk0fYEXZa0p2dcLJYUQOxinmUds7Ozw2w2wzhLl6AyBU0I4s7jKgpdkqoaYytR40ANVl6rPZsbVWq1326AkvYRlXkMUUWi7YBCBluLQqZ4+0gHhdMKW4oDSSQRfCLkqMloMM7gXIF2pVTgldlA9XWzsaQgRY9SYVU/MjliStlueR2wSCKAhaCrtY7gPUZbcJbYeXzwpJBQ2sgoiNFE36GtY7a3i7244OLigqbzjEdTfEi0TaRymkk9Qk89Vxfn+K7Jb0lhRxOiKViEiEma0XQHyhE+BEpbsTqQ1yIfvaoVXK8fbR5rb8Hpr27JvNib12bscT0iGeR0Ye020EOGDz7PIWgZ8NduEK2LaAYNtGvRUH/srMnZy6GUsns0NyX/UwzEFEWxggBdJxto55gY8GenfPLBB1ycn/L806d850+/xdbY8mBvl45EDA0qeYJqmc0qeu2jalTKDOdoxNxHRpS4ckIbtOgu6QqjS5IpwBQ4UxCUJQW1ITLYv1+lGNI4uCVSqlwxiJ6RFR0lZROeUEor+xSlFFrp7LmViZCRPLQq7f6UFDEiQ4EklNPDq0sGtvrdAEq9Jpy47b5bwliTh1vlCzQoFYR2kCI+CZPDh4ily+MuBUUlwm7L5RKSI4WItiIJURUlnXOEtsF3HWU1zhwoJZpQo6lESspK9MdmZ+Hm57h+x1sQ+kVaN7teUny9rQumr90CDCJ5ve6RWrGHEhprpeSwOnQlfW+7JT5BWYxuDOSuv7d+9VFGRJx/+lKRNJgiKUaIQay9YhLyY3PF9/7dt1lenvP8k485PXrBqCioCsf88pI7taPSmrHVdM4QkyGGQLQK6xQayaDKuqQc1bi6wlVjdFGiTAlKZk5jFId0nMWYgoRgwMZu4pZTIa8boOSqcuUFpRTGFpJ6KSX0gLRmNJe7ThsWwaXUiIwxwkuyuZbUC6e/YYm29WsA6c25z83H58eabCQQQyTFgNNGWvpJwtCiKCBGrq6uaJsWZxQxaGKU1NNVFVVbMY8y0hKVFuBFU40mFOOpSImipF72FmT+Gq/NyHV1q1/fBbt2YYxJwGeoOqw9ICkIMaL1pi25AaxTFNfA7+aK+TxIfZiU5Y/X1Crb+ZAqoSK0LfPDF3zw4x/y6Qcf0Fxdcmd3m8ujZ3z8ox/y6OF9du7fJ+jIpJCB3tI6dBElbowQi5K6KEUppBA7snE9oi4rCieNLacN2liicbQxoUKkNtLJF+ZBzOfHtX2buVPrDaCbhW4jnTCltRhEWjPYVxulUZgBlKSQa1Ya1SnXjhQDqCmJUVeds3VgysXqpNZ+vf6tX/dwe42n261r7X3KMG6ELGEihfEkEU/uFoasQRO7Fm+gsNJZq6oKHxKp7UhofEyUtqSoJ0KQVKJBnPIV8G2x+q/xepMc8G3NimtExbg2kiYFDrWW2oHVEskABN8SQsCgMNaijJQpbh4/a2FG2+SLbho6z9nbXrzfagsnJxy/fMH5ySmLywvOTo55+vGHPP/0CduzCV+9t81XHt3h5NP3WZ4eE3emFKnj5elLJrMpIXakJFMYxlliWTKqK5y1jKsxriwpixKr3SpjyniBdYSUUEoUVnVRZhrASj22X3oNkPr0NHELKAUSUSWM1hgjxemopXvWC/Ortfa8UgJgWuWuGmZlA63FhDEmqfTLC65qSn3B60Ztb92ZdL3Q/XmWWkM4Janc4DkVRBHA5Ml/gkikpBhxxqIqCEtPip62TRR5J2tbUJSJZAvxdTclpqxF3S97vwdJXt/2z/66r/7ru37t+5zXQsUKQq4fCQqIPsiIR3+O9c9QSQZgs4sceZpBQpX8M0FUSmNcufJ2HV3TsFjM8csrLo+fsTg74dWrVzTLJVYpSIGxatkbGeLygouXT9jZ2uLd+/v89Mc/4cWnkd2tbUxsSZ3Hty2hbbEkCmMwVcFkPKYwlroeCxk6ywilGFExj4gpi7eWmMQ0VswvNDEDfc/gHkA6rQCpz7ZupQQoo7NBnc7C/Lk7phXKWYIXszqVa1ZB0V8S5ErgLP3Qcd9Vk/KUyaWeVSkxwUbkk/I7HUZMYIWuej1Xf9NRoTYfsxYtWaXloHCyLe8FgGTzWoDJiK96yiJuLhf0tSswRtFEqOsR5XgC1oLqI6S3YPQ3Yb2WCrReTPqMJ65HRhqgJwCniFYZcIZeWVaNvFpC13B18YrehCNGUVKVnz0pJS5Oz0SVNbRELwqtTdOwWFwRlnPU8gKnPM4UbFWOcVWhSNRhge1qfNtwcfySg9mYv/Mf/W1s8hwdHdHMLxmXBUXpMBopyGuNdUKeHo1GOC0qsmiZPU15NCypzNkzlojBVRXFaIx2xTBGlmLm7eU9K67bPUjp7GAk9eWbNaWyFhJkVgBISsZFepBar1cJN9DQ+5srrWXKuP9Scqomtz2n6eY3O7QIMxj1jxnsl5SSGbTPTWlFrib9uEpfpFcK33k0moSYM6oUhwgweo/TBqXjygM9BHxUdCkP5NqCYjKF8RboghQTUevPeyF9u36B13pLvUclvfnr5oMHoFqVps1a/p6iR8Ugx2IK0o2zBtqW9vQVi4tzuuWCZrlkOZ+zbOYY1YFa8yG6dr5YpSEEdIwYoFCJ0kGVHEEVjMdbEJa0jccvr1h2S6qiZDoqGRcHHL08lAn+k1cUe7u8886XKKzl9PQUrTU7O1vUkwmp9VgSVeFwSnTtdSIbrhqsK1GuANe7/ZSgLK0yuHok54gpJUrSBmW0nNdKOob6WposA+/5M17f10VVEkl56t9l7o6MiiijscqtRj9AuDg6+2EZLQiryKJqZP7Qqm40ZGb5C419Ijn8TWKO2/zHpQT1+YCpVxdAyXuwWpO0JkSRGVEkog9ik6QUPgS6pqUoC5KGmI0GQhK9Kh/BKw3OYeuJGK4pQ4gJ9ba2/TdmrQOTRpKp/pI6HHoJhlGNwU48D24nBIBiyoDkJRLKoHT44w84PTri8NkTri7PKbShrktqW6BNYhGXaC3jTH2ts8ilk/4C7bN2UkoJQ8qUgoDHs7w8p7SKuiigkMkDpROhS3gf2N7exmnD8+fPOTo64mtf/Spf/5Vf4fnz58wXCyZbW5RlTXd5CTFRFAVWieqreLZJQ0e5QkoYrkC5gmQc0ThC0hRFjS3HeKDrIyGlSBvOw5vFbhBgCrdFSj7IGymcOIB6krCYUTRNK7mkkvKd8COyDCxKvkEragBGS+1opewotaewZumrlEKblcd4DIEbvlf0oy35jfcApVbia+vdtkTKPKocsWW9b5BOXJsjMa2Q+T4NKUiYbJWmbVsK6/AhcXU5JxlLNdlGY1jMWx79ytfFYTRfEbW2rF3X3q5f8NUPkvcp/fpK+Wrd60IEGLxlIlI51OQiSAybaVgPRssFfnHF5fkF88tzFvMrlhcXLOaXhGbJ2fEhqWuxRjGtSmqnUHGO6xqctjgTs+Syznb1EaM8mojuj0+lUU4Ro0T3MUVcYTDllNYpumZJSgprHSoq2naJ90HAhEhUioN792mahqfPXhBjZGtrh8fvPOD0/AStYTabsbzK1vH5fBChxlrsvo0laIMpKvGVK2uSLbnzpS/hjaFLSsZJtDSGolLS8BrS3FvO89dFSv2Ev7IScpksxNYzuFWeujeZBdWjoO67aD1YqFW0E6MI1+oksrVDsRxQMWXSa/rCKdD6dvqleoBau6zpmMAY6Y9pDVGK2zEkvJL3FztP6DwhdvLFl2NG0xlXjefo9IzRdJ8Hj9+VQVtdSIFbiQOJpHDqllbm2/WLttZto69bu/fi9X2ZVH6LGYNagu8onJHhVY2kYynSnp9xfnrK4uIcf36Kb+Y0iwXtcoFvG7p2iV80BL9ENB07LIoqKVwMmKRwxmBCpChLMGTnZdCZOKyiDMEX9A1sAcQuRanHJOn0Ge0IJkmkhgYNSblhjEuc5MXIyyVDV0lt1aNofWAymVEWVtLQqBgVJZWrsVpjC+EiGVeBKwlFSWcsSZe4eoQbT6TGhCXJNBuSk7w5lRgaY3ndrCn1ZpHWSsqWU6yeuxR7EMrpjcopWg9KqzQtXfsv0ZFFSZ4cVzGbijny0ZrBZuQz1g1Ayp26IW1bX2tAVVUVvm3wnQi99YV1UCStidGQYqILEa8jEYMpHZOtXfTBXcShQQAJdDYf+azd/nb9Iq6VN+G6/pdQElMKJMS8wiBRizNWgMh3hKtzri7PuTq/4OLinMuLC/z8kjp0qE6IttG3qOCxvkMlT4FMJagUKDAUyWOjKJAKw02Jvb2RzjdIFJ9yRKZS7gjLuyZGkVPu6S0oMLrAWNG176kw2qShhrP6zDKkXiZQbQva0HSe2aQeCMDGOLEec46UNEFZtCtRVYmppyhX0BlHqmr0eILb2sYrS8hZyuqsWI1avW6tqwbcHDPpI6KBwZ3pRf2sWsih7NoXurHxvk2o1ABI63/r8uR9Dyo6xSzeJm1F/4aDqN/Gjdft32TmIvUicXLfWnsVMNoQlRJpWx8wKkkXYe19GlewbD3L+QWj2S4PHnwJtg/EFL7fz3ZV5zISFPd78DM+wdv1V7natl1lA+slAEARpY+ahOCh+7+lZuABLS/OmV+ec3L0krOTYxZXc1LoUAkckdAsUL4VR2TfioZ91wr3J0QKrTE6R+1EjEpYo7FGoYwSkNEmj4ZAUlZKHVFGpfo4rj9/bL4vJQHVLkX0ICYox75xUs7oz50QZPwEZTC2wKEx+bwXeaVA1wZiApVTtRghGUMyBuVKVFVjqhGqKNH1GDWeQFUTgyJlWOnT4Ntsy1m7P643B7iNEpBWPX6JCuWEVxi0MkS8VOEzGSolNehMy7BdRCS8+zEUiVCSVJyJIQ0YkWIkJC/VLSWg90XWbQDVh+GRPvRN/R8G4PLe0zQNvu1w+QqoELbtfNlgC0imoJ6O2dm/B3t3QTsx+FOZCJq3G7OSQc9YyCSIL/Q53q7//1ZRFBu/9ymcRNgRk4JccHJqRky0p8ecHh1yeXHG6dFLUteSuiUpBsooRewUIjoG0nIpBe4QwLfEtqXrGqllxYAuCozLhd9sEaa0zbbwBh8DKhl01pzXSaN7Ek+S4fMU5dZoQ1JJ3HaSAFXrlyhlhsag6VM2LfSBFD0pJkKOpLRKOKul3e8KcZTWCWOsODBVNc6WBBSmqAnGEV1BLCrsZIIbT1FVTSwKWrRESWnjZNhsDPT7XcXczevvWZ0zt5dBYhKdbSUB2HBeX0+MMqkr5cfkLEi+ZFZhcQ9evZZ3SokUIt5nS2svbXUTRQ73Tau/QtyWvsUc0SXFMCCshzfXp4tadkbmIoW4InCFCIumxaDZ299j8vAdaf03rRyoRZVrSasdvtI6fksK+Ou0rnd25c5MVAwerq64Ojvj6uyU87Nj5ufnNMtLVPDo6DExoPCiu+89PrTgO0yUk024eT3nz2BQQkQOCUqFtjIvmcjS0Jmo7H3E6jCodPQZC3m8i0COyhPrZq4xymeybWaLq0DI1mLGKFISXW7vNVZplJIhYYUQnJ01lIWjj8Jk5tViTUHSwkWyZSWD9fUEPRphJzPseEIoHG3ShCx1pNEr7f0ESsVbz46o2ACm18rh3lwa6IvXCvUmGj5Co1dphYoDcEQBInQOQHMUJUCmMNpgrCV+jl7WdUBa/z1GmdkhSgFbxyhXMXq/cgFH7z1t26JJok4ZE02IhCjs85ASYb7ALzwXS48pJkx298CWw+iMWGlFxH0l8TZC+uuxUkqD2mi/vPeE5RVFs2R+dszRy0NOXx2xuLyAGHAqUqjIuCyJbcC3Hb5bSu0mBkwSTlLX+AEoxHo+0PkgDR8Vs8KqBWuJWuPRolmGymICKSu7StbSq3EoLdrWtnAShYW4AUoEScuqohTaQGhpW6HuGK1yB1oykmQ11jhRZvUCxFaDM4qkLCkqYpHPXSPNnAgkaxlNp6jxDDudoeoRrbO0aFq1qjVDb7SxCUUaiZBgdQlfBy+tuN33TZw2xWlk/RQbQOl6t6ufWFM5gDAOk/zQ8l8/EGKMWZqkb98jMtZa41wJhSEtFq/NQW9b64CkU2ZpI0V1sRePED0qgU8BnSKLxZyrqyuaxQKda1Cx87TBM5rOMDFycnzMx0+e0iVNNd2hGE15+fwJOwf3UNaI5K+1WKexVv4ra8GN2Owl3AZUnwFefbt0+MK+ANh9gX3Xr3Ue4Otuv9jLv1k/6M236y+49rlv/VybKUHKz9mUEll7XGLgDdmUIBnwieXFBS9ePOPi6Iju/BjVNlL7DB02St1Hq4QmcH55hk4RQ8CQxOg4KGIQCkFVVYNKRhdaScG8eAyCpPvaOIx2JN1XfnIHGCRtS3kuLPVd7FUHyRQFikDoL975wh5VABUpaicsaY+wwEOUcywloThoQGcH3RRoE3SxkfMgJEZ1SSJbbyPHdRNiNmtVFHUF4xomI3AWgsdHTzKiCCBpb7/34+o4yhGRTpqoogQ36iaJEm4BpTaTs2xM2CzqL21UTfKbJ1vf+lcq7zSVaNtmrQjOCpyUoHzbtgOQKSPESjR436AihBg2h2j7tm1vYIlYOmmtcc4RlaZpWwBKayAEDBGdEj60dMsG38oVjSQmAWcnp1yen+N9i9Nm43UuTo85fXVMSJCU6MMslqf4oka5gp98/APq0YTp1ox6PBFyWeEoigLjSqqdA3ktyMoIeRdruTqG+ULqB7ZXFMgRVj+b0zZZcyajvNDm+27DcOpJqzNfXnKhPoWAT17MHYCQjUKNMYPsaYJshBmwVmyqAgykHAMizZIPIrPWrk0bNYD+sGPYrk5QqPV7b+oJcdvf1wTI8pj9aqsK+YxJRhA29Y76UiqIRpEhDJpEQiyUhGRtYNVZVGrh/Jyzw5ccvXjJ2atjlos5RE9tFIQO5b2k96kv+Mr2+gKqDK0LITBpRcRKIVq7PFqisUYuti4EQuyIMTKfXxJDR/AGVzoZcs8zblbLuEWK+X9KkMTN2ef0rEBjnCEpT9c16CzzrAx0bcAazcXFBc45tnd3WM4XXF1diJQJciyEtsNH4VyVxlIacbOubIHL0kOlK7haLJjPL9FFwWynphoVNJev0KHBhAY9muGKkrEtiCoRUodWgd65Wgb014Qdkc+g0QNwSea1eXG56WaS6y8x/9f00cjNTtuNtaa1tHH36+pAMJhTJrU6GPsC9jqloP9bXCNDhhBkZwQJj1UMFCrlAcUFXdMQOumABN+RfKBZLHOUdJVffzVnlDIfJBHositKiBlvjUMZQzWa/X+cvdmTJMmR5vezw484Mquyrr6AJYDBcGZnscIVmQce+1fzYV8oFK4ISVlwMTsEhjMApgH0VdVd3XXkGZcfdvBBzdw9PCO7MeMt2VkZGRl+mJma6qeffkrX77neXfE+imagUoqyqNFlhS5rgpYuvKvViqKqJUmgDaawVOUCF8G7SO8d3gsfVzAE+OjDD8SntZl2oCD0+K7D9R7nHNoatB7VQbW1EhYrEd1L1FtU8FglpdCx7+i8Q2EGxv4g2ODlGdvkX2iSbQjgSPmBHPfPpoCafH9QmUapYfykdjKkiRrS5yUjHic+jpp/l4/onSfqPI9C0mWQEDrlV8man4qI9x02Brm4QnF4/Yr99SWXb99y9/4dzXaLiYG6MBTW4LqDbCpe2NiplFQWksok4IhSMYntJzgiSgNTo62osYaIMpbSGmprIHp8CKxWK5ruQN/3oKFarqiWJQSZD4Wt0NZitKUwJdqU8qwSHLHd7iiNRadW3BlCiMENmywh4rqeneu5u7ujbRqKwlAa6ayTicoxQRkxODAR5QIdzSBmSOqO7UPP9u6aTbOlOn8M0Yv2meuhXqPrCl0sxEnAoLTCxDEjrY64SnrsXBLzv0fDFNX3YEpHBmHy2g8dR8AhxwYGjg3byc8bk39DOnEayeRUrshayi6jNXgf8CFy6Bqaw47Ddkff9wQnC7ltDnSHhvbQyIQILvGuVDJqwklxzg20CD1hoMfoxAVOrr33nrZzNJ0YvahEQ0oVouW9XJ9xdnZGVS6SUyOAZ+6XR9RgUilBbiulFW53PVAwBGyUjEzbtjSdk5rEoqAoKkwS4Mteo04999DjBlCkNlmuD9JHvqqF2oGH6BIxWRIQKlqZKCTnJA+JYqSa5I0jvX6656mI+00HM/+sjSWHa2oQQJuEb0OJvT6yeMnPwthR4zngkvKiHrxvQ6B3PV3bsFzUciNBcffNN7x7/TWb6yvcfke33xH6A1ZLAjt4x6E9oEnFryFIWUSa05krNEzTSRJH8ERFDKIvFgiE6IlECVmsweoSdORsteZmc83N1TVt36IOimgUi6qmKsq0AUsKP+RsWwzghaeUEzfBySYatKi9ht4R+47GBfquIVdJbO7uaPe7VKWRpKy9KEjqRI1xXUeMO0oroojOy5xWxlAtahbna0xRoAuDLTTBRCI9IXQot0d5hS4KaZDhhckt3EVZX5L4igMXLC/zh477lICZ0Zh+/aCndOLv5/8e8KSJ9zT9fQ7dpjyoufHKxbXTa5PKaUdzd0fo2iGzF7yn7zra/YGmaVI2QjqTGCO7ihhSkWPoui4tejEUvQvJ6ADacjg0ov2tLYtCo7B0BFwQDfDoG5xSHLotYX+L0Vq0mGIEbcSYFJZFvWK1WlHXa4wB1wf63vH+6ys6L9dujKGqFqm0RzzD1dkjnDNo36OspUs7n7y3QpoxaOlnFyNayX254Ok6R1eWeO/pnBsyNkVRsFgtWdQriqIcGf1Zkji3igKU94kicjTo6Xv2KxjqHQcsAZXKk9TE9Yoz4EoTfcIcs72aGKT5YVCghCUGAuq2uw3VaiXYR/BcvXrJ65cvubt+R2hb+nZPqRWV0dTVEot4FYf9lr5tKEs7hGi5EUWMyRPPjyEmWkvi1imVoQwt0s8WYnrGvXe4LlIXJcYU+BhYnT1iUa/YNYJrHrpWMtNlJdgqSjJZqf28UmoAq1fLFd47uvZA1x7wvpdkS/ZEfYfvekoroeGisMSiQIdIuz+w3+8HKMN7T7s/sNvtcH1Am0hRRpQOlGXN6uyMi2WJrUtWj9ZUy5T+NyXeWryFqCP4jtArIoGoF0l7P/UXinlG/Pm46Eny5NQonPKYvu+YG535v08dR79PCyHvSwHEACFz13npUxXdsUHqug7fNuD8oNMSnKdtDrRtOyy+qhQyWu66G4PDeyGhZXwoN04QQyKDLm6vg9ADFqOlbs9ow7KsEzs8UBiZ5CE4lN+jvACW4tGUuLZB9QbfH2i6DX5bEULg0PU0bYsqCvrU7NNaS10tpdtKmpSx3SfPSBo8dE7KYrSWSu7HT54O1940DZ3zw7jEoPCrJX3f0/YdMSjZQZdLUIG2O7D3AVvWLBYL4fRYw8DxUgqKSTeKe0Mqxl2GMiZPaPbdO6ISDZ6QgM7xO9I/jzFyHUL66RwLglVqJcZ4yLL4jqquoN3RX9/wzauv+ObVS7Z3t5RGs6pKCg1aeVTf0R569q4jOo9WUFeWGKWmLRLEA4ohUdPkHgQjjfQEgpdiK+lCL56eLiy1KdAodNvQ7A+S5reCGV3e3HL++Iwnz57yrPyQZrfn6uaSze0du82Wx4/K5H0prEx+rLFYowfjb6NghKYM9K1gpzElbNqmodntadMa3u92Mg+aVoyPC3RNS9M0HA5ikNq2xdqSamnQxvHk2TlPPnzBhx9+yPnFY8rlClsWeB2wGpQBY4VK4GIvuvy+J7YtxUq8VqWFOqNiHMiRUc0GEsjbzRRZOllmMgz+zDD9Ocep953ynh7yhKZ/Pfeipu/3Se9IxSjp+76nbVtWRuGcMMebw4HDYcUiwQQAACAASURBVE8IgdKIgqR33SCPCxCDgMHomOQVwhCeZeOcdcpDCOhlLQW8wRGd4ArGGIq6xGpF320x2uGjZGxUUua0haGqLJtNi/cdXben2YSB9BZCwKOw1ZKooDCGIga0AxcOUp/kHP6wSQa2pKoqXAi0rSQX+mpBv7+lsJIW7jrBkYwphgahu+YuXZPc19IULIxH9Qe6xtF0PVVVYdwSypLMCs2MfrNapYFgNFQwxnjRTHCgidWabDoKwGRFxjB+TxkZlX4mlTsoxEOLMSblRmkkI3hbEkXLwmf7La//8Cl//PRT7u5uWK8WPF0uiMHR3l1jFCgV8d7h+46uOaBixFo96Zrs07iIp6QGdD+vg4mXTkgqOfIsmralXAh+Y8oC0/d47wgx4mJgsVzio2J/aKm1ol6ueVYW1PWSze5A1wZMjBB7CZUD6BClRZmW1tmoiK4rKlNRNQXdbsPhsBuwou5wYJ8ig7u7O/b7Pfv9npubG66vbgUKaBrZyKN0MHr69CmPyzP+zU8+4cWLp3zyox/x+OmTVO+mBrHDmNbg0I0II2swBBwO37Xo0kqFhoYYx6qQafh26shY5j2jlMmN/9rjlNHJR45z713MBIfq3EgZCCEMILaWD8AYJRT54AiuS9wnRfSO4Hvudg2ubYWx3XboSNpphL0agsTUIYx8EqUUAT9UkPcuEGOPMYayKJKOd/p9YQnOJZauhA06BrQPxBDZ3lwTXD8YM2MKKUzsO2LfcraoidEOGbAYR/xImYJ910s195D1jITg8TrirKKygp8Z7ViVFVpJZ9IYI2Wpubx6h7XlgIOoVEipY0+IkbvthrKQtuW91vRVzaGUTGDX95SLmthWhGY3GGJguJ6qqoQQmMdWT7xqZYgqCXudGHuQlHkmBBqT2lQZI8ZPwEEwNhnDrPSgJPOVkjCoIFoy0UPf4vdb7m5u6Ta3/Okff4PvDvi2YxEcftOxP2wojKa0ivbQpHAyoqOnMBHfO/rO0TYhKWIg2JqOGC2djiUBmqIIDahkkKKEsiGK8kQfIvRekhumoFou0E4wqq73LB+t8SGwa1oa37OollSLkounz7l4Znjz5v0giBZjpGsdsY9401MYA5miYMS3aHZ3vH37hs3tNX3f89mfvmC/3+O9bK7b7Za2bWkbAb2rakFQUJY19XI1XOPFxQWPn5zx45/+nMdPznj07BmL5ZKoRFvflEuoa9krigJMiTIGEwTINkqhlaHvepTqBFcSg0DWY1WYgbsk3UvmmVSAUy2WkoGYG4+TNWcnjlOZtofq5ObYUT7vEREy9ToPKdsSoyb6QN92dPtGDJaRmqa+OXD15g3KhbRIS+q6ljSo6+i6jmVdi2ELEqKZtPBEk1gqktq2p+vECHkt7b+D8/SupS5KIGCNxuhEJfAdbSc40Hq5IMZadHDKMoHnYaAx7HcbrBXcxhrht+R0vtaK0B3Ec8rclfR3ykhYGbsgwKSzBAvalNB3onoQe56eLWDwvqIsfB3oO9kdz8oF1aJAa0vf97jDBuXEkyqBbntLpzWdlh5+uVZR9LVSZ5uJUcoeghBhNaZakvGDe7VlKrc+10PRd8bvjBEMy9a1tI63VjSrrJV4AcQ76w7Qt4SmpT/s2d5d8/7tG96+/pa7q3cUfY/vD4QQqIuS1WqBtZq+a9lt9pyv13RdQ9sc8KFPgOw41/q+H5qtGmOINkoGLM9/fXzf03uTxV6hUtOMoioxqqL3jvbQ0HQt7y8vWZ2tOV+fiWiih6btWVQFdlHx4Uc/lsTMoaFvO0LXSubNOXonYLZ3HaF3NM2e95dvef3111xdXeGc4+nzZzx69Jgnjy9Yr9fD8wbNfr/H+YitSpbrFWVV4SJ0fdpEFwXX2yuCqijqc/TjC9kgvIegk0EqE83FgNfElKUOKoXQygsuGH3ykuKDqLb4nGJcM/YIoOLMLWq/+L+PwrU8AFrbI2OT2aTZEMUEmpry+PVs3HKWaHD5o6g6KqWEzxMj3jlcP03Rp9g+isutlGK/38sOiQCd3nu22zuur6/Z3d5hlaI2xWAQQhRjoUK+n2Splbjn2RvLqdIMbA/8HhWHsKEoDb7rpH7IjVXkNoVC0r2lHO578DI4Lv4ctJ7Sb8fnLfVXIbjBkIU0qfLzr5aLdF0mAdaj0SiKSnCjDKybcfETtTDdSfLAQ4bRjt6iAue9kEO1GXGsfH06B1az+WGM7OLaDvNi6v0O0q4hDAWxZeo4PA3HfYiUyxWNT/dkpBFqZkdH5/G9eB2+a+n2Ow77Lc1hT2hblHfQd7hWEh1GS62bMQbnpAatLEva7oDvHRkjimnsMQiHLN2X0C3MkeH0ybPNnXqstYndL6FM1NJmqCqkk0eZ6BoZM2n2e3yMlNZSLRZUieNTF9K2SFXnoBT7d++5u75iUVh829HutpwtFri24f2b73j79i3ffP2S7faOn/3sZ/zkJz+h6zoeP7kQJ9LJ3MyevsHgQqCoSkmCKNBGNOiDQgD54FlenAnvrlqgqyqJGUoGkxjEKCWOXExZ1byJOhTBWoI22GpJuTxD2ZI+avog3bFdSqlnKoeU9Um1hdSsnvCUHsKEhombJukcDA8+w/+jAcoDO8WGXN8PmjaDF5AMQ9/3wy4/iqVHvPNJqMqxqAqUNvjecbu55ubyit1OOEdVWRA7NxiFqSCc1gqlIl3XJ1MQjiZfphqYxAUKQZiwwg9xZOjdWIW4KBIvZzndfL/7pgNlBsLikDhIz1JCxIiO2RiFI6NkkKJJAetDItgnRrEWVQUdpSxHGw25ilxB9I6qWiT8KRKDBxfxwaexEiMVicLm0Qqt4wj3ECnLgqSGgQtOyoNiEDwj9cGRZLdQCRQaHT06KlToUaEbnuswn9LCJ0ZU36OMIbgGn575YJSINP2ePoXs0ZYEmzaXtHEYlOhetQ19syfsd9A0hK4h9p0kOHon3nWM+F7WUgiJPJu6JfdJuibPFZM2WkJMay5tXkEfJXskghx1wlwg6W5ropKwDTx90h7zMWKVQhuDTfPRpbIT5zwhtGn+lVgfifsdRb1kuVyyXC7AeZrbKxbGoEPg088+4x9/82sOuz1/8fOf8jd/8zfSpdYY2s5xaD3VoqZerrFKJ+hDlFetTpLWSsJxUrciR0R7YWcrXRJUQVQlDF86AT4BYpE8n5jWasjLVP6XOXLRo5LzkJ+lJ5eVQYhCGRAzJEmitDC/3ygdcTEmX/P3Hhkd5wZgePreex7TZOLm3zvnqIuaputpmyYZFhH8t2mQrTZsNtI2Zrvd4nuHNRLS+bahMBYjqbch5S3gZRiMQ4w+VfeL5yTXJATHguzRJaMWIs51EBNZTkWBOlLRjmb04gKa3nXoIpEai2K415gE4LPakzB0xy9xZFPLJ61xhCPDrpNXIQsr4HMzzVT06WLABycF7kokXFzSsNLolN6XezcYrCYR8JLxCBBTWJqfj/Iu0btl7EzymIVQq6SdUIhCevRi9GPKfsbJuIYJQ7nUGpXYxCr4YXxUlM+JrhPuEYDriUWL0gblPDgn7dK7FrffEdsG07dY3xD6lq6TTNqUVOUjBDf1jnXyjkdvPHuQNs/lnPFTcQCb8ziZxCnT2kiNFMITCEroDjmsy4ZWazOC8iiWyxVd54ZkirwnYk3A2UDvG4qylrD1fA27A3V3gNUZ22+/5e3btyil+OSTT/j5X/z3PHr0iLvths12J+PddrTO0xa9ZJuNhMhGGayxgMx3YzVUBRSGMm8cwaKNRZkKpUvQhYTOKmdgI7kgPcYwpPxjCCmikXUHsiHGmFQJop141w/DP/k39xndCdP5vq/pR8yNmEs8k4wRqPSZefIVRTGGbxPcynuRf2hcYrv6IBmoQmRF2rYntD3fvnnDdnvHbrtFKVgvlhSloW87DoeeokhemPPDg4hpZok7a5hmvDIHxTlpFx6VTuCzSoTCgFIFMZW/OCfVVcrkwuNxEUeVDJEpUFoqwH0CtH0vYeRQFZQ9zjgxzioVPg7M5vT5QzZLGmu6BMhj7GCUQgrZMv0BFYZK9WGD0HHIKsp9q2EB5w4arm+Hcc0EwhgiMTrRLS+E0Ecqh5BnHYlKdszs5c03rJyssybPG08Ixzw4FKikOSTX5dE++R55vgQvQHbXEvoDwSdh/tBD6Ok6N4SfQSmi76XJqTEioxPCgBkpo9Pm4sRYkbhPieinmc35KJ4mSnhcQ/iby6IUWFsOkK08azeM90jlkN9rZYfxkNDWyTWpiOs7bNNA10gWFMWrV1/x5Zdf8uOPP+JnP/sZZb1gd2jQtubi+WOMtfTBc7u54/bqBqNgVS1Y1QuRyzWGojCYsqCkwBqNMuKaGBVl4y+keawUyaX5kflnevRsgwKCJ6TATWr3BHuK6Xcxe9rpv9EeHZeW5LZLD8rhTg3MQ97RKQ9pXhQ1Tup4ZJT6BKrlnWSOP7T7AyDtjsqyBBU5bHe8f/eGm5sb3r35jmVdUpcVRmu6/YFuLyHUuq6G8C9G8Ul0yppkEppS2QikOqAkqSJaMxFjCnKr5Zi2R9ntIwEvcW8ULoaZ1mQFKRexhR7+1jmX6AMSvsQQ6FNLp0EsfbrDouhcPxmwtEFIwlBI4KjBA4q9xyg9lJ1ApO37wRs1ZryWEAPepfsKEoLaIMYoj1d+DlNG+zCWaWGpqbGfjGuWoRCsZkx4DJ5eWrhhAsJPsbfBkBJRmYIRAyGI5xW8ZMkCAkZ3qTeZ6Ku7EbdSUhWvrGjEix8kGSCUoXdeyKxodGon5nyU6/KRqtBDZw2Vm69i0Mom/M0kDk4iTU4wOZUykTo9G5QUeovQqoRA3UEwtcpKFnNqlJ1zlLaSGkbXwW2LJYKxNG/e8U//9E9CdF2f0YfI5fUt9XLJk6ePsVVN23WcXzyFokbbG7pDw77t2R0OFMZQL0qqqsCWBZUvKWOPpUIjhkibpJmvM9s+e8kqtVGSexKmuiNqGQ+iT+/zRIL8WfTyHB8yMCeOBxsHPOQZTR+c/Hx8utxIIGMz08k2AL7p9TzZ57iTEAAXdE3LZrOhaxratuGw27Pb3tHstizrMqntpfACwVwMcZAATfGQNPsrRrwIoG0PE4xJGLnZO8x6T/l6BSvzA0dIKYUtzISEnMJBNdlNgidGh7j1PglyeZTSWK3QtkJpqdDKBjIbKHm+Qk+Qz5fwIKh0rhjpQ87MpS8tKdmqEGGugHh5Ou3kIUCfwgR5xsLuzsxsk9uphzgY4enYDDhiGuc8/jk7OIbH6Xvvj7xnUXmU1kA6hz3JjY/Ja8n9ALMGVuZ2eRck9Z5Yd6NnnT0TIx6aArRFW9Cxl7S+lfMFLUYCFF5D3zkBWxMbW0iXIm6vB+bxGC3oYQ3IOASf8UjZmKQOL/X9C2NjgnzEI28dmqYRHpguhtBZgHwxwHmOGqvomwajDcp1/POnv+PLl1/xP/zi33N+fo4ieTzVgt2hx+0adFnRbjYYa3ny9AO69sDNu0tury8pC0NVF+z3Dda1uFDQxY4i9BSxpF4ukmGCaEIaYY+UvOTHrvApLCNGAk48aS0lSwI1KfSk+EgrmZ86KsnQDR7pw8e/yCjl30/T/cMEzqoBmeYx2Xnze6bGZ2q4uq7jcDjQ7A/EJrDfbLm+uWR7t6HvO7RSlEZTlSVnZyt81xO8Q+vESDZaykycQxX5loR5q5FFH5Kcyoh1hePrT/ejEmCXQ6uQdzJxZAZMKEUbSA85AYIVgoupnFlAcAmlFDF1UCkLi9ZglE0sYcaGgzEkir5GpQUqhfNxCJVUav6njBAgYxSZ1KgMyhQ416ESiBijTCLp25cCkyi0Bz8IzgsjWhRCE39Hj+DumAVN4XkYF91gjLLBiKnWiQk4rFJ5SRTekQvyIONk9w2IPGsOC8UoWQmnY8ryoFLuQ7ycaEqikXZZgQBGj9IZqQwJpVCmEBwuppZftkBFnwzAGBZrK5heTO9VQa5bOEOpdk/cMPn9tMQktRlTKg4ytjlW0QnCiD4kWfqEfzqXvHmduuoUw6a+2225eHxOFwKd89y9f89vf/tbtGZIwkQFtigoqgW9D6jCcvHkKa/fvcGUBetqQVktWKyW7A9b8I6uF6UCR6THoUNPGTpqarRVFEZjqyDkURnhZHyiLIyoiXi88smTcuIhxYDSuahaI003Zb6HbFNSNDDZrx48TuspKSWERDU825RtSe2WQt5RJqnTxPCcpn8zkJffo5J7LxPfEnrhDu33e25vb9nebnn7+ttUWzKR69Qi0K+15ubyivV6zdnZGTF6msOBpvEsyoLFepVq3pLLmUJE5xwu9DjnePTo0RiOTfGFhCH4BL4OHsPE+zPGHO3WkoCQ+rLMBdEqcV8iKK0lrAtCbciENq0hJGG4DPC7JCdhi0oWesoY5f5e+bRlXQ/NHQCpSNfjGEyZ6BnnyNiH1pq2G1XQYxQ2vI6RqLVIp4rlOho/YKAQzLOzOorqSXbVhXyrBs/saHNTiqbtj84/nSsxOKySNl8oqZoXAH4U5pOuxjKmfd/Tdx3B94LzTTy/mFp6DWvLy/MsypoQW/rJxpqleawWYq5oP4CeXF+WVtZag5ayJKU1VhforPethRuXM1LT0MwHj/eRspRC2945nPPDuinLAoulsAXXzR7l1gTnaQ4N3333lq+/+YbnF0+pFyvqxRrnI3fbhnIZKKqapu25utly8fQDtvsNh7ZDFQVlvWS5WLO5vuL68obzR2t8nzy34PA4tIG+qtCJDmFUqvCPyctPBjrF0ZJ/Tc8jJk9oMOBYoi7xWNnAJ0RarbKPOR7iJetUiiIb232jZAWIzjtNnjwJqqLrOipbJInNlE5WERd6+tZTVdUASgqW4iS2JhJNJPYdKItSkXZzx5s3b3j79i3b7ZaQMzcpZWqMoShLysIMMe5ivSJqRdN2GKsp6gUF4k3s2y614Q5jWKhSliA9mKZpJgvFDNlN0qJynUwUq+VBqQgERXCRrmmo63p8JjGm8oERWyvMuCvIhLMDKS8EaHuHLQxYeY8n4pWGssQCbdMNoVE2CMKkLgdDZDVptw8EJwIRlkgwY7jV9/3xplHatGgVNvGpQEK7EMIgWjcFJgVfsKMXqRRFUQ21hoOcsQKjpONHDu8MGWMhZdV6et8PxjYbrLwjKyVela0qpHUVogmvPc7LDq/wxNDTNnvRbtIRr6REJJNBy7Iewq0ptmjsSP0QnerROAsuKxSC0Kfxt0Y8MjVWuivG7JxSitJYYvC0fSslO8tlquVNEEKUJ5EGERBsUCUjr4wW7MsWdCHiug52d3z84Sf02y2+cbje8fLV1xxax9urG37ys5J96ynLGq00m7s91UIihuDh+uaO9fkZrpUSkuWi4l33htvbHR88fUzsZfHHqLHKEJtAExoqvWBZQb9rUTZgygIVTcIpAsp1SIt6+U8BIdoEM0RCUAQMu15RFTVFucbpStqPEWTzjuJH50rtAOiocYOpEXN1zyj5dML8pWcWX6kkdj6ZqCOgKe5l54QnYoyhKmRRtoeGfbPh+dMnbLdbLt+84ttvv+Xq8h2Hw2HY5c7qJcEmbZrU5WEEq8dMVUgWOjOAxK5orDH3XMTpjnwquzg97CSUk/BLDXQE8STG86GOgUrUmGLP583fVfI+y7IS7Cj4JHeqUZqBh+PjKGCXS36mDOhsCIDBcwgh4LoGczAU1WJYfNMEQvZcRk8qA9xjJtKFID3yZtc/xdjyz/k68ucGpVBOkcmpiSyRwpu0LhG8TJj5DM8sj2sOoz2SxXXOyc6s1MB/8a6Te0ih1tRDEm5ZcQ8Hzc9w+pWJm0BKz/cEn7zyxMgedKqtlfE3QljVURPtiBOZBIfjx54241wdsUu0oiwqglJJIVXCnYEWoMFg6a9v2W42HA4HLi8vefnlK7755lustfzbv96jTUVRKqwxQnzM9AIUxflKlACcRxnD1eZOut/ebXh6fg6xR2koghE8Moon2h8a9nc7FrpCxdRVpVCCPEPyeKQ/okqJlb7vOLSdePhWav10UYNZEI1okAdsMuICiEsSYUKsTQmSrLckcnnzwwvCLjHyGLblTMs0kzJ9+Dl9aoyh1mP2qeuEpGYLTV2u+e6777i8vOTNN19zeXmJ6/uhHERia3s0kQYhs0kmaI5zTY88Aea41+BGz8Kbe0Zp9tlTDOzUuefZSD3LqMyvTWst5R0JOM/3lcMRY0am8JDBm3xWfj3jY5mImjOb5EU08QZDiEDGrURkfkhFJ2G+/LNF3XtuRwz7mYGfvh5jHCgZ0+c0nytHz20S/uffi5foku5VCnHiGE567xPKMM65wYBP7n2aZJmeI3ucORyds/qnmNqAq+UwVsV79aHDRjnhoY0btUqhr4R4VWkHKRtlTVJ0EImdQinc4cBiueDR2Zrb6yt+8//+PX/3X3/Jp3+6ogP+6udf8Pz5lg8//Jjzs0dYrSRraTTGWrbbOzrX8+TsEY/P19w0e3zXEYKj7Q4CnZiUZfaSEFFKDKprO1zfClfSg03KCCpKtjFqRVFVwv3ywtlaLUvJSIdAHzW2rEWyV9uEY6Zk0GQd6HtJsuOfHyRPTh/6dICm/bLmA6MRC+uy/kxycwmR5iCV7v/wD/+A6zr6tqEoClbLpWQjjBFd4nuDOgGhZ99PHXJNx9c1