0
moin alle zusammen
ich weis welche formel ich brauche da bin ich mir sicher nur wie ich die zahlen bei diesem beispiel einsetze weis ich nicht.
fängt man dennoch bei i = 0 an oder ist das wie bei mir richtig also mit i=2?
geht man dann wenn man bei 2 anfäng überhaupt auf 1 runter oder macht das gar keinen sinn?
also im endeffekt bin ich mir mit n und i unsicher was ich da einsetzen soll.
![Freihandzeichnungen
Freihandzeichnungen
Freihandzeichnungen
Freihandzeichnungen
Freihandzeichnungen
Freihandzeichnungen
Freihandzeichnungen




















Freihandzeichnungen](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAzwAAAHlCAIAAAC/Om53AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAP+lSURBVHhe7N0FfBPnGwfwuru7u0KhuLs7DGcD/uiQYcPdneHDGW5DhnsL1Ki7uzepJmnSJP0/6d26Uk09aZ/v+GS599I2uSR3v3vvFdHS0lIRhBBCCCEk2MTI/yOEEEIIIQGGoQ0hhBBCSAhgaEMIIYQQEgLYpg01nHtQDrOEa6Ynb6YrTxYhhBBCqHlgaEMNd+Re1M13SXCnfwdNK0NFbVUZY205RzNlCXFR4gEIIYQQaioY2lCjfPTPevw1zT0oh1wWERETE7UzVuxqqz5jkJGKgiRZihBCCKHGwdDWOhIy6LP2em+ZZTvEVZssEmb5tJL4dFpqDgNeV3RqEbWAGRJfYGmgcHtLVzFRrHVDCCGEmgCGtur945FuoCnbwUKFXG5qS0/4e4VT3x3u01broigFrJl7vbfNtutmp0YWNZ3guPyQhIKEdFpOAUtbVXpYFx0nM2VyHUIIIdRGYWirLCql8MDtSP/ovI6WKpfWdiZLm9Std0mH70Wtn2Y9pb8hWdTmPPmaduRe1OuDvWWlxcmipvAlOOf049jI5EJyuYyRltzj3T3IBYQQQqiNwiE/fuAelDNjtzckNrhvrC1HFDa5198z9TVl23Big82441rYuqnWTZvYwMrTgbmFrKkDDI8vdX6yu8ee+Q5QaG+iRKxFCCGE2jAMbf95+i1txakADpdX9agoJzF/pClR3rQoBazguPwu1k1/0bCFzT34/faHZHKhgrh02ubLIdMHGY3qrksW1QpCGHmPD/06aB5e7AxxsI+zJrxT+25GSEmI/TLchFyNEEIItV0Y2kjX3yRuvxoGd1xteHHq1/EWeuqyZWuaGHFpz1xPuAc28wqnBsTkOZpW05Ls/qcUuP11nDmxWIt7H5Pn7PcZuNoN4jJZVJfDi5wcTHn1agX0kr03I4oY7A0zbCz0FYi1CCGEUBuGoY1n+7Ww4w+ipSTEFo4284mgdrdTn9zXgFzX1KJTiuDWwuCHnPHCM/3A7UhyQRg8dEvRUpEm8lMlX0Nyetiry0jVcWE0No22/3ZkAa3kfyNNh3SuXxda+Nk1Z4O+R+b+MsxkbE89shQhhBBq0zC0iey8Hvb0a5qzufLV9a7nn8VByfKJFsSqSiDbrTwdePllArncIEUMNtyqKUqx2NyIpMLrbxJn7vH+EkK5+zE5MZNOPEbAfQulvPPNqiktmespfAmm5BWVkMs1MNeT/35+4O/TbLRVZepMeBU990yff+g7JLY5Q42XTaj+nUIIIYTannYd2kpLRXb/Ff74S1oHC5VjSztAbILCxWPNrQ0ViQdUVEhnR6cUuQVmn/o7htuILreDO2vB7ZQdnt2WfJh78HtSJn3FRIug2HxXa9Xm6/rQtO5+SJaXkaipIwWEOVox+6V3Brlcg/ufUzovfL/kuN/uG+Ffgv8bm7cWBfQSeL+2XA7Np5Vsnmm7YqIluQIhhBBqB9rvkB/x6bR9tyK+R+Y6mikfXOiUmVv8834fNUWpZ3t71tLnkcHkiIqK1KtmqKo3PpmQP0x05J3MlaUkxK69TjzxMHrLbNvxvfTJRwgwSGObLoas+clq+kAjsuhHrBJut6UfJvU12DjDhiyqziO31A/+Wb0cNXo6qBtq1Z1WX3imn3sWl5LN6G6vvnyCRbXBGiGEEGrD2mloS6MwVpwMiE2jjeymu2WWrZSk2MaLIa+8M+aNNFk8xpyfQfwTM+kn/45RkJXYPseOLGqo8Vu+FdLZbw/3EYq5AyZv97DQV9j3P0dyuWw6hIduqXP/7cLpF507/5Dv7CHGKyc1TU1YTGrRn//EvfPNgvuLxpgtGGVGlCOEEELtSnsMbY+/pB26E8FgcYd10ZnSzyC3kOUTkXvnY7KMlHgxi9PdXv30io7kQ6vzKSD77y+pxGybXWzUzq1yIcobBpIi5MWfh5ksF4bmWc880rddCX20s7uJzn+9Xw/fjXrnm/nqYO8iBvu1T+Yfj6Ihg17f4OpQXd/S+rr+JvH4g2i4A+8L8VnVUpWBW01laRUFST11GUczZQ1lad5DEUIIoTat3YU2yBPL/vAPissnl38ECWBMD72Jfaq5TBkSn+8ZRn3hlZGQQYNFRTmJsT315o80VZJr1DxUK04GuAfn3NvWTSjGrZiyw9PZXHnTTFtyuQzEOAhzyvKS+TRe5wMdNZlVk60GdeI13WuknHzmkLXu5ELNXG3UhnTWrvZdQwghhNqMdhfaVp4OdAvM7mmvrqchW8Rgw4vnckvffM/sZKW6738OtdTZnHwUc+UVr98opJZBnbR/6m8oId7Yy5kxqUUQg/p31Dqy2IksEmxnnsRO6mugpVJ5Kx29HxWZXARB1t5EaXR33Sas+gqIyYtNo8lKi2soS0mK8/rNsLmllHwmtZBVQGMnZ9GjUgrhAVDe21Fj5SRLU13hHgAPIYQQqkk7Cm3fQinnn8UFx+UP7qR9YOF/TbK2XQn1CKNeXd+5ztF04TcwWRzIWORyoz3+krbzetimmbZYS9QYEUmFdz8mP/maZmmgcHdrN7IUIYQQalvaS2i78Dz+7JNYuDO6u+6GGTYVu39CFFNXkmqV3ogPPqfsvRkhLP1GBdw/HumUAtacocbkMkIIIdS2tJfQdvF5vH903qgeusO76JBFAoC4PKqlIv3qYG+yCCGEEEKoOu2uTZugufMh2ScyV1jatCGEEEKotWBoQwghhBASAjj3KEIIIYSQEMDQhhBCCCEkBDC0IYQQQggJAQxtCCGEEEJCAEMbQgghhJAQwNCGEEIIISQEMLQhhBBCCAkBDG0IIYQQQkIAQxtCCCGEkBDA0IYQQgghJAQwtCGEEEIICQEMbQghhBBCQgBDG0IIIYSQEMDQhir741FMEYPNYHK4paVkEUIIIYRam2gpHpjbvW+hlOiUoti0ooikwpRsRjGLQ64QEVGWlzTUktVVk7UyVJg3wpQsRQKGxeb6R+dFpRRSC1jwLzWnOCefKS0lpqMmY2es5Gim3MNenXwoQgghoYWhrV2LTaMdvBPpE0ElFlUVpQw0ZUPjC0b10JWTFpcUF2NzuNRCVnYey1hbbstsW+JhrQuebVYek8niiomJKitIWujJG2rJketaUF5RiYS4qIKsBLncSr6GUN5+z3zumc7h/vBFlpUWl5YUK6CzuWXl1oaKt7d0JVYhhBASUhjaWlQBvURJTpJcEADTdnlFJhdOHWDY3U7dUEuWzuTM3OM90EXr0CIn8hGCARLJjbdJ30Ip5fmyIl11mQEdteBV6GvIkkXN6db7pMsvEiDLwn0THfkrv3dWlm+F9xQ2xbXXibBN4D58qHo4qDuaKb/2zjDVlV881lxLRZp4WEIGPSwhPyypcM0UK6IEIYSQkMLQRoJj20O3lAWjzBTlmr7uZMER3/DEQloxW0NZ+s2h3mRpa7v3KWX/rYjd8xxGdNUhSjZeDHnlnXFqRUdBu5q2+VJIAZ1tZaAgKy2uqSKtKCshKSHGLOHVAsakFIUlFoQmFKgoSL462FtKonmbaULGhaTrYqnqYKoEUfLmu6Qp/QzWT7chV7eUv94mHrsfDXfgnRrXS39QJy24f/tD8qE7kRfXdoKnV/YohBBCbQqGNp6cfObykwERSYVbZtuO76VPljYFSgFLXUkKjqbioiKmegqu1gJ0ND18NyomtejcKhdi0T0oZ8WpgGFddPbOdyBKBMcHv6wBLrxcUhPvCOqio34rJ1nOHmJMFjWbb6EUItQeuB1592Pyjl/sR3fXJVa1jAefU/bejNBVl1nzk3X/DppEIYPJGf77l05WKkeWOBMlCCGE2hjsPcqz7WoYJDa404SJDQ6iO66FDV7jBoFj2gDDKf0NBSqxAUkJUTM9eXJBROTGuyS4bYHQ0wAVE9uF5/F+0bnkwr/efs+EW4MGXR6FtNp96YfJ2z3g32+nA6++SiBX1IBIbNdeJ0Ji6+us2cKJDVx5laCnLntqecfyxAbg+RTQSwZ11iaXBUlgbP7GiyHzDn0/dCcSTmPI0n/BN+WRe+rac0HkMkIIoRpgaBPZdiXUo6xhUBcbNaKkSey/FQG/9ship9qriGqRTyt55Z3x+Eval+AcsqguIfEFcGi89ynloVuqW2A2WVqDEk6piTbZhB+Omj4R1OkDjWyMFImSBqh6PG5y3NLS668TfCJ+CG17boTD690807Zhm7qztepQVx01JWlTXXkJcVH/mDxyRc1OPIyGf7CtNs1s6Quj4YkF6ZTinwYYwLMli0RE4JTjz3/iOlqqDO9CXukWHNffJP5ywCcnnzmyq24HS5WP/lnkChGRmNSiw3ejei//tPuvcGdzFbIUIYRQDcS3b99O3m2X4NALEWdMD73I5MLFY80tDRTIFVVABrrxLskjlBqdWlRAKzHR+e+QWa13vlmBsfnMEi6DxZGRFFdVlCJX8KeAXjJ0rfsH/6yPAdkvvTPe+WayOaVmevLlbbam7vTqZKVK/FpqIevmu6R3flm7/grv10Hz3NM496CcVz6Zw7roqCjU2EY+OqVIRkrczliJzuSsOxckKSG2f4GjrLQ4uboMg8n5FJgdlVJkqV/jliEcfxC95mzQpL4Gcj/+hqb10ivjtU/mT/0NK9YRBscV+Efn9e2gaWukRBbVB7xw2Giju+sO7qw9pLN27bmHVszeezPi3seU7nbqhxY5aSiT7f2bUBGDLSVZ49lUQgbtH4/0SX1+CG0H70TGpdM2TLcx/jeFCwj4fp