data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAAERlWElmTU0AKgAAAAgAAYdpAAQAAAABAAAAGgAAAAAAA6ABAAMAAAABAAEAAKACAAQAAAABAAAAoKADAAQAAAABAAAAeAAAAAAeaS0RAABAAElEQVR4Ae2dCZRlV3Wez3tVPXerpdbQGq22hEBoRKCIGcQCjJCxZEwMzvJiSJhCbBKzwMYGA7G9gpO1MDHBwIJghixsAmGQAkHYYIGwJQECiUEjaEJDa2i1Wj13V1e9l//799n33ffqVXVJyMuA6lTde6a999lnn332Ge5593amrvh2v9/tln6R65TS7+o2r+uXvoA79eoaEYS+04ZRge0NJ9VYF1+4fRHzRbRXYTsdWGnSAe0obZwDd5wDvo1hfKWJS4gN6JHWpqH4wEG7Rb/y26QRF8/9mZlSegHXF3pX8uzoEmGX05mYIBj1AQ6YTrf0JgQjeXf6M6U/rWtmWnSgFcV2xUsXGCGbel90uromRX/JZJlYvrT0zG/f9IBPeQbOTJkRbypKfAQdCodf+J5RmR3xg2xEUXCT4n3CsH3x0QMGnjq9MkkdZnqlJxzSO9QtpAlxi4w7ukS9+qRBd3JCoumXSXzKgnf5e7fvLjN795bJaRRO2mSBmYxuQgySkZAN1BUsglQxgrFcLCs3bk8JYiwdYAE7oJU0UV6TqXdXAOBaEWiQb7qmA0LkQ4O8dAg9nYVfI4PUYXgLJhHwg8lBWU5ql5DAoliJGgWZOS6ZqO60L44ksO0nz/KtQsTr1RG+mkrRaHy1vMKTZQaQ2quDVwirLKVzCaN0lkpRVi4vM1asTpnsSDnUqCgbCkJnQHYoZ0+lTEixOpNLSlkqhcUgSJFQoEnzEryieFZm4fb37iv9PeJvn/K6S0t/mZRy6RJ1BvEqHOuDfKmj60kLo8DS6DKza5f47VrhZlBU/S0RbYFWJ1jJa0IV7Ykn1USISIurOgtWlb3p3k2lu3pNmVy2zDkIAJ6HgIkqjbymFUjDGSGCjg6CNWRixichYjVtFiwJyWQLJoPO4jaU0FDJbDVNkzYaSOy2krahna9blFDLQT8mJiNRwnngnnvKhtWryhrJjE5tRRCIFRBMaxExhfWPrgHjv0nRkcPCKNnp9jGrNLy0vLNEirBsqS1LWF7Bqg2xLjPTWFBqqDjWSsSxvpNq6P7y5WXi8CMddyF5Q5H2Cu/+HaXct62UbXtKwTL24V2KhzXrLxWjUsSVK0rnoFVlYsVS1a1KxkIJYv2dO0u57dbS2Tft+k1ILtTTI4D4YWTAGlpXVLFJKfWkrYxptSiJ3hUb7y7HPPYkCyF5XfT3L4HDDj+8/GTTpnLw/feVo9auRYvCYqA8VfncAjkkWsOkX8ChiFg3KSDWQ21lhcphfUbDWGeZrJmHZenEPlm8ffvKzBIpBHn8KU8lyeAoT01Ko9tiQVvKWLjSTUtJ791W+jdvKp0tOzQcqkxZuSIl99RAOLj+lMxXT+Zwt6yrFLR/8OpSDlkjXgTXduAtkbHCyop3LPKE+EHpGIqZjsFfT3zD06SmEUMKiDJS6b2q1JrDjzDp73znO+XLX/5yWbVqVXnSk57k6y//8i/LWgl369atjj/xiU8sf/AHf1Ae//jHl3tkAejBwD7lKU9ps/eICR9yyCFly7at5Qi1H21o5aJFpBj+Rxn05ymDtUx5ANqa6iaN60xjxWSJpBDKEbbS1WBdhkLNo3qyMtN7pqysGkuFLjgp24QLRNQa6mSlJpi7qQxbHZLT7ZHi3nRP6dx4T5nYIwvYlJ0AY3ys6x4p4b3bS0/43cPWls5qKRxlVjejsqgpTDN/jZE3FLIack0zwmprbqAhGMYrgfD75a4Htpa1xz3KjKNUV111lclfd9115dBDDy0HHHCA46tXry6koYC4H/7wh2W5TD1K+Md//MdlJyb5Eeru3rO3PHbNKjcO4t0uhfrmtskyja4hE1oJxdCfF35KZAKfQ5sXNzS4FRSDpMbcNVEmpIBo08yUCOxTvGh43bPElkVrGdODrmyArB30UGjRWa4hcHq3430s58b7S+f2LVJ04UxoeFX5py7rlV+asPrA4ZzOC5ede2Q9xVf/gNJZs6JWiqKw3CpPyt9hwUQnYn6J9VMdvEgRcxOabsDbZLeaZJBSGdHitjvuuOPK5s2by9Oe9rRyuIaYiy66qDz1qU8tN954o9PAfe5zn1uOOuqo8tWvfrX8/u//frnkkkvKmWee2SbziAoz7FiKur3sx2vKF7csKy8+YXVZscTqt39ZYJG4Rp1GwsblCIiyhalpsqzl7XRswc7dg/yyspSjdbXcG27bVQ7Ysrd8dP1UOXX5sA60wAZBWcH+/ds1mdPwv1LzRDk6m+fQ0mgkgH5ZIZlypLGTcjL/83xw6pofaiHWEorCP954V1n5y8c1BR144IFNeDEwXgLbtz5QprFYVZbXXnttOWf9+vKfbl1Zrp88sHz5/CM13xmP+7OUeuEtO8ubvnJXueGXdrkuHTHNapU5pueFsqoa50tPHamP8WJbRRaQ4bg/tafsu/0npUypl0h/kYW7YZUJVpZ05q2TXrhpHkhPydVaCgLzaYuohIMOkvD+y78tJ5x4UmYv+mMksPLu75fDX/e/ygOaF+OQ3w6tAj54z7Ky+3U/H8oH3+f/8qry8aNXlw/cvq28tiPrtnZl6RwsC4cCjjp0RxrV2T2l6cEewaB0GmYbxQMh5qYegjXkIpdJbQexUEIZPQf0VgzzjywAAgLE4aF8Bz3rlZm76I+RwKrvftyLr4Hc+uXWOuLJSPxcuccdsrTc++OZMj2tLRmtejtbd5fJ4w4tXW2/jHUoyQ7BrlE+1o75H+pjy1e1Cv2qOsZCif1Kcqx1WhSjjKG5QgYRQVqYVREp+IEHHigf+chHCI51t99+e/nWt741Nu+RkRgyS9l522Ok4h//+MfLn/zJn5QNGzaUH/3oR+W8887zjsLNN99syPvvv7/cfffd5WMf+1j58z//c6cB/41vfKNceOGFXuBt3LhxKB+gO+64w/Nywt/73vfw7DZpSwi3ffv2skubxD/4wQ8c37FjR+Fiq2Sc62sYZaWrDU0NrQpv1j4hSjKXm9LCBnipjy0gOgQs+qRhm+0g+8wJyVMyehc7n4IjQelxk9/0ZIhUd80117gSGR/1EdINN9xQbrvtNq+cs4LPeMYzyt/8zd+Uj370o+Xggw8eRfuFidNXU26uFMIfcS9/+cvLy172svKc5zynED7nnHPKF77whfKa17ymPPvZz7Yife5znytvetObyuWXX95gI1cU7yUveUn5rd/6rXLqqac2+e94xzvUdlHWq171qnLMMceU97znPZb3u9/9bivmd7/7XZcD3hlnnFG2bNli2i9+8YvLYx/72KacDHSWaIV9xLoywx7hutWlv2Ovn7Zk/iyfymt1LQFElviBJ/MFb/VyrmDsSz6DwYEUA2mclhpnL24IKhuFOvLII2eV3U447LDDNG88qDzhCU/w9szzn//8sl6TcfYEv//977dBfwHDwxZwaHHXqi0jxYYNG8o3v/nN8upXv9rbWueff36ZmpoqLF5QiDVr1pTHPe5xLawIvvSlLy233HJLWbFiRZOPdWNXAscohVLj45D/r/3ar1nBaVPiKB9tAZ25XJ9Nac3tvMKlI2HB5FCTvJzQvvEkRs6LDeCFZxlYr5QhMuB6wV7T9KxEm5XoIY9deKbI3g1+1WQQ0j3vec/L4Fj/t3/7t8emk3j22WfPmfeLktF0WlWIzXgab5zDYp10Uizq6NB/9Ed/5M7KELlUE/Sjjz7a8vr0pz9t9Gc+85lW0hNOOKH85Cc/Kaeffnp55StfWf7qr/7K+X/4h39YPvShDznt3HPPLR/84AfL+9//fuc9+tGP9nbYEUccUd71rnd5KH/b295WPvGJTxSGe/Z1x7muLGBn654yeeTaMrNFk9nDl8W2CQ+rtQpGL6RPLSezpTpLbashAyAgsHeyhZ4Xpl4xHOM6U9dfK31TYVoWc/Fc89pbbi1LDo2hkiHz1gvevbgIsbjmvrEI6T7zP5Qt2sTHYck2HHVCOeuKFWXf7xw/N+I/c87Xv/51Ky8PFBbq/vTb95feP/2ovKWztUzftUUKqAMGWoD0pZRsu0wcfVBZetLRpbtej+OWaBnBvM5Kqacz01o5y3jl8JtTA8om3O6kpHlrKoAG4zV7ho2mVksI8KKbXwKIKuWGP8mz0Qfpdu/erUac9hDM0MqjtJUrhzeMIUne1VdfXZ785Ce7BOaLTPTzqVTizjfyvO997/PQzdSKhwxt19MjGx+XOv3YeEas4bijLZnu0etKf+feMn3rJm2naJ54mJ4L2zFMVx1SfJwCApYKmXLyPmBmYFZjlA5NzZiTF28LkEDMAS03KeCUNlzVxxs8rBFPkljl8qSIOR4r1te97nXlAx/4gE6tTPpRJnAsTHi+zjN4Fg633nprYejGXXzxxX7itEwnbq644govDPdytk744PI4lEekPCrF8rHC5tEojsXJtm3bytOf/nQP4Z/5zGfKa1/7Wue1b90DluvUzYGlv1mPUKRbnQNXlt5928skhxAOkdLt1d6f8iYOTQUUNiPpjC4/dovhNxUO2ql07bRJHy7Upk2nq2d1PfZqBhNpM7RoAS2GhdxGLWA+103cyy67zHO1X//1Xy9YOg55oCwoCgsQFOPEE09sHmGirDx3R6lY1P3pn/5pefvb3+5V8Ic//OFy5ZVXencBxWPhwpYKj0eZS7K9Ay7zw2OPPbY85jGPKczhWUlTJs/3WVGjDKyqZzmsmeZpPkTKIkRDL3M5n2gRsBcXOmI1cILREN2d1vCpJ0K4tqKNxlMZuxxk7On0qx9+S3OJqxRrK0BByvQWb/uVQEtukt3EyBD8xje+0QrAChdFu/POO02RU0UsPlAYdhE4gYQjjf09Vs1szeRK91GPelT55Cc/6QbmMSnP6tlpYPtlicrEsoIL/dNOO61s2LDBQyz0sbhslyUtFzTmxjDbv2+XtmJ0pGyVntvqBEx37arSWaHFiDadsYbddZoahKGL4VfnFL33qYWsLJmXHgEQixbrU9UtMY+GchxLCqvLmi0F1PEFXXGiwXwJYdEtTAKIKns2PkfeNS41yAyZWLp0v/u7v2uFyXj6L3jBCxxkdYxVY263T8M5SoW79NJLvcpmfsgIxoUVxOXGMnmJy5wSxcRxkIR04meddZbT5rpxkmXmLm3noCTStP72PWXq6jtl/XTI4OgDS5dzgemWazbHAQNNOWYAl/r5KYeDYTn76FZ1aR2Da7YMYuWBBH01gkyMRX8BEggLCCDym8ASzONSKUZBUJ50GU7lI53Gy3SU008ZKkKmE81wu5xR+Io2y+vq5PPSNeJDy1QfOlA5bJ0wLPc5+SKryHYMrk/6Gj0zhm3pkZULpcV2oU92nE+MeqVukax9wAQIoXHWizG8AWrlB6HF+1wSQFQpN3zvBbYs4Fx4DzX9Yx/7mB8OYEkfbsfJ6+6a5VayPtaVTiGFQwF9Gib1C4VbraP6K6SQnIJRNnvLPAuOgTc4C4sXCotu2qgqS/odwP4dDLpYhdgIMvAX7wuSwKDjIr+0QAtCXSAQz5K/rkUJG9IM6S960YsWiPlTgoXuDBNBi3QimhUyGlXVx9NCScK2LRRROjaCn3ZN9jR2qcMXnaQyXNRi7CFIIDvxQ0CdE4XtmHe+853eA+RnDyxI/kUcK+PV2qo5mM3oGFpn84FusT7BzGEa66UfPGEfuWRbNVms6jnQ4Rw+BJOqquCim18Cg2EXsUmuNNLD7Hjc+d73vterYCzshg0bHuYS5idn+7RUw+66NaV7iH6aoc3otvNzYCuX1Mv1rwOxR9YKKbHwc1Rccx4QHWQljJL2+vpZXVU8Clx0C5MAImvkpsj6paz66O0Pn8PiYQH/Od3mPb3Cg1jaHjWxDhBA2dbq9x+Hyupp3peLEOWEE0wcSBUG+qRU4+KHcAwHqaDsRYhjwzcBpyAVGM5bjM0jgYHckN9atdevHNIvr79kU3nvM8c/9J+H2L9I1mV37Snv/+HWsuN0lGey9KR0fb2BoaPhtvB0ZNUyKZ5mbjNacAx2VcxrX7/UQ+Nyi8UKWPUHpWunZ+X04/gYp2fNEivEovqlqPbvt/sqcuUHOZ98vI5AfXtbefYFU+WZR8pq/Ay5lTpI8KYzDjRHHEC4e9dM+Z/XbCt//1T9iH3dctse/+hdRpwnZPodaOnphEw6rxeaCPM8wane+9MZ4BLGc0BoOFHjcGYuWkCk8mDdsAWUBpblaryvPalXPrdpX7lex5rSCpiy917DMtAgyB7XKLISoqHqKjIB2jCEdTmLeVR1lIMqDJWXmdX/0qaZ8tkbd5T/8YxDy4+37iubdfR+y/mrygpOtjSKFBxYHxrGKoHIaqg2ZVU+8ielA1oNaBPg3QlRGMRBrMipgCNlNIiLgdkSQISN3NxYmqxrIk7avz5Mw9N6FEnrQV2xR4i42bhlM2IwEjEVpx2QfZ2rayqJGQplo+Qsx2HdUD3/BrgVti0SHSuj+QE6YPHfqoPQn719X3nqZ+8oL9FPRr9274w7jIiTXR38RtD8DOUlzEP39a6ZeOwGs16EUIAuKuhKPswFPnRWfx4wB3JDdjx1YEzhR9g8JuAH2jQ/ZzqxjrzrBbUTlivn30ogd2KRNEhXgn9rnPnOiZv1Q4pGu/kKrEqnpmUe+K3rN46eLLedu7Lceb+OgQn0v96g3/q2aIu9+V2lmzSHgOlEsDUPjW