zfBNjdLcuAIDJ+ghg3IK8J++VzJex4Zkeh3ZU8vFrtNsTZHIlpl8mo1X1laSRV8MnzuEIycwIMgejh+8NCGFmqMMaAYNB2Mz4+acwgfn9zY1VPljleLI0HDi/QLSH2dip5nQEEISOZMsaJ+A2hDCUH83fbYSXt73lObjl59Z/jkrYwRJVR71hcuv52u2drz/EI7Z/CGI0GC+n/y6FKsKMdb3jogYtrIQ49Z27WCk6sJyd3XN69ev+dWvfsWvfvUrXNfzN3/5gv3hwH/6T/87P/3px/ziF7/gpz/9C9bn5+ncknQoz8642244bG64vXzL1Zs33G1uWKeaT992aDQ+9OJ/BIVVKQkZxDs1xhKLtPERcLEDXQi9t3UEI5nPEIT13yd81sWCs7MFypZoW0h2NAqxNEoJxDDfZOaFo++Qoh0eOqaLMsYUxjGImsvZ8nvikFKWGiOZPIWxKKXZ7nZ88cVnvP76G7pmL0zTohQcQytC8MTkEawWq5NezHQhzl+bHt7FSdGkZEdk8QrOIJhHygBFNbvNnBY+/uwpUHv8UBmwBnkhh4Z5Qp+4Pp97ahVDaY0sDHkeTdPgvXg9wsfp07VojIF+knKXc8nnhjCGYhJSKbJBEgZvKanZoYVVejaTZ50xsumzn3tKA6eI48U6ehn5mc2MQtqg5twcxXHo5hKPLd+fVqMn2XXdyTGfjtM0LDsVvmXvc5oVnlYgKJcLoPPmlK534tVO58vUk5bExPHmefQMCPi+RWvQOhL7ZHi9wxpDZQqU8/zx97/n008/ZXN9zU//u3/D+fk5RMVXX7/ir/9qRdM0/PGPn/Kb3/wGT+Ts7IwPPviAJ0+foipJlJwtliysJXQtVWUoK8tut6UyiQaR1kJQoG2S5fFBsreFqIPmGkljlHg91hCw2LIGrWkOLV3T0vvIcrnk/OyCWFUEU4u6wMxHCvG0QZp6TkGdogTkr3uhzXG4EtLkz6/lFkohRkorC25ze8vr1695/fprbq9vaNuW8/VSChyNHUIOpRSVHdUe7xH3JiHAPc/mRJjGbOJOd8mT3tFk8jrFULw7nVgPhXtHiyQ1Qch/N99pYxTGdS5GzdhM9lwyZjT1ToChmn66e0+NwVEImQc3zFzkIzrEeN1zA5Rv51R4qjIWMgvjBt3nZJTm1ygeUXqG1tz7zOlX9pSGmsDMf0oG3OjxOqd/N8WLfshTms6v/H2MAMIwlKdC8GnInMctf4Zc+/35BRKyqKAwVrTAJWTq0FGzrMSQ+q7h89/9My8//4xKW/7n//F/oq5rrm9vePP2nYT8tsCHwMeffIJSikPXcn19yXfffc1nX/yB9eML6rqmsgVlUfDk/IznFxd4X0AQKZbSWgmzhUSUQmCFLdPYqGyY03yKWVnToI3l9vaG27sdymjOHl3w7OkTWKzAFHRt6m+XMtO5vX080aJoMEgqDtgWnDBKOQrMDRplcOUjIgzGhyj8mvTEBRROk3PfNNzc3PDVF1/y8uWXbLdbztdrnj15TPRByI9i+dBKJETqsqIsS1znjkDaPNmHG5mES9PwKU+EXLf2kOHJeMJ80Q1fxIlI/lSUSoyd4v7DPT7RCIIPLynZF1wIRCU95aQRpgCjAdGRyu8LSFkFWlMkfEkn7o1OC0KBNEGcGDWtk7wE09B0XKhyjyPmJpd5XM1vZs83H3lBz43a3KM8MpDT8UlGaexBdmxUpj9nb8Y5oY8opQbDF5Mht3aEEaZh7EMe9vT1/P7pa9m4m8nfydwbQ7GMXeX5Od8wgUGRIXt5ViV6SBozYhAQmUiMIW3Ekct37/ju62/47J9+D87x5MkzamtQQXS9n/+7F/zt3/4tv/7//pFD06B0ZH1+ztnZGUoLKbNpW968eUvner559Yrv3r+h3a45bK55tD7jw+fP2G47LniEKR6jtcGQyk+qknJR41LoCpJ86ZyndyJNomxB0zne39yy2R5Yrc9Znz8BU0iTzLZBF2f4OOF2TTbqhw6Voq+stfSDZSbD4E49JS8M3wFEJK2FEOmalq+++orP/vBHLm8uqYqCpxcXQODu5pbFYiEnro6lK7quE+XIxepokp3ykk4ZpnyIUeLo/dNdPeMHU0P0Q/f/kNdw6ohRJtxDRnGVlBsztjG9TxBcacrtyh7S1CPJf5M5WJmJLq+Ho0U0sJ8n1zB6I8nQTo3JCS9j+jwGmWDGJMD0eYQh1T5bsNmzCfnvT5N0s7eUgf/7ZM7slalh8Uy9lz/nyPcx3/hCCFRlncLKVP+WlEVNki/JRurUZwIiCsfU4Ga8TB7t7m5DXNUUHg2OeAAAIABJREFUKTwsbaBtWr764jN+/Xf/jaWq+PlPfsrFk2dsD3t8gMdPn1JWFZv9gf/lP/5HXr58yavXr2jblnpR8ejRGRcXj7DW8td/9ZcURcHVu/dstrfQe/70x0/5/PPPeffuDfWipPUfEq1isVhQlCVF8EJLUQZd2IQHQdt7doeG3aHF+QCqAGN5+vQZP/3ZBdoUdD6wub5mtTxDn50LwyukOrYo1vjeSlEhVa+EI+jjYUpAn5QfjRnCKedF7sF7T9M0LFPDPZcya17pgQT593/3Xwd2tlGK0hYURngklS2o6+oIQ7AaQM5HSo/mCZh3JrhvEB4yGmHSgUIlvw9GdqnRRQpBxEtQKIIXWVqtx4kt5MqRACgGxN67hulCzx1R5HUm160wRoTVvB8XurxHjFhexOLNlWgdUuayp6p0OnfOKKXxVoa6Xk4MrHyeMQXWjqGwMQYfRjZw1rWWJhm5e4vFWk1IWcEcWsMY2swzbdMFOX6NrOjj98pzbJpmON8wZhPekjFmwNPEeDKEbs45iD5lJ7NRMYmQqlksFlIUPcF4stHJRzb0IYiMsEnzHGC/3w/XJ8x6mRNTT3OxWA6bw6CnxLg55m44RRIQtDp7TGKUnjy+oO0OWG1EkjbCt69f8+tf/5q+73n+0cf43rHdbCBpOTVdi0eezfX1NU+eP+Ps8Rnv3r3j7uaaq67l0eMz1ssVRV1T6pIfffIRhOcopfjFv/u3HA4HNptbPvvsM95dvucffvtb6rrm+YsXfBA8qipxVvTCmus72rYloKiqivX5Y55dPGGxPKeoFzhIWdzJM4jSUVotqmFzU8kSz8NtkrEeEOkcoaT/vld5sm2ly0Jwo6E4X6+Hwcth136/57PPPuOrz7+g7xqxdjpxPYyYhWJwe48zX1OHQpi0x40L5scpbGkM4XS603C0cKYTfyD8xXEHPvrsyXvzRJtOyukiPD63AsxAHvy+MOf7jrk2eD7/fHwe8vSUuo/T5Od80nsjL9rs9aqje5qeI3swU89zjl2NxvX4PCRCqB4W+zH2k881BdW99zDBdrTODPlA34u3V5hRVC7mnXkS1s092+xRWWvvPeuqqkTeVUm2Uv7umN+Ur0Mllnk2bNlTzSHIuFnJzz7dY992dL0opi4XCzabHb/9/e+5ubnjxx9+nDzjpKRBaqzpIi72BCLLs3UyiqRzSovu/XaD8o5CQbQGYzTayD3Vdc2ji3MeN4/4y7/5a66ur3l7+Z7bzR27fcPtYcf2q5cUb9/y/JNPWKzWPHnxERcXF6zOz6CsRYESDb3HBqnBVED0bmA2RmURAUbJpA/dbCbzQNZYKu6NUqIlvxwjnPsdcpt22F2VEmypTLuBUorN7V1KFcoDvnrzjtevX/Ptt9+y2WwwRGnEuKjEFYyCUxVaD32nZMLkCv48MT1Tl/54oal7/37IaMkh8iNBKFfJ60klGancY1wwkmGZZuNEbiTxgLRJvcoYMlMZIRiuQeUsgx8m87Ams1FIP94v2Dz+kiKHiNF6KF9RJoUvAzAxef90l4mS2TsC86N4jFrnRZ1AXJXuVy5yWEBGHW8KU4N0ipf00DEPsbOxsoW9N3bTkDITAfPrLnvOmaSZwlilSATT4thgTAxSvo4Bj4rxpFHN3mNRFBRZykVlY32MJw3PVukjmoRSKtE10vml+ELmk/e4pMZQaMNydZbadmmub+748uUreh+pliup1dOKkHvZqQKlpZuNC4Lv9C4QYjcY075raA8H0Z9yvbQYW68oyxKtYbleUNTnVOszOD/joxcf8BHCst83HZ1rsUn50ixWwuwvStHizjhl8lIxhWTOvMjehgFrTXrlzoPVqGFWynqczof5EVMU8yDQ3Scy47CDTLyEaZalbVvev3/PV59/wbfffktZlnzw4gW7mxvqqqYsiyPwcT5h87I9xmtAPdBm9fsM03SnnX7mnPMyXUzTv5kugun7gSPcawh9TlybnFML8ViNQO6p63/ovmDSbJPjQuEhZT7Jfk09wHy9ZXnMsZl+11oPPJrhmU+el4Tt969xeq7pZ06Jm+N7Sc9+9hkn7jeEcJTpzfeXP1t4P4kwmYyV66VzS1WVRzWA+Rg98HlW8T4JNF9DPl9RFJQq4XUx4245dDdHnCTUyAzPf5vDUjVZe+P4QMTTNj0vPnjG3dt3XF1d89WrV9xt9izX5yhdEKKiCxHTO6IBqyKqFHjDaEvvhHYTQz/ISYvxlrrB7fUtuvP0bYctC/q+p6hKVkWJLiwc9rBYwlqkaldEVgrRbKoXYnwk0yKD6BHDVNWgLHRJWTRKn8PgI2iPcz2+gML3KFMINSQmZyM5+mFmk2JSXpCu1ONxzyitFothQri+HzSJxWXuOV+tefXqFV988YXUrG2kT7lWQgxbLhZiXJ1HGj2qoabK91L8J26MGKaYU7AnXP77ocnD1nZ+zA3P9Of5hJmGc5mtOz9PntTTUOqU0clGY37d42I5lTKOKcaOmIR3pA0oFfUmOVVrkibS+KWV6A4ZLYvJ6AKt7BBeRD1m2bSGEGeeWl6cHrQ5Dr1OLez8DB8KsUcpmDGjdeq+hw1jot80fV7Z4Kk4FuL2vXS+reta1CHKcjgPHBvxh8ZvSkKdnqcoCqqqGppO5Bb0MR7TDcbPjgNVI78uIn5mMEpKJYUElT9Lc7e/ZbtreX91x/urS/7w+Vd8/d07fvSjH2HrBUpJo9OoRA/cOal/s8rgUydjj0iduLanbaUdPTEQcGjn6ZsGBfR9gUmGKcZIUBpd1eIFoRK5LelNeUdsGiLCoVNlCaU0xsT79NVKKY13eO8I3g21l1prvA8Uq0eYosTokt7HicKrQiGhncx4jRS1aaEODCvhBHky7zyZrGaUNDmMUTJkr199zddff83Lly/ZbrcU1rJYLKiqihAcRmlC3+MRoLosi2FQQggore4Zh3zROTaZezpzTGfuGU3/5iEDNMdmpn839QKGjOLMQ5y+75iXcmz0ptm0fE3T3XuerZpf+5SrNF/48yzTqTBqzsP6PgN56llkrs2DrvZ0kp0wTNbqZJiP6+W0vv/8BQM6HqN5NlIVkpjo1DGmN97DOHZz7ydf2xz/ynNj2s9v6pECKHKXm2SUhtq3EbjP75cF6fHOQT/DIYc6URF5e/zkgr7zNG3P9e2Gb759y2dfvqLpPD/7yV9wcXFBlbq4tD7Qe3FavB8F/5TR0MPhcOCw34PrMUS6vseGSIfCOS96S6uFODxRwkltLNL8Tq4HW6FKUc+UGCq1t9IWyYR4aDv6VIBdJSwuhoBKUshStC7SLMH3WJJYX/QQwZCKcucbxcAVOH79nlHK2YfoBTfSWjJr1+8vefPmDb/73e/koSvFIvXwKlLHhNIaYsre2VRyYrVIYmiYTeD0kI8m6unFMPdQTh3DhJ29NjcGUxd+vjtrnTp+6FSxoxQ+JumRKCBqSPwSnQpNk783/FfW1dE58mePu+UJikO+/hgHiValRgM0FOomvaXhmuf3HhkaJ05xmhinzGl75LWoWRuc7OWomRGYfs2JiseGM3OaxlqywetJ4y2fm84/oS8IgDzWAeYxKssSnzZGoxkKY/u+h6RWMR3L6SYz/Xk6LrmjinQ6ccPmU5gi3ccYkiulhoLc4VbVaIym8yl6D4EkJEfi7MRBaaAsar59+5YvXr7kt7/7HZ9/8RW3m57tH77i6eNfU/2H/8DF2ZrF6iyJBybOGoKX7ZoDy0o6ijRtT7NvKK3CaIFedITWB7xqKeqKRTt6mVEF9GKBjgUqiFaT7xzK2RTagzWL9LxaKY5N87BYLimMob+5SXMkCiaMEt4iSEeS4