5HJxo6PV4mI0VkUNfzOk62JsEhZoaoL0ZGJRBtEQ3sPAkv5kSyXpO8Sk2T+gm9yaCrZ6aEZVp4wxXPTqcl+xkuxbPRo9101z/tkG3SKBnWDSXHr8wM4CKBeP5I3nnQqVdAlHLwsk75u2csL5944vLyzuv1rBplzmsMfOLhJ30sOu+zkeY0StdWPODGObhv0l3B+hiuqWyTuxhYiARSbvjhkG/IOIbCSM1cYu1w5OoulEzHLnDN6VDAes0JMy6Dx65ayfJ6jqLrRQdOlO3P1hbLTtHzmxSUTni3LmCYGnDBS/JT60n57hiKR22JJpDg53A+Ed3OYwBIITp9AUTa+I/s8MD6hfBpjGgOT+sknGyc8LnXRlIDEnIKjVldE6RhlTzrh05OV0YFzIl/4jd+ux21g9LZJc62agrAola4HZmrDmGeUviQgcrDGsORZg79pRop9RIkO51F6KxWXbXP6WfDnrQGby6mxZMxHIeS6tjmQ8T8jsKsbma2FbAWGQUv3ueVwJDcLOgq2aoclmUNByFSAoZ7yp+963xS4BFZYJBjSyRpGB6choIC8zjjkb9Xk63rdpbOPWwCa3+PIyw6bGptQ/E0XfUPNRxWOocPUFBOkaG47P3pmFbZLIos8dcrvAKzVWsS1RnElW58vMqEPSsl5wFFY8glUGpq+kNAi5G5JJBKhM9qt1HKIcWbje0GrDBuAjWkG4yILqwHf6Fy8lCKSsbwtZ0IZ3rNHvL6ehXbzO06aPqAIPXyLl75pompFA0zl8ogH3oQIgklZSlMHGsnRSx7Vf5eWdADUECFs1ACNWy+BDqfU+kqgQIqNINGG7Edno/QYl60WVsOTMhjiEKqVcRuWGK1ldRgoTsBA34jc4HwprJoU9qlyUlswL3IcGDk1i4zw7xvsKtX7vZl0mZ4nwsrc7Z4mkuQWD8UjotJGlYQK0lcznNSVvAr0R0S9B9ZzudmTsW7fTIV8IqYPBa58oVdJmdUcGwXkIAmhwJmT67SEeii278EJPDQJvt50jwsIbPA6qxUyDm2YWhAW8rMl+/2VNuwO2EldJOF1SNvFL6FakgBVCp1eFS7muZKnfM7Y03p/2BHmb5pZ+lq2c0Tm47P/AkCZckL/UIxUb68UE69MbUvq9f/ZZ0BXMsWU6xN4CG0RwmjjiRrozx0TPwhEb38XD8k0UVCrqRyYxQaFYfgotuPBGhz5IjDp2P7VbstPGTs9+IpLTt7K3t2UPC03ZgmnQ3bSvFGtyyW8VCodFjAdUvLzCFSnDv1itxl+p3HSj3f5XW79bCpFRBrBx6oWEEUEOXj2i3VWaGhV/O/vtAerJJYz+BH9PWCShF2mJIGLgUpSQ4SF0P7kcCwBUT5JqSEVriqBNnRLVXJFt/H4chP5W2V4lapuJnfyh4Es50SlhzoK+6VcTtdStRZIavnH5WrBJQKS+ehljClclVPcI5nMoq9TPXqSglHHPWpmO5gzoa3+LfSeW8UvnTpOFZsZLbpQCAVEIKLbmESsJyrIiA/rFD29kaObUVQqzSjDek1r72V0uCJhXa4rYzt9Hbj50Yw+aNK2GEe6Kl/zj0Fpcld/zDtsaBC90u5tNrtHyCgI3QK5gFZve1afXgmobpNKJCFjYjHnYy0rCt+lYtBFU/USR+aTMAkZPh2tTJj0Z9fAsMWkOkNv0DzR17UABb6iKxJW7CkRWMINht1hOb8PNZcPf1AAZuNZW1K93pamByl4/UH6Jj9rdp30QGF/vF6++nBGmd7e6WAMCsOYEIjuFcjjSop3nIoIWB0QBx+GjUn1NvQk5B2RhPOSjYJi4G5JNAWVVoBhleG4miGFmYFdqPQSG3k2mgt6EFQcHwshmtAk6bOCxNVr0zCr8443DjVzNyOcrlwW6V0V29WVI/UHrO89E5bVfqH6vW89+kxyL3V+gEqtM4SBebiU/SsgKo3tF1moFHKoDwFtcyqhSuS2howlQiRRbdACVSZ1QYAiVUkjZGnX9iCyAZB9FZAwbkVlECe20GNm3nQwXGyxriyVl2Nr7lrYUvkvRGszuDPbRuFSCdFG52BDsSkgIX3PJOPU3ndVbJ2t+pxyBV3oxmyhFqgasHRuV2KycIDV8H7UkDTgmb74vEecf7kG94+fFXXUtwuE+QUTubjw1jDXDtjMTxWAitW6MSw3JDcqqBzkdG0h2RrxWxRapSu0mhltYJSkqrQKqiVPghCh/Jc5iC5FZJikM8CRAuJ0JCaLY3qH72mlGN1SJWsXdOlt1wW/Bi9GWsV2y0CQOvIY/U7xrmO6mS51zcGZCjJ6x1SUELmK/i8nqMR5BwVHaLyCI/wdqmrrryqkVnKDlk2ilA7NKtiGrLp3DTqqIwrrMVa82h3HD7WJY1G2JXMNUhjdCI2uLfL5KOB3eVsv1XLJqy+nvX2H623HRy7unQ15HYuvVfv/t2uLyPpDQxSQise4LDsOeCAtuswWg9lu0zq0wKNOkRd4ufAAnAPrAhWQpBGEFs0FoNVAigfr8894/FnRMOn3OR7C0ZKiGxTvqk4Rq96024c0h0X/lAYRZUjmaGYrw3xTh+Use3cZpWHSsnZUAOyUQgiepYbZSmM0dmloVYfKuzeN1UmbtDjuvulc1fogzY3bi2dHcwBmdMJVosXHp6ZGcoiWK9gUMQrv8SzTMLmlrx6Dc0BAURAPj/WRhTxRTdbAql8vHkKC5jCHlYCZB1DJ75lmw3p1p9N1yk00BwOpcOyQmtE/+bAGE42D6hMMwQrLKXmw1mT1+0qkz/UYYXtst7aoJ7sriiTN+mTYHdoFexPeaqa+poSH0KEjmnBx4NxwOuihlZAhnR/fkm9gPAx+tZZYwUfDOFHEGxb+RoLaLlGj99w5FFuHPb50hogWy5laBFh4ROJi+8Ey6pJrZrGAdQOZaTBaDiCIuLHZ8qEDg3JZVcb1iYp0/CV3rZEKFxZoeaHIeji9HqNzlLNZWUI7Sh3uSZ7HFho7Tl3lohPj50VLr1KJ+vp6YfK8Q+bRMo1lZ/PhJGLfxXHakrJwYiIHKYPEW6+9rpyiF73tfm+TWXd1D2FV9AuupAAC47bZfGep2H3qgv+j/1bvvbpsurE3zQA7/475qB1kipNoQZgGHaIlJj/oUy0L+1Ym98KhnVrD6s5dANjWOH4TCBPLzRn7+gNXF1tp3C6GprOsyJEiWZIN/BJwY+wytdm9PCrawSBYs5yNQ2PoZrtG/2j0DnHtTVWdq60s9NJU63kfu2fSoaE7wTkOlPXXtMcwmERkm63Prb39/r44B162zrviebN94tubgns2bPH7/JbpleoPeWkk8spjzrBDQ0GryXzlokjite5G0qTDUmD0SYephVCh3wQAJzqbAEVxqLwx1fWUUA/q1WaVCPShQwdxjOULZ2VhfQoVvt7+8r0P23Vbow2n/UBbL9UnWe+VTkaJaIfofA8quOExXqtjo/Ut0OkbbMVUGXDO+Vk/SoDrpPQ3QGUz4peFpCz/MGmTbSAQV6xfFl54Vn/KnoUSCBwaAF0iJuoGNBxHhcmGHUfCY044q5v1/RbFiQohqKKFWGP/oGrHGjg4IFQ0HcSiWXGZSsuuMxPnGgt8cTcCqc6TapcSPKJKPc+hcGjB+PMMxKxI1N0Kw+5UGCyHxS1YjT/1EHkBc4igCcd0IRnKAWM+IBu8mmeoKNFSXCgLNW9zgNtsWq50MaZJoFKJ9OgSTluC4V5jo/RsGLWfUHKji/bwxMLoGElhBZ0XS57gVyc7zPl6sEALsunUASR5m2pElAu8nHwn+FIMTXzJTyTa2hGSf4usWB9IrqNnC86TKFyno2yqSwKGKc7asEiTSMheH4yQKUmFLeCCQRVGfAWOMGnM824U5N5gKsjRF76JBOnxyWUhxxglGbYukfWxoEBdMdKUfmBVrpUOvNREzPNUXhS4zo/CzadUDRgbakYmoRgEPhRndp0SPf30kQLaiZLAdSdyKiDhtLciOQbAVgSmZLpvQUcKpC8MSK1K5hKnx+aVZzkCT9dQ1dzwM7B+mXuRikxr9vluDMdA+VqO/c7pWEFdQawvyKmFA1Ith8JLrfmSCboLM6+0KPDRRr1mHSDYl2qwGDcyqdMxnU/8qFhheNxHiKKyLPgTR8clRBHxskBRjn8KxoWT/lKc7oHJBoMayfrQDnQM+ZDv1kZ4EVChC+XZaLwJ7m68Yfpp5LAbtuRbio0huvR5g6uScfGiC6IjgaRfPpB+aGcg6lNuwzqDUYOY+28DJuGIqasMhgBKYvfcOCgzxfIecd3AJGtPCFgCeEv5BDwRsobm9EnrtSqVivcnZgQqTW0FbL1p1DiJCAHrZr766Xqq1Vj0vVnvpSdLuOg+FICPrJKeVgJK4JOJzpbAPL1j9D9J4TAC+WgpOgl8pXH+E2dsS70GhgObeeneaIiGBgP6smW4q5NxCNvpAEo1zAuXcUKirmH0ig3cewn78Dn0Kq0vme17JTWcpUNPyRjhRSBeEOLEHU2byip4AlTH4NSScWzdJdtOIdctHGFYCvnni+KLiawQh6i6XJDMTy2CMgvBTVDUSb2hUayTNtdU/QQd8dVEP1gVEzyEEHTDhkSCqVYSqKqgJgPEpEX7QwXZFCjAySn02WA9KNg4GLBpFFN7Us+aPBuFM0PfYJGDNABzKOJB+mmoECKaJSmsLVCeGJK9hqpAKZ3RCsgIvx5vuAwRYdzPgqWlWWowUyzESkm3ROFk+wGWeVVOiFy4jCJJU3K0K+5FgYyQUCDfCpIbPCaM4QWvBGCXtg6RUAlEXzhcdLMtVKc5A4WGo3iQgYQthf5xjcBYFU5lA5hkUZjVB4TcVAv0a1lREEQDeJw7yFUScyKA070zJ8S3Wl4WiK5gAMa5ThfJai1XazJUYuAIWQnnFBC+WoTW0dlWI72la5yTQMEyshIO+wDp6IKPRFxm7tzw0PQMDq36kgVsYzKJ64L3XCQWyQ5itIieO9gq9VUDvVGb0IwlTErI8zJZUUc0Y28nKCTlrAww0TfPRlcXbBm9iofwA/4VcWcIFD7A6CqA053+eLLubplvKI29Nx4LXpJO+GCek3F0+Xq6uY/+QijYQrEAUvW2YoWQjNyUt+fn+UGBTdclY+LacnU9VCcRnFfwc+rxQ94pAOPTMJakRou6pSxTBMO9RUiuONcWD/ltOvXDo9DAhzFEi+FvUwLTnF8d+Cap/yoO9YTXdG0QcrKOOUKpDIRx2XlZoWVQIWtDGTiVFbDpwWFAlbFMUOCscTwBtXPELxDxCCE3QLCZzglRxnAJLzLVgLfsGglBj6kxoYg5EzfCLqTAyvmk3YSRFhuMMHZCtB5KxDzrtHvqUAvL5i1VaMkV071sE8Cho/8QYmZR3nRDq2yBA8q0Nk5oeGylAEZaO1TY2a7REOjbMrkGnHgOjV5AsaFRPmjGMTBSRiCOCtSVb6O34AvfgTo+ohe+JQFBVloKSTKCkxYP52VhBCAZhaiYiaE4CKH8kwQhJYjzRUnraETVTDjSkMISTdRzVQVTkBnjsiQrv+Yj4JuQ90CCJpNAvAqx3MSJwbvWSdPGSpNsslVLX132cKlz7pQ+FWsG5//1jwXoZGCq0J1uN5E1zTIM02lK81h0wpeEsVJirSgndVuA1sitrMYVai6SMA+fiqh24gk5wUHjE5sDbmdlBQ8mHzlqSKYDgAKZHbbr+nZZg1UrWvwKgTgGiuHnCqk0qPTYv0El8y7RVUu1o9XwCjPc0DKvuGee8vtu+onvkl4BLtD9W22M449PuYnkgPNa4EqgNDYe0OubSuGuIAjfdRFe7ZzgJztGiVE8ZRtCyO0BlqEGipB1EQMi9K30gi346ZhRRA9YIXJ1XTSCk+dMs3E57tJ+dxZsGwSjMswHaXDNzcuS1LDs5UVgqwFBK3eNYkwb7hnU1mzYUM5cb7ClMcH8fgyz7gPHO8H9ecu+5Lrri5P1xMNLA57mz625LmA5EbTaVLtKYBqRrsOrHQoAmJXcjRE09ykVidaDEeoVGNDGUZlwbB6Mzw9UaDf17EoK46ghD4BnuNJH+utNCzfjDbfUQrhwQ/bTjjDU7SVQQZIz/SCt1bZyotxhjSFqJOxhQiuyoQcPPgxsDqJxw1bMuEAJhqWDeXUyx3B9axkoEWeZMqo4mfBP9GRopNUedzv/d7v+c3rfNyEj+rxSacf//jH7vV8JJkvNPJY7uyzzy58Cf0X1a06SB/qk1R7aENVEoSM81qehq5/lqRbhoZjQRPKwjaKe73gwg/8uNNY6Sph6GFNhGeLC2FQBYkSsWaMhqatlFbR/RwYZTWwECgfJXKQcHSKLM1vP9MHqW2hSKz8hgIprjkuyMGVsOGBNAqEpk7FYPFmJhlGA8rpDqpkpTlZdKEZ+50BBwnzrTy21zwEM3fI1e3JJ5/sT4HyvVs+/cnHj/m4MnG+xA1Bvrj97W9/e9YnPkX7F8at0/NvRFVlHkJraidhSg4hzBAyimMR88QIwevPPmGshVtEFBG8nBtbwbZykGc4W0cBCS8YwA8FgwwkDGcfYrpMlkA4h5ymeC3bOQr3bt9ZZr5/t/b+GDorQtuLAlopAqpw3lLXnuHEWv2W+MxD9YUk9h7FqnilvkQGXMBr1gl5YWW5Cw6F1uW35DMMc+H4dCinOTiAwNcbX//611sh+cAe6VScry3iUMRfZIc4sTX06KYFaoWxEbjMwfeLJ2saGbHqAyoaIkLoA9DVr+HMc4OpMW09A0jhWprQwB0occUSo7aPKKk6QjBFMwdelBaw/X2yXFK+cqu+RXz6EaXDcav9OiQhh0e9NumtCt+/p3T1g6WJk+mo1K/Wh4