NBRVB9UFKM+neswFuTmoE1N1vzJgtz2IP3UC11gbMT1nuubS/7595/y6ae/R2vLer1MBbQGjaGshS262+1Y16LLYpXIMlitBlKg5KeMuGtJeF0MwXhIMXiCvGIcFj8cEyXjhAs0LKrUHzgkCVRxn3NWTW7ZZznXIWRKO08yCFPvbL64T+FW+d+njOnUY5t6SHOjNAzI5PNzKAnHYeZ0V7/3eaSgLv0jd7MOjKRAaXIw9SIFYkSJOqCoFDyM32WMbVoofRziHcvrDs+TAEqLUoBWImKnxIgZI4xirRU+ZTDzPef2VVUliyUWBSE4ut5jTAdlarypRNpYwH+Fz4Zi4smq1AcvEilSZsoqTdN3uF4WIPp+i6iYjLm2RgqWjR48KaEpBKwtsEWROqmICoSEXoG+93RJFvnd+5e8fPmS3/3zH/gv/8/f0fXS4/G7A/xfv/wNT8/OefH8Kc+ffUC1WOCVlhbdSopo95s7CnMGQT7XuUBppcNPiB1BSx1ciAHlRkPsvSe0kf7QU5oiAfWOLkR0kLZaEY1SQgPJCQMfPcH1YnhChOAwCVpAJVVUk+gXWuGD1LqZQVv+lMct3ZB9+j5/x/3wLQRKJR7e1fU1f/j0T3z2+R/ZbvYUVrNarkAFguuxVmGT7KtBYauCQGoFlJoX5iZz2eHVSiU3L6YFwCDdqpKKY+6TBuATvqKiGBHJIOXbmO3kNkIQNT/SROzD2EkDwMUoov9qLAPMYmwuRhmw6WLU90OoeUgZgqhGhujRSEV4VJqoRyA6Jp0iO2mLnu9jatCUVhQp25d3oPwzQAgeH0adJWMnDNwUbohSIGnxyM8KSccHn5oc+GQsh4tJdW9aeoAdHTGFVoVNypokfv/I5ZoaEcGAOiAMBkdFmTNRiTa21mpQaRQtTPlqXYdSceASScmPdK4t64q+7cZsG5quF31oaxRFXdAFuTLBaSOlSZ2KibRdR1GmguYQ6Q4NQQtYXpQZkxuzg1kLXZrEJrXPwUiL3DJRuF3RSWtuYwxN36DRlLaSTFjTcn15xTevv+O//PLv+Oa7b7m6uWZRlTx5usLFwId2R9c6/tf/7f/kr37+Mb/4xb/nxYsXw2a0WCw4OztjtVywv71lc3dL2+yp6iVlXYrnqAqqwkrzBqUolyuUMhz2LUXVUNU1ZVSotofkdRYxJhUBLcTPeACgCx4X3dBU1SiInYPgcH0PvdyrVgYXo9Q02gqzOqcJlr6PYCqMVaJTlUmn0Q8Oh0JkdZngnJETRul8veTm5oY3b97wbWrp0jcti0qAQKSOXOQuo0KZiLTwGT0CrfVgaCDt1sljyYLsEiNo+Yoid4pKcaZiwJ6GkpkUK+UFNyxipbITJNM76wTlmaOSF5QW/7wxZF6QKih0EGlZc6KUZOoxzPGUIR2dNLWZ+H5H3t0DOM2p8zx0ZA9l6jFNM3AxhWbamlH7KY7s74HslzSNju/rPgY1PqLjDWD6+hRv8/HY25zOCTlSc1GthwWu0yaojcEqTa8m4VgcuWtCuOyGjKFg/kknKvaEzhCRDrcxSJlEHzL+4fMFY7SI18n16SOjqieQglIxXaeGxK+qUkWCBgieoBXOqCG11B4akS42mv12x+tXr3n9zRvevbvk3btLVvWCJ4+eSNcTrdClpfMdtijQBvY3N3z3/j37v/9vfPjhh3z00Uc8Pjun71quLt+zqhdC25joiIsTIzyhxnmMVlhj8UQObcN2s8EYMfKL9ZkojcaY1AIBozABjBIMSSILkUsO0ROiF1HI6MX4e5EPVkoyhS54HIpOBwpd4JV0fNFJUysOLkma43GcBxzFSXLcM0pv377l5cuXfPHFF9zc3BCj8I6qqpL+86mAdoorTN34wlissaJEqPSRUTkKBWaLO9faRY4X5hzbmB7z0CJjJw/9DmZyGjD8Lrv3Vpujgtzpe/LfnwJ5s2GS601aVDGxLwbDBDk/eoSrqOmi//5yCWtNWvQZtBVuVW4kIBGIcJym5SjeC2nUmuMym4wf5fGJs3s/BZTL7qFSV2Q5t/fjBBY+2P25kZ4UgtMYpsTEoSWXUkfPMmNQOhm7nBme4mkDrpM+1xQjjcN52Y0NxyUxA8aYMphFKRSDruvG4mFtxbs3ErJprcl/lfXb5Y5ier6R1XLJ9fU1l+8uuXx7yddfv2Z7tyc4KTF69uKMx08u2B9aDq7jbr9hd9gTFCwWBfWLZ+x2W3Z3G7787DO+/fprnj19yosXL7g4f0QHVFVFmbKHinHTK4oCnB+9G2MIHrqEK/lM9oxBhAXRhNxKKW8CvRjabEhUiOAjkVQB4FLIpSFGkSlyPoqBVSOf8dTc+XOPe0bpl7/8JTc3N2w2G6y1rNdrSZUqNej6wJgJmk+8U+AnCIEyPmCUpscPGaQpeD1/P9zPvEy9mVPH1IuRbrQaPTESpzJ5px72SQM5u7aHsKdT9zH/u+n7pgt3+vt8H/P3T8mF0/fkr+n43cuQnDBKc+9owCxCkK686bhvkE7fy/TZaa0HtVP5g9xFeawFFOVJeb9zI84WcvmHUhiticGQa+UKLSTUac1bjIK9GGMoFzXL5ZJwdYPWamzMoEeDpJRwhHQyBNH3qQlAR9v0NE3Dl599zldfveLNd+9FejlaVqs1jx6dcxZgffaIQ9fS9I5Dd+Bqc8vN3TU+BJaLim6/49knP2L5l0vatuXq6kpajL15y/52w4cfvpBSlvWa1WpFlcqJvPd4JcHPwKlKob0pLLqwR3SXGIIkRbwQRGOM6BBFWietz14iZ/CZZCvhsgoBg8Hj6Z0X2lBhKVeL0xnWf+Fxzyh9+fkXgFjj9XJFXVYQxRUGMHYEAmUBJ9bzQ6nuhCkBqc3K8UJhMiljjCIRCwNAKR7U6Enl6C1PyuwVDgtzgjflkETeN3o608U8MYFDWHgKzP5zfp7f/7/2mIPo89emi3juAfoEILuU+VBKgVYiVRqtJB3Se7JXGrVKoLM6Ek+TBMKxoQqJVJhrDAVLC9LlxIfBiJwySPkzH3qOw4YzYfYPnpKeJSEmRn9MRozigkZrwiSJMpyDFCbaUjyplFltUkdmaw0oEdLWholBUjnuQCkIvcf1ncgYdy377Y67uzv+8//xn7m73VIUNRcXF5wtHrFarSnLms6NzHFTWFarBavVivPVkqbvKEzEr5dU1lBVFU8fP+LjD17QHhru7u447Pd8+/o1ZVny5NFjnj17xpMnT4SSU5RESmJvUDqilcWagrqupfDWVuTGmVELFhyTlnhUAdVHQvSYCDZqgU9I2HaQ8iNS5X8IkT5IMqKPELSiKkvKSnSUTm3M/xLjdM8o1anYtkxZjVz/Zq2lThSAqVE5lYW5t+NGhtRtdtGnk25+0d/nLU09ofkNnwrf5g9n+trJhX4KfFbq3mc8ZCTm556f/4dC0YeucT6oU+M6PAutyJ048kKdE/+mCgRTrzOff64CMMfDTodzaWy0wmCx5tjzmt/zqfA3795RK1SY/v7heTH9mnt/kLxzrcEHPMdUgKqqMIWl7z27w4Hdbsft7Q0fPH8KIRJiT3Q6lUv7IcGilELHgOs6uvZA6B1917G5u+Hy3RXb2zvKcsEnH37M8+fPCV6MaVVVrNeFNN5qhDZoS+nFpnHc7aQN0rMPn9IcdhwOBzrvWC7XnD294IMEer9+/Zrtdsvt7S37/Z67uzueP3/O86fPOH90juuM0CZ0QVGJzHS9EnVXXYy1lEqNsjwqddtRAyqqUAgm5YM0+AxRcDqlC3wySB5F0JJlV7YGW5wc13/pcZ/RvVrdI5lNCw7zhHgIU8qStnJjauggNfxd9nqycZsZsB8K337omHOP5sf3WW453/0Skfzz1Cie+t30mo8/S59Y3A8YMZXxqAwOZo7U9FmkBEHiTGVjrGMGg6fYVwIbB/5SZlfffyYwNj6YL/B73szEGGSMKARHmWrvpkZwvpGoVE+oJhtZRA0cq+87pnwm+bxpGDpimVZrvDEQLaiA77uBr2OtxcdAZa10BbEWazvatpHrddLuSimFLuykbCeAD2gDrhMlA9nEIipIp95lvcDYSkQMfaA5tEliVhjoZVHigkd7L40mvXSCsYnGsLm+ol6UfPD8qWBEUZJIZSGY7o8//lvevXvHN998w83NDbe317TtgaZpeHp4zHpZsVzW1MsF1VI8JGNLgpGQLEsMqRDEYAdAKynZjCmsCaI4qYJLxkja2QcPKiiCl84lyhjKqkCXBUW9QCfwfprjP+UQ/NBxzyjlKvrsLWXvKJ/gFNB76t/zBZerz/NrJpET889T4HV+fN9NzY3MD5Es517P0SKLx5956vspT+Fod5gYn1Pv/6Fj7gFNjcPwLO9xg+T9sgHcL4uAMUM3v+7pkT2JU9jTqfudbxpKKYpiNErzc+brmW9k0zHI1/HQkTXKddoYnVPD/RlTUNhikNMwEnHgtYfEG8qky6wAWi9rzhc1Z+caHxyXb77DuX6QirWpU0fu0qKix0TpfWiVxpYaXRT0q4bdckddL/F+bH++Wq1w3g9YmI8dvnf4KHQJTcQaxbIsiKXC6IA1BpzDRaFGLKolZ2dnLFZLtLK8ePGC5XLJ7e0tb9684c37d9z86U98YRT/9q//kosnjygXNUWU3nmui0Rxn6Cw2KCJMaSMmpJo1TCRuU5hXZInCRjxigKEzhO80HbquqJYLLB1hVlU6Koi+GPPNY/nv8Qw3TNKpbFSI6O1kMmSoNsw0JMyB6VS/B8i2Rm05bHIlYaRap9xofz3IQ5SD9n7wkVsAuhCCANXRBuDNZIZmy64mCQUtEpxcHDD73MIM/X4vDuWjxWcKgNV9xfq9KFOjfL898N5GJMA8/KGvFCnfzf3Np33YBLXKcYE3saB+Tz8bbpsXdjZ5xkx9ulrmoCAsTZvauimLv38kHEbKRX5PrLX6CaETmOt6DjHODT1jFroHjEKqBxCoDRauvNmJQZj8CHgejdoIw1jmMbbKpl/hRnVAABpjZTOL92Si1RBoNBFgUplLyphXVnnO8Y4eE7KaMqiorYV9Y9/TNsd2Gw27Ha7QdFRG5HjIYgyqm97+qalrkpKY7m+vk5Cau+o6wXnZxLiVHXJqiwBw912y3q9xlpN7D1dK5wgqxXBGrq+xSiVil0RQxgEF9VaiuNNYbDFisV6wfrRmvWjc86ePObq/SW73Y5/+N0/cX5+ztOnT3n67BkvXrzg2YvnFFrROEdtjDQ7TQW3Kuno4yWLWqyFmBmjQhlLYSv2zrFvetqmp923LJcC3K8eP6JaLohG0+Nouh7M2Nji1Hw6FWnMj5PdTL4PNzgV18+9p1NeU5iGCw9shEqpY6s1O8/0+k7hHvPrPXUPf87v/5z3/9DxUEg6zfzMn2c4MZjzZ3pkmE7gPBF1cpzy92ys50bpVAg6v5+HnlsefzHEchWnVBmmnz1nqWd29FTaZXpdJjGtB7GVqdedQrppFb+ck2GTyAqex9pH4GOgDz41StQUywW2lCaoZ+fnQgSNIXU8jvRth+9bWEqBuW87fNdRFAXn548BodVoZXny7DnhcODbt294/PiCTz7+MW/fvqVelKzWC7qu5fb2ls3djYR4yqOyNEje8FXEpG7KaPFEo9KUSlHWFdViyfJszfMXL2i7A1fvLwnB03Qtr775mlffvWa5XrFYrbHW8uLDDyjLkqKsE7YmpMyLiwvO12ds3r9H2wLqiuJsTbVYUZiCpZOmFSqaAV+2ZQmltJ83qoAA/XG997/quC+HG8cSD/FARuxHK0m1zifN1CjNf5+9D5N+dvG4TELnkCn9O84Wx5woOF9Qp7CO6fHQzw8ZmunL/1LDpJRKrm/ifsRE1iRfZ0pVx5nLGBUxCFCtdWp3PLC2jhfnVB3zyBilf+eOEbm+LWNK+Ss7UbnGbfz8uegaDHjWjPwGKtUDKgRPyiGZwg96RfcNUj5XjArnRg8yF7k6J40qj4xwnl+ZS+nduNFlD21qbJRh1ByN8m9jJXSBhO8Y8erUcYgaMjenKKmqmmp4uE4koKN83vbuhkpbFIG7q2va/YHzs0c8erTho48+4t2793zx1ZecP77g+bMPcM7x9u1bNtstVVXROVEWaA57ttstBMdyUbFe1ewPd4kYKbVl0tl3LMWJWqG0zIPK/P/NvdmS5EiWnvkdXQBbfIs1Myu36mZ3NW9GZIYjfcUH4iPwZeZteDsipMiMUIRd3V2VlfsameHhbmYAVJUXRxVQg8HcI5dqUkM8YGYAFApdjp71Px6/3rC9vspRBTlXHolD32nA7qFTwpu5wv/+T3/Mnthu3AA2mw3Pnz7l5uYGbx2r9Zbt86fcvPs7rldbNtsLWr8psvBoyU4p5XAeCJnxmIJsf3l5EKN7SX90jjWrdQwPLeBxsmWd0pyYLOlKHuIczhGdJYvPY0rzpbbPnz2vY0k/Vbd/TihrTml+TDGN4ticA3yI4I4EGo7N6Qt9VI/RElE7aVM6jsKfczrH7ZApY+5CUHI5lsVQpyU/V8Z5kJs3blC5njlsSQGpM2I0vHIWWXWU/dZ7BSK0NsPfalCq2CwG29xv0SASIA5gLM63eOeBxGrdYa3l/n7PbndQkLoIX3/9mkP///J3f/cH3v/wA7yzfPXtNwqR4jztqqFtPRcXGwwayHp3d4s1BbtdcC6nf/JGHUKdjBlGFBhNU6u7dgK6i3FgvV7Rrlc5plPowsDd7p7dbsf/kT27+z5wuN/Rdep3tV2vWa1WPH36FPENdnvB6voJfrViwMIQGILgrdHYwhCIcdB2WEh2WfxfGs/HymmKpcLZzEz9NdGZX//QQ8vZ8muNFiCJI9ZERCZliVY2WVnydztT4s4Xv2VJ/Kx9kxjrnLe73PZzRcFTTmBmcayUvktEctyt8z1xQbwiE51QyeRLbTNGgyRHlkgm37BU6q7+Qc1HLROkmptYFP9QfyVCXCRKR0QypZF7HnupOmdmHFuBvy1hHCFnEY4wYnnXHE/xTFdxTnKkeso47FObnXNY77FNgyvpq4zBNs0E7SGMc1G5KEO/7wgIhz6DnKEhKz++fsOnn33BZ59/gXOO9dby1Td3vPrpv/L6/o6//4d/4PnLF/peIZKS4pMlE2mcyYTf7KiyAAAgAElEQVSowZgeaw2ucXivqZCaVo/OOUWhQIO9EoATrNO4NeUAW6xzRKPk2DrDarNlfX1NjHHUqRXfI28yQcsr9erddyAlovXQrom+IWRC1EvmxFMaA+qROIqW+nInU/Jnl9MUS3nXqtH23oa6Le3k81ImhKlcAsaFUd27pNda0oEsPV8euHYJTqSuuyy6eXseIkwnuqORnp6azs/pv5a4prcBLltsj5HKXP4wd1X3bV3mBKnutyWRDCZANyqCVBOlJavouTYetSN7ixcs54K2SFJ8r77vRtEt9gPBZRAxUUhkavEsximMySoX4rzHOofNsLo0fiJG+S/EoEQ3CUkMq/WaYX+gO0Ssddz+9BPffPct94c9H374IV2IfBwS3/7wPZ99+gX/8qd/5dXr11xcXPCHP/yBtvE0rVMyEFTcbds1641nv7vFesH7Fuc9fqVH4x2uKagaSiCNUfA/k8VRrKFtG8RpTreABp9r5qBGU3tZo8HtWBrvaf0KI4bUD3RDz+HNLT0wWI+khHUe8YL1Ck3U9wljBZPUwz1KJJE3IskGpwfIxS/ilIoreg3/ebLwmHajeYjJCDQij4tawJSmO3MwMR0v0Dmxqnfq+YJ+iFjNr5uLWvW5+bvWn5c69USMOtNf5Zpzz04ch26U+86173w7a1Z6bniY8KnijOua+gXSCAc7HbWof5RUHEl5pxCGMdizfoel8ah1heX6YRhw9ni8C6c0EqURdWFCpBTJpmuJI7LAEJKiaZrSC5nAzxx9yb8b58BZCsaOSowKchMgh0hla2HTMuyVQ4sh8OWXX/PtN9/z/MU7/O7d33F3t1NY2zDw2edf8smnf+Gbr7/l86++4rsfv+fls+d89MH7vPvOO1xeXqgzZt/x+vVrttsW51Wh7RqH84puWbzAhwwRIiKTRdaa0RP/br+jWbVKzKzD+gaM1aj/YWBzcan9F3I/DYOiSQ6BIQYurp7iSHTGMTReU3RHhdcdosEbRaMcp3hSj+5AVPWD/BV0SmWSzf1I5pOq/lvyiykK8vqeMtHOFb3mnHI0nf0rJebo7IfEzCWCVv8+v37+eenc0jstEbhzBGvp3iXu6Vy7zrXv3LWFIMy9uusyJxpzQl6uqYmbrpdjlISlMucggRHFQMQf3T/2V0mNwbHYHuNM9xUUAbE3AzaYrCBWZ00lPspZiAgBUSJaUCushWHiprQtQUVgxd5gf/sGYwy7w4E0RIb9Xh0ZX73i7//27zExsW7aEQVgvdry4Ycf8v0Pr/jiy8/55LNP+fbbr/n66y95cnPFxx9+wEcfvM+T6xtavyWGg0ICZRecOvmlFZNFSwsZ30lTQGW1vgjNaqt6STEK3xLC6GFvvGO/v9cxSIY0BNIQMEnhcby3vPnxRwYDya8VhserP1UQGVEnQKaEraYwIwrVowFzv66cEKVYRBhRD1NExkHMM2rUbwCjnmJkd+Fk4taTsCD9SUw02aep6zp9rnOYMgmFURwovkiChg44I9gMyDZkZacxClnaFZOkTLFgo0wlGt0cRX1nhOqdrHrOhoIzVOEoaQR+rR8ptxVClxuMwjjoiyuOUawCVGvUyJh3e71/0u90GZi9+OGkqBjI5Vmhiv+q+7bUqeOXMvdQREALpDGguvay1jpQzOUYKSgF57i9uVg39wcbQhgxrewMXL+Y5kcFddQxSDEhacoYklIijNY7SCQkzwPn1A+mOwzsd51SQgtpSAz0DC5HFJgMSJesiiuZgEmJ3wpAUMvf0AeMaOJLJOcKNFOfhhQZMspCtMK+6zT1etPyw+0tDIGr9Zab9QX9oae1KNqCMawutvRhhbeOzXrFzc0NP/30itevX3M47PjzXz7hi6++4OWLZ7z34jkfvfcSGVTJLskQo4qpZr/XNZmgWW3wXsVVbMJbiwHFxI6QUPidCNiMyhBjJIWghoAUFEM/REWJBFLoCaEnJVEOzRi8WO2vmAgIvRj1OeN4M6dkBwoT0uS58phLCzxifTtXlsSIOQfyEBdQ6p9/fkjPMX/OuRf6tWUuLi6dW9LBLN2/VH5Je5e4pKUiMunrzpVacT1vzyS6ne/jGq+8rm8UN7PxYi6i1vNjiUOLMeKS0xismsMzGjiqfE1+t7wGrCgUfQoQB9U1FRD7shCtGJCk4peF/jBgk1qx1OgyiUCYKb6NpMrbYs1MRvUoxjlW1hPpRuhnDURObNYt+yFjnOdMHRGD8Ybry0ua1gER74X1qiGEnmHoOXQ7drs7vvjqwDef/4V3nj/nvQ/e59mL53ijnJ1uHpb1SomhMRnLfQgMMtA6Feeca5DMYaVsyXONpgaPQyDEnjSAqu6DiuUxUQD9h5idRIOCI9qYSEOkJyjMf2YkRk6pjFMelN9iNS6Kb+cm9ZyVB4523LJzPsTyl3rg/GJ+iDgdKS1n1xXx7aHy0IItk3FJ57Qkpv3WBLG04SGCPO+nU1Ht/NiNupeq70bYj5prOyMewxTQW+6dW9hqggOccHMl822pd75zFqJY3sJkK9MIvJaUeyRmsDg1SRKHARCGpBxKiVez4hjxtpP6T5lZe8d+CJpdQ1kqk1eYcpLeaMhqjBHbttANRMkYRtYQYtQA3zDQOJ8RF7OdTAQrajy6vLggEVh5h280meR+f89htyMOPc+uLrl7fcv/+B//xPbLL/nw47/hg48+pGnXJIFXP92yudDAeWvV18r5FucbnLekzOSZFIlB37dPYdLZecURH0IkDpEUonJVolxytEYtb84jtiEaTxQ36nqnOfbbz/1SzhKluZ5hrheaE57zO+8pR1VP6rr+hxZ9zS3MQzWOPr8FoajfZU4g34ZTeuzcQ+Wcm/3Yjuq3JeK0pF8b36W6/xznOVrJqt/rvq/rXfZFOh7TEQY3i2h21g9l4c91SEubW43HVJxqSwBpkpI1IxEyh6BcYd5Eo3I2IYQRiN4YM4r2qnaAkoa7DkUKQbmAEALOt6Vjcnr7Sm+KsI+Ho/5cr9es12uGYeCnn35SApTxi4gpw8IYurBjOOyxJBxqBVt5x3rVcL1daWIRo8k4jDEcuo7vfnjFn//yCV999z3vfvA7XrzzHu9/+JEmMcDQhYHUR2LUBLJN43BWYYaNzfjZomqDmPu6O/Sj+JxCULA6Y/CmAeOwzQq72uLWl9jVFpqGKB6bDPEET/t0Lj+2Ub/NOnmQKNUVLSlDlxr0tqIGnAKyzeta+jx35Jtf83akgZPnPsSh1KW2RtbvWv7mGXDPlTmX+NCz5+8/J8xznY+JmTgXWV+yl3TU34Q5MZ5iyZJ5gOhVuqy6P8rRWot7xPQ/T6E0f79hjE2r7tc3H8HfQqe5zhQ3SXVAGc9SIWoBwRIkYbNFDrGZKKWq1qoPUg44VTUqSBxj78Y2SPYOz1VYa3GrDZcX10SEP33yKf/u449IJqloFhLiHNYbvFEI6UN/0GBeBAmRcFBM8nbdst1u8d7z4uW7XD+54W534NMvv+DLr7/hL599wT/96yf8/utvuHn6lHdfvsfTZ89YXZbsI5HuMGCGDh/U9yoZhUVWPeH0rhFhiEkTSZKhiLOY6leX2NUGWW1yAkqvCAGqzSV31fH4JhWF489ZfA+URaKk/X/6hLfRacx33Pm9KU1m/bKwCqu9xEUs7eplYc7bE2OcFOVnytxfZs4BSPXMOYGdE8Fz7/dQOXd+qvuUW5wTrTlBrrmRmsMpotZcIT3vgyP9ziObTy3eF8V1aYOIjMTt3LsvEbuxL7OTZCEX4zvn5AExaWR+ClnsMFMaKpE0Knfnz1GiFEfjiQwDLgRMjGP4k1ScEzAldZAyNoIQWfkGUspzNkFIPHn2lKurK779+hturi7GpAd3+x1iFHkypUS/29Pd75AYaJylbTwmqbuDR2is5cmzF1iniRyfPHvKux99xO6w55///Al//Jd/4Z/++Z9Zr9d8/uRLXr77Di+eveTq6orLy2s2mxWp3+NQDVFK+h7KhcIwRKxvCEOEkIgGQDDWEZw6XprVGmk24NcE0cSXQxCCMOnmqnLikxTTCdE6uv6XcEoP6ZOWzp/joJbEuXMi37nnLu2m9XHuWPi2Op7HuL4lEbHWPZwTbd5WhHub8pjoWhOqWjSqOcla3zevc4mIqjf4w86p9cKd93+M8RjyeNb+uk3lmrmHuM+JDaSKnUNStsBVmyZoTrKckTfFmBeZ4SiOL2pcYcxEyVlP8fBPSX2ZxMiR2K/nlHPKjdHf0Rg0+gHJFs2Uep6/85KP/vZvuL2/5bOvP+fm6hrvPXf3O/q+5+7uDmMM/aHLhD9i3YrW+eyXFdmu12xWa81ccnHJ1fU1gcT+0NOut/yf/+H/5v/6x3/ks0+/4IuvvuSzz77gT598yqd/+ZLr62vee+93vHzxlI0XNitHs9pg2xXerrC2JTYWExNv9nv1hzMOcargd21Lu1rh3BZWG2g2JNeCMfSh5LDTmDvIEEz89cqDROltuKWaNZ8vmqVSL6TH9BXze5Y+/xpCsCS+zbm9+roinpXFNV/0bysCvk27lohs/VshlDUXtKQXWvq+1NaHCPVcfK85nTphZkppUf1ZP78GCqydc621msgxqLtIKuBtQVOPS0oko4kdNCHFzAkyqYuFWYijU/FM/2r3hJFIhoBkLsq6JT83JRwmqYtJ6Doa5yGpu8DNkyd8+PuP+frrL/nsz3/Ct46bmyc0q5bXP71RHU6vYSXbdUsIEIeeMFgcHmOTchgpKeictSPcjzeaqiyEQHfY8/Hf/J5n777k7/7w7+m6jtev3/DFF1/wpz/9if////tvXLXC5XbFzdNnXD19xtWzF1w9fUazuSRYQz9EhgAhWZKx+KalWW9Yb7f41YZOVtC0JNeQkigaKAkyFxzqObM4W359OSFKXdeN3tzziViITr1Yz8WgzUWKguNTFnZ9fglvaL4rlwlU7j0nLmmU9Kky+9zOXbddrz1GOSjPLNcUP5pyvj6+TXmMaMV0qitaKkuEIsaoTmxRF6grcB+JMcqdmPAZTTHGSEiMGvK+7xkSR5lji8d03fYaIqTuA2stqetO+qUm2kXcK/1ZnCbVbykS+06V3Fl8slRioQgxZ+uQHDs2dOpZ7UevZpPHUF0JxqBfYxT/vbQ5TdfECBJU1AlxoGkaJPdHSmFM7z3EQWFlbcPQdwryttnS375hCJHn77