h4hE8Wp/i+ZOSsel2te1FKXdRRLyfSWNyygJvuuKX86B//L2Qece70X32F5lLeGBiuu6U7nJSx2iYSrv4E5+EG4WYGgPPgJ51hX8pT529hWWj3aEgRGwatUXsoap1KDQO1YiiEHt2hfMtedEZ8eqGVvZBg/94dZc9HLy8dKfM41yidykrnAyGMEp6qKFUMk+s3vrUV8I7P/7dy1r9/b+I9ovxjbr6w/PjI5w3qLCExZNQ2ds92eCDXIVgitk4IHhgUUV6rHQAZ68LysVdmRMGEpbNSYz2qNTFcA2OwKGsMVRQB+AFOANEfbPn47gfHrx6s88FVHV4dQztJ5ZQuy2Y08EjCtEJFIhlqqjmgHme1LGB3ildjPkKdBJqCQwJ+h7PSaG8fyqhi4WBVDM0DOTHgef/SlgvhMhRitSRsJF0dliw1ppnAk8ewqywrDQ1kMKiG88ReuI1S1RzAuvXxGY8fOSbmTgOtigvOkKvWdShtvojQe/fvLL2b7yvdYw/W74mr0rJXypBKbTWFY8/UT0O0z8f2DLNihuFaGdexp+P8CIV6USflDxSwLXz4edWrXoW3IPcP//APzQeYF4QwD9Cb3/xmf018HpAFZTGHfde73lXe//73LwgeoOyM+IhJH5H3sBF6FeqAorE6ZkrNCQcUtaeN4xBrWByeJ8ccrDaWcmkoU0AhaiOgaKlsVi4zMQwHrPfbjI9io/5xiRPTNA3x4xdbiln++I9SBz7kH5QTAeZ8U5/5Xpn60GVl5tKbNdmlbDnVW/tGuuTXjgqfXP7utEp3R2RVrytc7UTIQJNmbTXFoUY+aszVdq95zWva0XnDF154YfniF784L8yDybz/fv0k66d0rNzf8IY3lDPPPHPBlFIO+Ezo2fOykkjAkpYFjbAt9BS8qNPQ6ejU0fOxnu2chJjfZ9hKB36bRg5pmT/OD/iqhOMAFpom1vv37Sj7vnhNmbn8J/5a0sSxOhlPvXGwCa90Rvl0UobaHi+9b+qtbqg8/lyXaukRGIrKnsFQrzfhemMlvBC3efPm8p73vOdh2xc8/vjjC9dP6/ia5N/+7d+2hLF/im0LiJBYDPi3vELFJnLihGNdCBNhs5fFNCbaoSqeYN02Lg4FlEUDYMTRRm6U2liEgUsly3iUBZ1w7XyjNlmzy0gcfHIb0FYG9Mc6fVhn+svX2+p19b6YJS88rXRPOTI6IggQRBltABVx8Uw/HDBJy0U3Pt7tzgwKObKiPf2cYNYixFj1tlAlSEV9uJ6QPBjL2+Z3XPilL33puOQ509rTEHquBhg5hIrCRUO5NyvVcxyaFCVEqmQLJ6DirpTGpeI0CWMCqXTZEbCkVsoWbCqM093u0eDZ2C3QVtDMteIKqj4zd24tff0WeOJY/YhK9WjcXr3K9yvXl32X3Khfxk2WJb9xWpl80rGxaq7LBNYT0KDOPjJnZVQnVKflfKKHYs4oyiEz5rmhhGENSZ1XAY2pG08+1q1bl9Gfymdo/VmkddNNN7lebQWkgXHcHapxZkAMN5ELhMIIn8bIRqlBoEgCNrOAX6iDn/bPJGbjtbmYnTtfCt992/fRb5Xexq1l6b95Qpl84rGhYHv1hoyLf1SmvnSt40vOO6VMPvU4/TwzlClpuj7UqiohCtyZZC7sD3CFdUxg+3Tj+NkGu85IpotGsgmdPa4NPzonbOeNC1933XVOfjg2qPfu1TFxuY0bN9p/KLfrr79+LBqPFkfd1q1bnZRysCJK4TzsKgeFsxa5vRGjAjJ7VkYagbkNCqoLWONpiHYjMUeKE7xRrBJz4REJw3csXNvKpVUEajRsWKOrA1A+RkyN2tfvO2jugRt0hEzraBume/RavxFh3/++skx/5Qb9PmRb6f3d9WXPp75X+stk+V5wcpl82mzlgwYUVaKKlDSYm6iOnUl9iIfX/erDPB2vkJVehefHmvqNcQ8lhU/hs4a28uWTEOI4vsx90UUX+clIpAzff6ifbK5evdrW8Wtf+1o54ogj/Mz4rrvuKldccYUf45199tnDSHPEvvnNbxZ+1oijEREqP/xetWpVQal5FLhQWpdcconxUaDPfe5z5fzzzy/r168vKDSWhCHtggsuKO94xzsabvhh+dRU/Bp7SA7Izm1Ig0akbRU9F1S6eU5qDQ7iDZ2IBmgBEAzCTsw6J23qj8u4I9xIr+U1aZnsBq3lqWSTEC/zuc7KpVKwUzyFmP7GTWXqC1eXiR/cWXq3bTHLS5776DJ59gmlwyda53AUEStwQqx5xYhkzBaTF2/gVUFwYKIjBeTq75O8NUyb7aFeD4Lchg0bGtMfKcP3U089tbziFa/w17v/7M/+zAr7+c9/vpx++unllltuKX/91389jDBP7KyzzvIKnMUMK2ks13e/+93yjW98oxyitzSgVAt14HOdeOKJbsDLLrvMjxKhQfrOncP7nCgfbql+z4sbJwvSLWg1vsNVCVAQK4l8r3wrXMLk4sVIC7glvVE/FRLlwxEfhhkQNz8VZpA6d6hzyKqy5LxTy+TzT7Imzfxgoz5es6+gfEt+RTJcG49dx1JAy2MiaIVlNEBQ5qHymnikdWX5WPRimXPV3Jm55ab+B/7fRbYyAO+44D+Xk/7jRxLP/rg54G233VYuvvhiK2EbePv27YXnxpykOfzww9tZDu9vDggeFguG3/jGN5a/+Iu/mEUjE8bRSnwsXj6zZipBfN++fWWt3vqQjZTKBz2mDY/fcXm5dOJxJg/ss049zVYn4RtFQMo2MQKtytD8ZpokXT5MqjwfRNAxKQUqDls7EfYwD6zq2lYqwoOyBCDHQVMaOIxJVXznoJSyLB7mwQMqIXnUX5XWsLppfjf1pZvKxNEHl6Uv1Fep66Zyf+feMn3pLWXmsltK97HrbRk7q6JTJmr6fa2O93748lKOX12WnHmElSoWaCik9iX1MWsvQNgvVF3onPxU1Nsuy/SqN29niZrSfBrmSB09SmEAPOr27NldRvflGH7PO++8WengAotFGcUhbxwt0tOBl3PIt771rWNpJOw4Wm38Xbt2JWjjJ+2Nd95Z9k7tLcuWLrO/dKnmLhJWymHT3fqU0Ck092xHk7ZzLHwOc0iwNHg0ecD4p5F8jXDIjVIYygwaqTjiCZflmX7NG8aaIwZspTEHhJMZZpc864Qy+YRjYsjVyndeJ4Y8xKJjtXqepkgGPJlRJXxlx6JL2PopmZkx9eC35vo9VKec86/OLBdednk56PAjyuG/+Y4y9dX/PlQ2s6OYog8lP+TIzwIt1nN6IYVd+J3yg8e/rMzIEt4u6/7kkzU3GuNSEUazUMKYCyF3dWIsEcMT8yEJW7lCUXwuAqMEa9y4om2LWGmpBLfv3HpFWQ/BaZXbOZjPJ+3HuQ7UpVpcaaCHVCVZKVP5RAZQg9fqB2UiugTnA6nLZXVecvYzyy13bizXaDuiv0Kv5NCfz7OZwADBWm5hGt/0UhBAzXYu3vSG84COPDPjTJppPioBacwstBI1VpIjDSHIBZgyMu7UehNIlmdUrY6POGx9edavviAaXGAoAA4FSPJWhiy/+g2cgd3fIR5DEb5ZgBbDrfJJE22ocsc6OJHyCMbNiCFzJXnpKI4Fa4U2XMAOuEvcyGxASJZzHcRMb9POwqmWjg4WPCgnAr27tXe4XV9ZUhf2KWxNASaYAoh3+hzrb6rR05sUqDfSoFOyWubDIjy6tJO2DtnZDUceUbgsYBFhOPYcE2o883MhURAEUujt3h+UW3d+RY0TJ1QegeDP5ZLmaH7igM/WEXMNKudhT76tD/MPN2A+IVW+y0UgqrTy2qMhtHzKBI7Aw5moooQzjWTi41yFId88VDJ4pOUFrZQrZBwWUHYA0lxoFOxopA0gYM2KJz+KrYUNoCuRoYThCK/z0MKip/N8PlK1dEgFhmHniPW37Sn9Hdq1WI3yZg3hDGtP3UCkcipLw6zjpNPJGKKlS+50emQ3q3QEk8KBZNCCMA2oqxkGKndRWo2M8SBgXuBguJ8OQSvPygO9kO5Q9oOKQEtWxrxH8RKN4ghEoUxPmm7iWmYoCVVFcLXTgFfDiZO+amUHpHs6xk1C9sY0nUSXWwAZqOBYNIaMqW92uCw36aaf+cRpj5/WcZJlQguH7mGaeEyxHSxH3ZH7LMk4U3LDD0cd+kWv8V29tHR/KYZro8IdddSNN1Mgjez0WHyUb1r5XRGYEAwnYWb0BjY9CaGxBiVkhYMdlE4FS2NtNlHAEQccDn9AJcJBQ/cK1DQoCE2laza1II0sXcAmL07MG+TI40+VqaQjt+KHMOOUSIMGoCbH7oUKoiBJHyoMD4BYgBWJKYitO3HBx5Eo+I3ySQYnlEdcK8KBS6oiQhI2r9JVU+hKXJ8KYc4ErG7Jg8slEXrcUGLh1yRSTHMgoUgavQe9SqddRotQd61Wt6ccMopqubcTkz9Ti+o5m/rAmI6xqIPBIxAAyHe9w2CxoEOqKGJf73Hhx1ChanrwoZ2BGe0F2gIi0HRBDHqyGa5ty/qJ+FxuNCcpoihVpC0BwmtCRNir71oBV4SCajxpDzCSi8wxcCZaFvTUUZdFkpUWDSVxTx0HnPUFpsXLEOkkanzl6N+TDvV6voVrS8gWBA3hS7Q8LMVL4VGY5re8yYOqZR4Vb9mGmHpYngk4l59yGeJ0GDjrNpzaxEyh3pIamdYJ5EFdZM6xSe7q0ANQDPOHS99h6ulacU5QHbunrRo10tghGKG496G5ScoFJOFWxYA1jNJqsr1sMDhMKk6LKJYBROOKRvY24g4rJxpN9GUNrLCtxqZhULLApwTBKZ+ywYwyI6ZIOANnJPyEaPvDEIo1dIPqGDKVWJYvOPV+zhJ6Hl2tRHQKSop9PerEZUshObFlo6jrDVTP7QB0LZHhXTFgFuJoMruFIrSIUgQXJFxm5jlBN/+rggKKFnaGeQ8MCESa+RAP+FhPhmR3PH0g0dswIbYsgQq6OUVHQkEJEUz9Y6gyJcCzYlDmSsEw5rvUTEI5BFIv4KzgCngohKksXmFPUUUOU8KcISZOAWA4ioJH8WV+nKWGVFwt70IRCqIJGdSORF2icPdks+1GF1UIMyzLg7adANrxKJsOodGB+R2Z/EQxoN0BCNtaCphzcTNs9PLyn33IgE3okCTD0YQeDfawjiYciz5IdTSHig/RwK9kXwuwYQBYMrGndMvRNCsTLS+4j6q1koeC1JVRgPajzcwKEDVgT9nJR3CPZDUAI69gh8q605mCqmyWuUEbcvJ5Fmye9Fti6tTT5rq2yoOYgcQMFcowZHKuhLkkJytlIMFGQ6sAhBCoDfOGGb3VisGKg56VV4ahTyI8kC6aA6IDGEi64gRQOLvgzDRrysCjLNGsdcOPugwgmlDNq1rRJDcBeDIdSgqa7gwuAarwjEypQlg3v7STXQRkxAWAHLIOCylryXypxmncWKyIT8qCJKQfdhd8JNloYcVcrUGBDLuGFO8pd/gyb0YmF/igFy2b+MKhDqoTwy1509S1tq8toHGViYumUcBWTyQp1LR0w1cZjgKMi8wIC3ahzo9lsFiilg0CLuW7mKxsJdkuJstAGFlkU+k2C0OMBnWIW3hJZIxPvhUlibdhKiNZTPJK3FmZoTjbRfH2BEHJWvT1ujXopjYl+VElhCZXWHNUuWkVUh9GZ+6tNg650Fq22iZykbEr4nIrSBgeKtwAKZC2YBaHLMiUKKWb0SPOnh6Nsm9IklfBiThQBLKSAaWqfFKQcJTpWBWmMnEpTQWt8TVecw1iMKob3dvydaORVgFdKj1E+KZjWIg2JFoBVpeDqOcWg2gTAoRhBitimk1OJRtMNKmGkcJExVt1FUQbn06UWw3AYvHoCNExgjH4YyuUkYSXO3oFSdy4AQNNlDCV3jSiiZ1m4RiUHBw8jYac8aBvUR9oiTZthix0kU6qdYJ0IMiW7zrJn2FruMLFyXDqLiCPSrRfKJnrrh8qcQLa21JqU0nLuD45OFA8ihnvgIEBYQ0BBGtDSRFJuMp8G8JklBAVqhSqx9ZKunZJrWRlJ4UQCPAIrw1vGgOwCjiAaGcN1Ul0nIdgLUzFFAazHc80ynGesNpydEnC510u9CHnavWrI0Y8KtADe+jzIvVobHyG4XS2npV2ptUGaKI/bSD4HlDxMI/lgxdXQHkIo+XcmYijRIyfgsWZFmbOxiNsjLNq/ozmw9PaemEPkLmvk0VD0hgpweQibfa8A6GFMA32EG8wG33DxIYVh0IpZIQvcBpHdqOR5ITytRUAWMBCNG3fiVFmFU6kDO5WNKOEEjIIegjVgYPMs+DBR7uqq2oaMSXH22NpJIGJG1dLEb4kwCKDBUi4qB2WogrY9aNckyfbINwG5YE7HCNlP85MBAy4gR8hDBc6RN38Q3LyBU/Ylk2+T/fQRgLUWkILVFgLvTDv4FcWGJFiCqI+h+yUobtHo5gXa16IYOzAqkEoeNNQ3TA1vI5fATMooY3igs1wZQDP+FRCV6Ix3HTV+1UbCTgLDcYDX6tFWg2Oq3PjOk20oKsbPviGTUD7wuvoMRG0GQaQah3iTBElgJYcNNxrlW/BV36SX6CAQRmaYRJywg/Q4Acgr1zhWWGz7k4ChVj9urVESRyXabc03dCqKT+RNFTpNDNnCeHBP+hWHXCWIMzQfZN/TJXKoZT5XLZDb9uu0tumV6xQnlzcRcL0lCq/59foVmriwU+VWnIBhxLZHYmtIvGntiS9w6O9dSvEN51VyaTjw6FOSLuexleizCkbBJQeDKgiACczfJJBkhYDQCmDHgujurzPVZkKEtAIWiZC4oirVJyKcM2WEiNMcoUIJpxPKg7opBvwguUf/MgFojroKN281iQ8ks0kpCSSGm5BJAftpKEwOJRnfqKYGlb90xrW9CgwyrKSGAkWKoA9Gk8ZaijdoqzGI11JSc8yI9JODJSF3nvbd5eZ+3QeybQGWLVIU87wIDdC49JH0zhl3dEzYr6maVkJgOpiBPwNGSskdQ0XQ7CphPJF5SQUdE2PT/h0hCPqdd4TFIt9732xBTMofqAUKkgYmdOECZCjjGg+9wkSG1ebtYkPBRAYjS+/rTyUNg6P8sMKqUzhRfG+D8hWmpYQqdAGlnQckquupjT1avMAiEuoHThxhnwRgE8bs8oP1Bsj6QKiJtFwyvXpFzKSj+QCyhDMdOL7cZabYCDh+rVp7Qf3QWUHXUYL6oFvxwEEL0pk/bUSDoupOSCCNEjDmMAZeh1H+9JS4CtKRq03QQtVGTQc9SILmjj3dKUbPJKCBsoNQMVvGrMKxnhkt+kAX13Qjfwsn1Ki+QBSSAV49QXT5i+xWz55LVdZNDzJmQsf5qXCR42U5pUsQhYk86MRekk6kwUhHMlbq0cLgvpRSLWcLp8kNxryROYM0wLSfwxnwSVvQIAu6HGPdEfH3CqWcuaHG4P64JKoE1fLZXtGncWtGM+qayseyIqQiJhJKofZVB4783bUlmCFAysbgww3QNIwwly32QzmRmywMpxvBYgWMEEqkJWyYpDqxoAbOG5qZHijRkuJy+CYjCylZgVs6575ITjFLDUK0lXrCa4k5PKj17YIZLAhBFpsTocpNLLpme8WXKAqlcYiMpIHCySGko5kkvVQXco26yh+GxkvkGbwS+dB0Qa+OyzSYn6rTkebaxtG4FGbpiCQrHOe4KJxOWbTg0Pk8GIZwLBDomO8iA14Fc4gUkPGRHyOJ5NEvJdX+ckKwGIUBqtB33eRaQuHPNNIYMdopnSVt6QPv5k1znfBUWZ2riihTTPyQfcoMJYijPJfOwd0PcQYK/p0lg9v7v3iNdAiB/zKT4IOMhRKxoYys3btzHa4Dazy9Gu17sEHlO6BB3gx0ef1JFt26MVE8eP1/UirIUYJ8MoLi7DghPnLV80xYNAScOdFyGjFsuERGVcUjBKm/chKIFKFJTB2tvl6YswdFTYmtxBC0rSSSKdZBI91knoqUua7IUSH9KxcvhTbaZRtYGalWGLaF76UGAiNIIAjaVYZSnNtK7+KGg7fZGCiOuOTWwUrYs6hyMQaWt2LP4OTLWLIE05JJt48LfHqU7kagVh5QtZrZMHUEsx3tBfTI6UKiKfnEj7UWw6koBFK0MqaFdQ0YsXSMvGoY8rE4Qe7I7Hg9A/Nj1lfevdsKTM33lF6O3apLNHdj+syHRE/wLLKj8YhTJ3hmfkhrPM+L7lUQPxsmNTQzIt0hAMDg8o2OJ4QojzBHV6wOgxLozWdP0CH7sZr8UEmZScfDfAwG7WszI0ys2SznFlz+CnWsWXNgUOy8dgtmMch+sZFBV0f+HJUmS0Ig7qhkymXEh1zIIfEBLwSMmbeQOYapZz5A7+j34JY+Y46tMxskrLdsan0d+8pXf2CrXvUYTq8uk7LAnF0w636yWb8fnqAPRKSLPbxG+8ZapjDBgAACi1JREFUlEwXixGBzKgzMKpyWFVnEIIzFJAKDSoFQFXCefhOeBorFHOYiah6VN5kFIxHNApkeBilFYueE2xHMg3VduPKpJwRsPnFT73bRCmE+ozQAaYRRYUZxcu44URDQmxTnhU2nMtvKA/BhCUNMkDQYSFLeDxlUrmS3ngoAYxxqvNBa0pXlq+36YEyfe0tUr54K8VM0Z7hA3qVr4bS7qEH6R0ta0u5+75562cRqXgkSTuxX4ove2ojjQ+rKCeVkmLPZpbJ4WgycHEN6pBppMRjpGhU7xFCQ5dXeBCjUEX9HHGkyIFChfJ7YzllKdric5ajpCwfP2iMAlYYN47KrsKAmFkAr1ImDp320JkwCCPzyCdMmt0Qc5VaqxxgDC+fXPMJDlfSwY9MeeqACntEJY16So4e1mqRpKaL4rHAyAAA2g4ewwcuyzfhERoMiRNr10g42h7ZiOUL5QPPZe/TkbK77jON7lodxWcInccxbE8uW1Yml2tI15ySq6ufvNrX64/ZC2QI9jCsMj0Ej6dHJQY5qSRRucggLdMHkMMhBEFruxcrK4dfqpHkGwEhfATZIrE/+i3QWUHjmsfaCNFas+DmTGgLIMPpVyTKMP9KH8oaiowvIUHMZxUGYZTCUrBexfnI0EUEOZ7WQJogpUsJZ3yML3osPmRB9KP1OYbXKS1GmBPycqIFyNAfo+a5t5jlR2BsUzHb45znqIsnIa3UhmVLp41A5SNugUGeKHAILWkoHjTiTnpeCKmtYIEV8MbXjeU5vcPYouUJtGOkGCpLcmry0iQmL0nQWDSonOvUQEbaIDoI1TqRMKtU0TetCk0x8GDLWemTlvUkjEoElmLUqVKImhMf8OfVtixDA9feIxSd8a7NETITlJIylQ4yS05JCDhtDHvjeMUyww0MQgXSyWVOu+jVEuYrUcf6KgtZUCPuOF7V1rX1QynlzFjUXgqoGCaxpjdPASwWJ8cNJB7F4UTXFSLNlVXvgIZ6kfd4ZPVMMXuy4IIdZgCE6ua3+dM8QGTCijTECQgqnOoTYaypC6wZwQjMOCHIRWOmEKzkFohCAqg1SAJRbo1FnVKAWTVhMGvG1XIIenrRSqMBZ/Q7hwThVciUjcXnVHeUGzVKZYgH++JJ8xI/V3XnQzY8K+cCHmlpOPXQ4dpQaiMF+Ah6gnU9nW0Ay800JBPyYC5EVYHkKZ2tFtpu4miteDfrMV17oUFnOEI/YFJb9h7Qe3X0FGxep+zuPvELPLXWkMtHbiZ0MpyW8Us9WwTiRW7JFMyY4RaEgimwdmpToVZikqEVHJYPOVgOxU7mo0FyOB4qM1tQOE26iQi3lRfFVuJuJJUY/y6P/Cyt4ctcZWpQ8J16ZzTrj4/w5Zq8hGn7Ca+0hj0QfKkB5NMYAx4Ud0cKGNJNQjfkbDRuNgqD0zdKmceNb7d5EJosZNzbur3MbLyvTGjFO3ny8WX6zk0xHPO6ksO1AubSu2N6WhlTk5a0GjrtgOefTGLrSMbbUV03zgQy1OOor+SiVbD0lGe7VXqpWE3jB3iTDxjyGecsN2W0hS3EAegI4mgZA8AIwZP5gkYdikZhBsII4hEPPFJcBnRUYUO02BmipfwhV/m24BAWmTWtgSPOVXFpnFztN/uQoEE6y20VQ5KjWbZoZTsk+FzSbsuOMA2buA1/FNoQagKD7BriuyEzN9+hojRyHXZwWXLyatETZ7Vu3V17S1eLis6xemnB3ZtLb8s2DdtzbOS6SG5a3GjYZn45oc++YanNs3hteJcuTnLiBfHCfAr7mh3d8pXN+iGxGQzGuTs/opHTwokVmDZH2e9JPMFG0ylFBbt/2wcgoAya8EojlSKqutRscDUvBBehtFxQ0d1lsTmrWiVMEGpoBkwLuQZV86Y8wvw/JNfu3WYMvofp1eRZ5GPfnHpE4Siyj0HJkshQuA7GrZimW2smULmw1olvMJMLmgyIPD/ub11WejsPqFQGXkeja+cBDb+rNY3QXNDTDnRDq+KOlK27TjjLlkuRNEzPyN+pTekoeEBEoc4eKd2MviHCe2aYN2oUmdShlmevmymnrGZ6EbK2vik86S0XxFSV6XduWFq+snVpedmJB5QltU5DJSxGfr4lcMBs5Zu3QnrV3pDjrVlHzvPOwCHgiGhKWM67alv5lYN65YMnY1roPlJEKbAOI1SLod5x0ZYl5erpleXGlx0l5XuoZmAMB4tJj3gJvP2sg8rTP3tn+dKmPeXcQwfimJxgDigzjwX8wr3dcu6xK618vLKW1+2mZcRfdIsSGJUAb3XgLbZ83vfKK6/022gJp+N93C9/+cutU+jWBXftKeccIqMn68e8cLKPfZRycbR6O1Oo6ng3M18aGqeAORdLH5R2OGnM5Y+DzbT058IlPWHSb6fNh5d5bbzRtHF5CZN+wqRPejuccHP542AzLf25cElPmPTbafPhZV4bbzRtXF7CtH30AuXjG9L5Jty7776rnKz3KkIjHW+75dXNL3zhC5203b/EYOHLt4a1CPGymCU/sQGe39nMW1CX6bEKGt2cbE3Ki/4jXgIoIC9+z9HxcY87w5/0bQuGl8/n+7edrtW191DlMw+c5Pep8r2B3B5kIYrirVy50kpIYYtuUQJtCeTo2E7L8Kc+9alyyimnjP3ilW0diqi/5nfBsX+V6GHmsXqp5YsKOJDNYmh+CbztbW8r55xzTjnttNNmfZVA47P3LP0EBwsY4y57M7jWGKwYSudnhLKGaWYNtnhblMA8Ejj33HPLc57znNnKJxysXvFXAxzSIoQEzkhphB1WP32ZSUMwSriofPNIezGrkUB+3erJT35yo3x8ImNo/cBjSL0lAcfzen+mQRrGNHDoqBcfnIFgKuCiElpmi7d5JPDJT37SK+BUOFbDN99yc3nlv3tlg8Vvp320SzrHcGwF9BEgJRyzrFd2T4cdZHWTH8lrsBcDixKYRwJvectb5skt1q1jlmivTwtf//QUBfQSGDRF3nz07nLcdx4ojzloaXnFY0cewcxLejFzUQLzS+Bj120v7/v+lnLjKdpbZgTmMbGMnk/D8EMRhtg1E73ytdO2lrdcNV1efbF0c9EtSuBhksCz10yVrz96W1nLL/XQPg3FeJ3dl/6jznzr8KMWG/5dK9+RYOHBn8+k5eKEoZnVMpuGytMWDUqbPh8lId3La2gTllUl7qtWhLkmtPO3ISyCvHMe5HlzGec2jG/aFQ/efLTbdAfEwI35KfwGbWg65PNowRffpiDV3wkJQE+CjUscaeAUjrSgFYkjd8qEGHXjgKYm1o67BOH5+AoAcflFPToLZ3lZhnUrQvmkIR9AkQkOKXNYFbZ4g5aP6Nd9s4CAzeCX+jPnqqiml0fXwGMOL0rOn+ZAMeVIwtSYF0X6PYXUQ3/7dGhUv+CI35/oI9a80cqvERZjvNvPv9URH/aB1wlptu+Ik0+7IsZ9Ov0yyQloeFR5TkfhKKfyS73h+/8D0B4ZuO5QEP8AAAAASUVORK5CYII=

personalchores

pt:o texto multilinha _ ca:multilínia _ pl:wielowiersz _ Reports the part of the first string up to the first instance of the second string inside it. If the second string isn't found, reports the entire first string.

pt:o texto de _ antes de _ ca:part del text _ anterior a _ pl:podciąg _ przed _ Reports the portion of the first input string starting after the first occurrence of the second string. If the second string isn't found in the first string, reports an empty string.

pt:o texto de _ depois de _ ca:part del text _ posterior a _ pl:podciąg _ po _ Reports the character position (starting from 1) of the beginning of the first input string inside the second input string. If it's not found, reports 0.

pt:a posição de _ em _ ca:posició de _ en _ pl:pozycja _ w _ Reports the portion of the first input (string) starting at the position given by the second input (counting from 1, like LETTER n OF) and ending at the position given by the third input (also counting from 1). If the third input is empty, reports the portion from the first position to the end of the string. If a position number is negative, counts from the end backward, so -1 is the last character, -2 is the next to last, etc.

pt:o texto de _ entre as posições _ e _ , inclusive ca:part del text _ des de la posició _ fins _ pl:podciąg _ od pozycji _ do pozycji _ włącznie Reports True if the first input string contains the second input string, otherwise false. Comparison is case-independent by default; use USE CASE-INDEPENDENT COMPARISONS to change that.

pt:o texto de _ antes de _ ca:text _ conté _ ? pl:tekst _ zawiera _

completed tasks

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