zLV19+zu3dG4z1Gn3/fKXQtvue1nm8K7o31K4YE77R7CMiikk1EksjDH1PMNCs1mw2mkzAe8/qyQaxhnffFT7++GPu73cM+3teffVn9rtbQlQl//fff88X33xPdB63ueSDj3+PaRq2q5XmgVu1uFYzuSTTYFkR8NlPjIxKqUgTIXOtOoCF2EPKVsaYDQlp3CdOpaWHpJ9Szvop1WW+O8934XPc1Tl9yGPPWiI4c1Fl/tt4bqYTW1q8dVuXuJG3aes5IvdbinCPtaG+ZrzujBi7RMCKE+VIYNB06zXBqO9d4rbmJv1ojon6vJ339/cnHNfozJn/1Jmy3JTHKWf1dSWrchnXkTiCGFNo2QkHX0JMjrjcrGsyRjkCYwxhGMb+0PfPIINkMbBXGBOFW+kxMmjyTiP4puGDjz7k1fc/8OU3X3O1veL502c8efIM+kx8h0GdFIegfkICYjJKgTVYV3GQogu+73vNGNJ3tKvN2G9GBOd9ziC8gmHN+y8v6Pf3BDH49QViV+wiJLfCby6RtiHZRh2iG6f4TapYI4olhBK4PdPXVsqjcdM4ukRdKFKBmHmLdX6uvBXIW/l9vhDnhGJJSb5031xEqif9UqPneo9aHJg/+5eIT0cU+xGiMl+U5beygAsn8FuUJY7OnFn043g88Prl+loRXupUbiRzDimNZuOao51bFucEH5iCzVgei7mRoq4fEYahV8ZNpvHIpzQOLcWxbWPQshjNfBwSYo6hX/T+Op+cEpfRq1tiRnecgOHKe6eU1KM5QMqZXYcukJImuIxZ4b7vBpJR0LXNxRW7+wPDoH282x2IUbjZXvL8+Qu+//Y7xKwx6qupwfZG9VpdDs5NVLAgKRICGkw7gMngdMYM2GCJrlX0AGvBtpACnhYnHllvwK5Y40h+g91sYX2hnWmsRvaJoU8DKSYGEiI54FfquWdGF43840iQyvkcaHQy7udoyUPnz3JKD+3+I3uZSy3b1xN1iVN6rKHzAOBybi5qLUWgG2OOxI35olnimn4pJzff7Ut7fi1ROteeOTE8t0EUj+S6fXNRq+aU6ronb+yJi5qL8eX5S8+uy5JoDBzVN58jYgyxP14AJcmEyYvEiNEQHplzQ8ftmY/LYvvqzW3WvnEsstMhJn8PceRkhhgJOdAVwDmPdQ3ri62KfFj6buDu7ge6/QER4f3332cYBvaHHW/ubznsDxhvuLjccLnd0nV73L7BGIiZcIj1YCPGOAXxT4rHHmwgBhUzrQikHicdMQ6It7gQwUAobhziYUj0xpICDAKJWHzliSScLQTJkFJAX3yCjtFSoacejfepwWDp82PnF4nSnCDNB/rcRIRTk/vbiDTnGnzu97lX8lG7xJw882jiz9j6EwL4lm1baudD/fK2ZX5/3e55mYukKSVNT2RySuzZWImoP4/GkWkslDoF6m8aOxdHtII5J7zUd/M/u8DdnduUasJRxCmZzZ9ClMrO7X2TubwJgdIYo6b1lHJ2Xo1ij1HjAGOMamWzS5bFjFOZM/aKWNXJJfWGDsNAGgIDOrcbZzFWYy9TSgT6jCWgOq3tdkt3OBC6oGmrrVr4fvj+R25f35GSsNnkXGybhvv9HV23pwuRtLtnvV7TDwfkAMnY7KogeDRcRttf3CZSjmMbNFlB7Fm1+p7eevAWnMO4FttsoFnRBwhRCGKIkvU/OVbSElVczhH/InHUHR3Nvuq3st4K8TomUstz+rHzi+LbQ2XMhFotlPkEXqqr3n0eK+cIn8iy02C5J8aoOajOcEZ13XMxaFwob9G2+bF+93Me27+kLPXZuX4ed/x4TDBGpEaOdUNz8LYYo+b44pgLWXrm0rNLfZbTca/79xy3WsS3xPHuOym6p/tHRSoVXG4s1j13zOk8MJ/nBLVcP+q4UiL2gwZJJ7UQers+urd+J2s8KcHFxQWN9dzdvuH+9l6NR+JwruHPf/oLT54/4d33XnJxdcFl4zkM6iVujIqJJe4skhAcJgyEwUAIdAA54aOxLve7KF547IgpYlpLsD22G0ixR2gwLmKGgLh1JsJmBDlWMl4sjD1QPEgTZLF1mgcGyBzUbKwV0hkWUR5Ypi1L5x8U35YWwBJQWq2reIzoLJ1/G05pviCWwOcKS/7Qs2uP6CVolsc4uyWiVO/YvwWnNCci5TNwJJ7O70spjdk/5sSirqMuNQEbhmFMwVwT7VqMW9oojuotYR0Lz6mvX/JxkpQIfXd8X77HUsQ3wQSHdJpe3Rq1FJNEo+BnU9qMXFAhjtn/KKouiRiR/OyU0mQoYdqgCldQ6lDRVzHF+xjUc9o7XOOJJC62l6T2gqEL3HKn4PzbK4W+NSoWffvdD3z17TdIY2k3LVdXF1yu1uxuXxPCgKfBGaPcXfYQDxFFVs159ozpc19LxkMacK3DugbrW8Q3iG0wvsH6BnEtAUPEEJLJXDGUyH6VjKO6oCZDInN7VR+Q1EupOKkiasmMudPqGfZLuaUFoqQxM7Y6apiiKWNIlOm7k6x4Swr0pPdHTNKj1pPyMY7Hct4kQzLTd83GqV6hiXrRA6QRzEpEjij4SCRmflLnuCXBKmU/YefjWcIkMoVIpDTJ0RNIv+hO90B5jGibSYeomFTMCH+arimJPGNMGkKSlM+oCWbt7PnQplFEnxATxglOLH3pWwVdRMQQ8s6peFlm5FwKuFeU7PyobIxarYSM9wNhCAo7K2ptGs9nT2Bp2lHJLWnaxaOUoFaPsXdYaSAERY20FmIgDQOxH8ZwlDJOxqhPjoimfzIpabiNNRADJMFEA8Fgndc4MWOwCL3TNFckBV4DQwjan30fVFxMBm88wbdcXz0hxcjt7g0xCTdPn7NerzEJ9vs9a98oh2cSTqALHd99+4o//vO/cvfmNf/xH/8DjfPIGpxxWNuAaOqtGAYas1Kw/hgyCF0JVFazfBCDEUcyhijqHpHEIcYjGIIpiJzTXDSSqg0aJhPaRHxMyqndyeEkFY1R4nR+Tj+2UT8qvoWcnI5RZsw3xuzaL04XsnFgkmIUA0lU+dcNcQyeLCDnkicwIgw6vpqjPOPkRPT6JBHbCjEnTNC2Husx9vt9Br/KUAvDQEw5R7tzMOTfsgXFWo81dpSDC8Exxih0J3LUwa5tjrgMXdRTe5zzYyiF7piKd+SsWkCG0OUJcspV5bc5EqFKW0qCxHblNZbLmGyhObZqplgHTCuhGP1rk6EPqj/pu4KZpJkvChGe8JgcLvvGlAnp3YrbuwP9LtGnXmFWmwbBMuSMIxgPCYYkSM7AgtWMtEksQ8pbWM5FbyRH+esL4NcOjNGgUudoMhytsxaswV9davpva/GZCyrhJIaEtQ397o7Xr37k1atX3P70mrvdTgNvJeD9gAQ12xtiJn4ZVdJYhr6jtRbvDM6gStw04JJgMZgIhz6HP3lPHwfu39wThsT2Yg29puAO/cDQ9TRNQ0iBLnR405JcYuh7NltD49fs93u6rkOs5eb6ijRkCBBjOBwOOOP46OOXfPJf/gs3F0+5e92RekFSw/XNitWFU04v6RqM+30eh5w5KPuKlnk6xA1DlxhsYu0124lttyTr6MkiqYjqf1LKSQtCdlqPOSGBjLO1lJiXSSBlzqoQItUDTgzChCJxTsUwJ0aPEiWtaNyrs0iksv4I8FSUySNrl3+vrpP8u1ZVXz85qYtYJX75COq8WTik0p55EOj8pervMQ6QcrS5WJIM6h2MyryrvBCV0zoW31JK7O/vFcaByfN4EjnqYFLdVcZz4pRzzM5vRZSM8VhxnOKE5lgi2C2i6IdGU99ofSXxuaH4U+oid+OXlKYkAxriYTCuGT1wpSbABWStOE2GQFfpBwH18F1tMSMBEsRZQg7SDTFyv9/rO9tSp8NiSNYh1uHaC8jEpMC4+uxLY4zh+vr6aEyLJavYxw82aZwVBkHHwWSOIKbI4TDQXNzw7OYdnv0+Eg49b9685vanN+zuX/PVJ39UItZk8S4LYjEJfYq0mw2kyKHrOHSawqhZr9TXZ7Xi0AdkhAAOxKBR9SWRJnDsLoEwZMdUbyzSNEeWPOMszdDmKP5m3IAAJCvL1+sNFxeX6rTqWhKG+13HkH7k9u4ev/Ks12uaZsX94V7HxZLz0SlWtohgnGcIYNoG49aYZo3YlpD1RxFRJiihxBhFWkhEbIo5oLba5Oq1NR6XuJ5jPWotafwSdcZp4gBRNtpKovBBBbwxCRireclMFhMkU04jJvtTpZHlTkmUQBQ2MsYjsqT7eCrpzIkiOffXpEswRoHLisjiEGxCI+FzbxlEM+dmZjYZQQWDDONQuD0DKQxkFqOYdqaXl0jbKhxrkbOPKfuEbZ2iEt4p64sQJbHva4dDo4p3GLmrOvg4jNycEjvbTh7UE+E8Fi/9ajW2qXByMSo+9RAT3nkGmfyM9NqcTDFG+sPuSKwrQbXOOZxtuL07ZLZfcEY5GIVd1UX+93/4O22PUWhZ6xVQTDKBavwaY9wR0RFbnHGEsN+P/TP2a/4cBHy7RiRp/6agG14MypUB1jWIFTAOrGDdiuv1iuub56Rw4G8/+oD721d8/+13vPr+O+7f3GNJrH1D6xp6EsYoB60E0yLOshsC97dvFBolZENIigxDT4wBi+Dzb313UGyikho8DBADfrUihgGDAtAV1ITUNLrYMmEumwVZr7luW26urhhCx+pii7EQk+H2cCDudrid53KIrLcR167G8UjZd0LyGPqm4T45fLtlfXFNu71E3JpgPUOyYz+PvMK/UZlzSI+VRU6pMGNKRSvZPgF2+t1kzkj9z7ICuRzJjmfGYGLS+CXFdR39UEwq39P43aUcfZ3hvQxOBzHqjuCSxcQMU0GEaDLLqBNGxc6Iw+TOT1k5J0oAU8z8hwOT4X5HpasFIiE7j6VKR1M61UQ3LnidGPl9QiTExCGWvWTuflDeWfun5LSHKYNMqVNQzksZCEUrVPiJSJf0CAaMio5JQk6PnfjufsdQFrVR3ZmxYNH62ssLxCSMOJw3tM2a1bqhbdZ437BZX5HMlNzRea/EJ8djKeenhD9JdgHJIqZgcnsrRfvYd5lLbHWB1gkiRiIL9PtDhuMufSaYPAdNAuc9Q9+z390R4oDF4L2jaVfIymM3Ky6vLrl88R4f3r/h9sefuH31A7c//sSb/Y7GWSQGHEK0gPFqTxoCQ39g3XqSaIhHSAND1FCTZC0BxWoqYTHWGwIqug1pGHO1DU7G4OESzjNZ91S94bynNQ1t29K2Lc9ePOXVq1esr69HC7KPgcPhQB8Cr3YHfuoH3nnvXeVOrc26t6DK/mZFs75g61c02ytWl9fY9QUxOUiqbrHWMYTHOZ1fU2or5rlzj5VTRXdxH89/Jwpila0ypT++NqHWi7Is1a1/0smMHArH9dbNtGPsWcYcjEUkzAxoyilcNLkZUvJQZTk3hEHTCKMTKw5pVMaKCE27ys+3Y360WJolQoxZ/4Xqc2COL2UwIWCzGGYzV5BSIqTEZrUmyjFudYxxXJz7XvN6JbEMmTqnDGqPS7y+22XuKWZ9kh7LAj0c9iijYkedUsmCGwRufvcB0QjONXhvads1TeNomhXWCpvNBZp9dSJ61ubMvGKxpmE092aFc8klkoouLIujAd2tUsiqGYnEw+FEp3DE6bmlpMxlAgux61Q5XfxysLpB5Cwqfcim+ZWnlaQA+CmozmsYGLodjRds22LXa26un3Lz8h0Ob+7ouz2vX/3I3d0td2/e8Pr+gO8jq1WDazyusQSJiERCUl+dIU8OCnQAAAzfSURBVAb1cE5Rw0lwhDzWYewbFXWTM7h1Sytg/RT4W2Oip6SSyGazIYTAZrNBRHj+8gW33Q6z2YK3eNfSOssmJfZ9x+Fw4NB3vBlSBoojJ8nweNfg/YbUbFnf3ODbrQK0iaZV6pNKIWY05/91y28uvi2Z4c99X3pgHVB7LoJ9TknrBR9j1jXl73pPMbWXqPRsJShavsLNZKWuyWmNKYBlgBE7ogDGpMGFqcJ+0ckfEeNG57m5pS2lHJAbZRR9Ckg/GAYSP37zHSFzm8W6VKxQGN1BnRWcdcqRiME0Hm81R/x7L98fdS5Lga/Pnj0bRb4iIo2majHExhPMtEuXjBgmi1Axc2dlLGqOJiYhZStNGaOhKO0zVxQKoZVpgUnebAQwrsStmYnjHbOQxCze1gL8dBRR8Wwae92EsoBPIOZElBFDPiaTx0dlkvbyitD3dIeDZuoQYdWsad+7oXWWi59es79TDup+9yZzPT33fSANe2x/j6Rh0mPGhLSt9l/TMCQwziEhMJhsPXQeEKJ1RAKh8YhzJKsqjcGoJ7hYo7F73uE2W0LfkZqGLgysrq/h65a03oC3SLOm3axp25arjKjZ5fg5Y6ssJ165rc1mg1utSa4B5+nFEmJSVADyxs2gel1JmKQESmWI3w6grZ5b83n2tuU0m0lWr0pmf+qMpeP5YlHJk7HokJgdJROP8lf0REVXNtabyudEn1QHNDfljyz+ksK7/CUDeKwIzjbjTh+ycl6soQvqIDjK19nShbEYA30fKLxbGi0MZvpsNTHgnGAYY/HG8Pz3T8E6VbY6h3dOzdY5INRZS9O2eKe4x0ZktD4lDDinYPOVHw9SJhXsdrvqmcexhpFE8j73u+7kykEEkqLFj305nySlzr7bYZw/SaUt1mLF0gWdxqGMesWFiggmKEdbdFnTUcXttl1zjigBmmWD3OdJVQSIkBQOCeMdcejp+4EQ+5wFRTlD4yx3h50S4u2VYhWFSHc40N/tCN2BqxcvWF1csnr6gtgfOBwO3O/e8Ob1HfvdG0y3IoaD6iiLXiyPk1hL3/eKjz2oCN9ZS1qrY+PgWrrYkbwdNyViYhh6sAnrHVhHsgdiu9G5bjxdhNWT5/jrb3BX17jViu12y+ZiS9uuJz0kGkaVI2g1gDcbFMQ1YD37vtc1Eg0hCdGoD1cUSDFh7Xl90s/naRbqeEBE+8Xi2xCzGXo0NZsjZWvM0cBFCTsSlKUjp/WM2SJgqidfn1B3gChTIszamQ3QFD6zFyzinVpnDso6Z6e2GPJiNREx0DQr5aBydlHncvbRzE1cty1iDI1r8W3DqtGjtzrp4xBwjWYWLeEcYgziHDgHIZxAN9TlcDhkK4sbEy3qwhZCEoaUTbIh62HS8V/Trsf3DrNzERQMnkLQRjZw1Gk5544QAmDiqkoOe6zBojqUYYjEOGCiIUnC2RVBAjYKiQBJrWQpqU4vBDVm6H5lMfaYwJY4sSJGTMSycNgTMTTGZRxuOxqEQgggBtNabJpgUIaUFI3MtXQEum6yojnrcNuGZnvJYX8YYVyMeNy24ebymmcvBSRAf89h/4Zup6b8YRhUr3PoGGIkektabUlDoD8cCMaAbYgh0DtHyI6a5My1IQTIqcWt96rw33viek1IENoWQmBzccHF9z/gL2/YXl1y9eSGzWajCv2YibY1NGKJIY2+UgnoREgDxKEjej9G+It1iLEqT8QpaLzu79zTs+//a4uk2cr5f/7zfzoSH+pMuSXg9UQ0qEz23QxPZ87xzE3w9TEmIVmn1B1O6gFd1MZoLrFiNZqCPA3etVjfsFqtaNdrVqsNvm1ygj5hvd1CEY2cxfp2wo+yJvtLsXBUxXno4+h3o8p/qa5LFDiKc+UhNjaqSpf4a7KMin38mrPFQH5Pfa+jNyVKcaQ8/r0cBXUI/DVlBLs/001SBYYuPSqMBoXThVbSACmmdDx6hlp3I9apR3MJWxldJvJzD4ccErLUtvS4DqXgVGnK8V6trnktWe9ory4yxzLpVlVdWrhik50XZ+fz24Y09YFy+Mc9JaX2lN8zARIxWUwP2bz0WJmrZN5WPHub6044pScv3xt30r7v6YaBfteNO+vTp08ZUlInyb4jpcMi8Tj3eYmouSIOWZW1qYjOmLI4E8anT5+O9859YDAWkpqm1blTLUNknYniDYfRO1l1TJlLEau+KP2QPdRZPHrjj4WOZMbzSMwK/bOU7eHzQBB37tZHjwDFd+yX3J+K3TVJrq9MZj3aJFnpe/z70aR/gKA8Vh4i5ovXV59l/J59crLYPZVJRFSVuRmJlIHRNyoSdZxEFfcqOsdMAxLGr7O1uCLGs+8PHa11SAyYEGlyxH8xWGBy5P687VlfFsXkdEhqCJhaP11W1vzxENTtKH1RnhMrnZLhsWSS/xblhFMKn/9xJEoFebCYQGOMfPXVVyPB6vt+9IVZ0nMsEaWbm5uR02kaRbxrmkYVyNawurohVj4uR851InSVTuVE8R4FY9Qtv4gBxeo1JEVZ9N5n13kZdU5lMkeJEIezREfDbuyMWEk13ROkHtGYcuBUd1J0K0vnE+TMEeYsUXzoCNo++Hn3PXScl8d2ul/DKUWZ/koxs8c99vw5l7l0tTBxRsDobjA+WzT2qxxlNk6Sjr8bpuuLwaS+vz4KFjHp6PeYBmJAXQ4UQW3W4jK7qrCcZBaJeIhxcdzmIlrZREv0wdhfb0mU/pqc0glRSj98CaRsZs4UVmCktBeXGi8UIoQhj3qCcn3xtCzf58d+0KoyLs782O97gkwveqJTyY5oox6lgjFJSTTGp0RRZ11GvaOMrGn2qEw1yLwknSgVmTnuUTOTy48HUBnf4WSgj6p4cFCmzKq/hijNF/LPL+cU0Q8TVYgPZjN5rCQgGAg5JvKhxb14PCp5k8Eox1NztIAdOct4RJRCdq2AvJnC0eaXhmOT+s/lCusNvKgyJreRAe8rP7QTvc9SOe7/mGR8bziOMY11v47t/9+PKJ3Gvrn1OMhFkVl/H368W6D4SflGiTnIdfqu9Chl+haxptF6o9GgwpjTB0fdAdxqpSEXsDjBjzC4jeScWpMVbOhPXd4hjWxtjFmxGrMeqtgbxagYF4YzkxwovlPV9+XykEz+8KBMu/jPP+YX+w3Mu/HsUSMi47jTUh8ffbu3e7Yp0VdjfE0cRQ0ePB4TiSyMjecNTB11pqEloHo05Oi3HK4CyWbuf3ZfeW58tAdkmpPlf1HNg8FVNS/PoSMiOOv/Im6aarwExv4sx1QRuzTXX/4Cv6LfupxwSrvb1xowmDT4TmI6+u6yLqYcyw5Trmuse3BHn+tsRhm57FRDGjvqnFfo0QtUHJFIsTAss7+gedJPByJ/l0ikX7h/qmN6/nId5pGt8/Gd4lcouSm7evbvkZ9/PKkvHeus5u0/aW365ZyepkE6v6xHn6hz714T5yzeaIDpdL+KXxMhrz8nYJDJUHGkfpi9/3yYC7/yNoruIwV6qT//LTpc1/MxFm6+/H7MUR0pqR/gJCeGyBzNdknprbi/f1NOqcfmLKmZaFj1JjZZjAuZqMSklsoj3YqQc2ydn3ySA1cNZBgSyTu79lLTOp0g6dgjurxMk6P467ivFHTHkWz9EqNqzEKwSiyWiBC6HphFK49o8wNiIkjRCdW9qYcp28g5wmdP712q6Ex5SPR7rKTcj4W4/NLjcr3586z9S3cUQvBzj6XIrNbJwZWRe1nsRUEjh/L5mC80WVck9Y35IsPEbeo1ceKQZlpjEYE5Tnl1ieR7HrS+jnqsCs0xMbnX4CaDw9gPE+FRrKN8TqEDjihkrPsu+4iNx/KzlDqPtEz5+Nf3+H6snDpP5hiygIpXkezGnzvG+xZJIWdzCERRp0NrPd5A1w0n95PieDTGQQoaihEDQywsszrLefU/PdqlgFGBXsS3QlSKO4ISnZRTBkWItc6pg+y7c6ITqEzoKgnkVDEpnhJVKgn+hOjGX2fK/83KX4cgjQttRg3qNb50/c89Tuv5WLGcmOmQzui0TnUxmRuCcTMsv9UcQRF5Ncvucr0SA2ROtPwus3aVGMVz7YpRN08NE0pAwcKuohzOqg+mdup8zLbWsz4UMjvmkgrc0FJv/a8vp2m7U6xk1awbqnTeaehVN4TJvyu1jn06VqTV91fHFAYU+1cxgAsQvM5Kqbovs4bjUUvJ0llfFwnEOBfbhOPB0HCEku3i+Cnls0CGBjm3aGK21hV8meOjySBzv4Lb+cV36s1/bZWAnCG8v9VjJ/Fj4ZgAMZmjWL4uYjIXZI7aVAhTvXZT5viP12y577R+Da2RsX4Kx1Efswf62aMUxXtm1RLT+SMuV99mXmIsnGKOlqhfhlzXA6WEa+VKtCaBkUOKc1546f7jz0u/vc3958r/BIc5uQYl5MflAAAAAElFTkSuQmCC)
PhysicsGrade-7
Physics
Which factor does not affect potential energy?
Which factor does not affect potential energy?
PhysicsGrade-7
Physics
Which letter shows the ball when it has just a little more potential energy than E?
![](data:image/png;base64,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)
Which letter shows the ball when it has just a little more potential energy than E?
![](data:image/png;base64,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)
PhysicsGrade-7
Physics
![](data:image/png;base64,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)
What is the correct sequence for potential energy?
![](data:image/png;base64,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)
What is the correct sequence for potential energy?
PhysicsGrade-7
Physics
![](data:image/png;base64,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)
What is the correct sequence for potential energy?
![](data:image/png;base64,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)
What is the correct sequence for potential energy?
PhysicsGrade-7
Physics
![](data:image/png;base64,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)
What is the correct sequence for potential energy?
![](data:image/png;base64,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)
What is the correct sequence for potential energy?
PhysicsGrade-7
Physics
Potential energy is ____ proportional to the contraction of an object.
Potential energy is ____ proportional to the contraction of an object.
PhysicsGrade-7
Physics
Potential energy is ____ proportional to the stretching of an object.
Potential energy is ____ proportional to the stretching of an object.
PhysicsGrade-7
Physics
Potential energy is ____ proportional to the height above the ground of an object.
Potential energy is ____ proportional to the height above the ground of an object.
PhysicsGrade-7
Physics
Potential energy is ____ proportional to the mass of an object.
Potential energy is ____ proportional to the mass of an object.
PhysicsGrade-7
Physics
Identify the odd one out.
Identify the odd one out.
PhysicsGrade-7