1/Fjelv+GBBY6z9/m8+Z7pHpxjrqeQmEU//TgWnnZwfP7YXnqbZ9kObOi5DUIItR/tuqbtweeUa68T4ej72ifDQFO2vD1+tYqKOUFx+fDvxtskiAhkac1WTbH6eZgJpYC563r4xG0eM/d4P3RLJdfxQUlO0vPMAO+zAz1PD9gz30FJXvLw3aif9/sQa3PymVEphZm5TLh//U3iqA1fL7+Mv/MhuaOlypqfrPo6866aQQqp/RCuqSwlWnbn8ov4rDzmr+MsKibLdEoxhL/eKz79fj44g1pMllYA2WLpcX+XBe/SKIyAmDx4GvB31ZXql03r63XZZVBXmx8uNC8dZz59oBFs50sv4smi5uEVToW34OnXtAm99U+u6MDni4W0/Tkw2yey8iXdA7cj4VMBd8ISC+CthLcA8s2Erd+IHgY10VKVgduKY+lBQIczBAjovZ00yCLBcOZJLHy/4K1ZP80aFueNMIVvGdzZdjV09ZnAzwHZsOrW5q5bZ9vBmUPZTyCEEKpN+61pe+6ZvvN6uI2R4shuuh8DsmcMNpaSENt4MURaUsyiulolSwOFyX0NDLVkITHoqMm8/Z4JJTJSNdYqjVz/hcXmXv3dFY5MXW3V5KTFIdbc+5wiIyluW59DlLi4qKW+wtieeg6myjffJWmryijJS6w6EwS5bXxvvc2XQx9/SRvVXZfD5SW5BaPM4EX5RuXC8XvXPAdxMSKVVS+3qASCAjxJ+JHhXXR+HW9BrhAReeGZDn/iWyhlRFfdDdNt4OgLkdHWSNG4Qv3i3IPf/WPyDi1yikwqXHs+GErG9dLvYNGMF7kikwuP3o+G92t4lXjdw0Edtgw8SdjU8O6QpfyBX/vaJ9Mnglp7p8urrxK2XgnNLSxZMdFy+QQLUdHatm1FD9xSQxMK/KNz99+KnD2UbDJ4+F4UhOx+HTRXnAp45J7qFpRz5nEsvHHwgVw/3eZ/h31j04p6OlQTwlQUJN/5ZirISnSzI3v4HnsQnZhJ3zrblshzlXyPzP0aStFUkZaX+a9b9NH7UZsuhfhF5cGWLKCXSEs2feUoRMm9NyOGumpDJoNFVgk3IrnQNzKXweJAirUxUrqzpetAF63mqKpECKG2qp3WtA3//cuWy6Ey0uJWBopEw/NXXhlz9vvQGBx7k+oTVRqF0W/l50VH/X4/H7z2HC/Q1N6EC7KFf3TevEPf3/tlwZF43gjTN4d6r/vJ+tyzuPPP4sgH1cornHrq7xi4k1vIuvIqYdkf/taGiuN66e25ERGeWDB7iPH8Q77wJxaPNf9lmAmUwCN3Xg+Lz6AtHWd+4tcOdQ5+ISslLiEmeutdkqmu/NqpvLqQcluvhMHtwYVOW2bZBsXlp2YzYPGD/3+N5I4/iA5LLFg42uyRW+r+25E/9TeEwvqmpfp65Z0Bt7OGGBGLlRD1TFHJvA4lfILNO2St+7RdXkfuRcWn08jSKmALwPv+x6MYIy25Uys6zhlqXK8Jvqb0M1g31Xrf/xzzaSVPv6VByYmH0bDZ4c79zyk97NUhuyRn0eFsYfUUqzMrXb6GUGDb0or/q0urZEBHLc8wcry6L8E5boHZw7roQKYnSio6eCdywRHffTcj/vz3I0ctZEHJjbdJvRw1Fo0x+3m/D3yqY1KLiLVN6KE7r1554WjzzFzmhefxIzd8gVdtoCm7a659X2fNuPSi+jYYQAgh1B6H/IAwtPSEPzFSPAGOl3AM626vPqqbbk3NiYoY7Av/xPftoKGvIaepIiXGR0XL4btRt97zjs0ESFHwy+H3dLNTg2MzWVoDFpvbbckHOKLnFZXAIRxKpg8yWjLW/Oa7pLNPYonHQBZcOs6ipwOvxuXic94lTmNtucGdtcsHVq1dIZ29+69w/5i8PfMdKvZshdAAAdHVRi2viBWXRuNwS+VlJDpbq+pryK75iRygdcXJAPey7hGwHVZOsiwVKT12P/rCmk6drJqxh+y114lqSlI19dY8/Tj20ov4s7+5dLXlt0MJ5PXQhILuduodLVUqNhGrCGLW9qu8CDumh152HhOCV3I2HTadhLiokpykhrL0oUWO/EzJEByXD2cFV9e7PvdIh6wGJZBg/jfKTExUBM4f4P6hRU6Qeq+8TLj+JhF+88W1naqt8QWQsabs8Ly23tXRTHnpcX+PMApxv3ztS68Mcz35kISCOx+S4XdmUIvLH3D0fhQktukDjeCthJMH4vzh6Z6exIXLpkJ8euE7Zaoj/9fbRCiBLTy5rwGES7i/41rYk69pnmcGNPegeggh1Ma0u9D20jtj08UQuLN4jHkHC2UFWYn1fwZP6mcwa3CzDHWRmEn/6J8VEJsPx3hxMVFIh0Zacj8PM4FF8hE12387Mig2T1dNxsFMuZ+zJpEqiGjSwUJleFcdOAoSj2yw8MQCNSVpbdXKIe/3P4Pffs9UV5Iy01OA4Di+t16liRz8o/MgzZjpyffvoAXHe2Ks1+YObTUpZnEO3Yn6+0vqoE5aBxc28VwO5cmmHGwKc315iGsKMhJMNnfDdOuKVx4J8K2qlOo3XgwJjs/v46hx+0MyLM4bYbpwtBl8DCDJQZ7b/rOdX3TePx7pcC7hYqm6frp1TYmNsO58kJy0BLze5ScDIE3CjxPlkGtPPIyGjaCnIbPyVGBOPq/V44huugnptPkjTZXkJeYf8oU4fn6Vy8eA7DOPY2LTaJtm2k7s05RjEwKIiSPWfxETE4WXM7yLzqjuunBGRKyKSimcutMLgvLplR2JEoQQQnxqX6HtuWf6lsuhinISe+Y59HIkGwy5B+UIWgtueEo33iaeX92JXP4Rt7SUn3q+RqrXX2nh0OYWmL3ydODSceaQP0ITCu5+SE7Koo/oqrN7XrMMC+wRRknIoCvJSUDg1lSRrvMq8IpTATn5rJubupDLZVV6fzyKgewCscxcT375BMvyj9yMPd7EpW2gryk7qY/BnH/bvdXie2TugiO+kN0DYvJub+lqbcgbqCUoLv/n/T4Q0eD+C8/0sgeKQLjsZKXiZK4ybYDhnQ/JB+9EwjmDTwQVthusHdxJ+8BCR+KRTYLB5Fx/kwjZEZK0mKjIrnn2w7v8VzP6yC0VtkMBveTk8o5EDTFCCCH+taPQBgeM3TfC4Rh2ZLFT+bUkwXT4blREUuHFtdWHNgH095fUXdfDYcP279hCAzdM2PoNghS5ICKyaIzZglFm5EKrikgunL7La9sc27E9edVX8em0i8/jX3pn/DLMREle0j8mb8fPdhXnKoWk9c43U15GoqeDhoNpPXqoXHoRDychy8ZblG9zYhor4n4XG7Up/QwqDVznFU5dfMwP7kiIi07pZ3jrfRI8q2UT/uuA0kjwBC6/iKcUsIZ10YFoC1HVQFN2bE89+NIlZ9E/+GcnZNBUFaV+n2o9xFUQBwFGCCEB1y5CW1hiwam/YzzDqHAIubreVU2wW0AX0EtGb/w6uLP25pm2ZJHA+xZK+fWE/7qp1lMH8HoktABIBp5hFGohC97NjpYqeuotMVU8Px65px5/GF1EZ0/pb8hkcZ58TVNXkoJgNKaHHvmI5nTzXVJeUQlsEGLahqoikwtho3W0UAmJL1hwxHfhaDP4R65rBIieR+9Fwe1QV22Ig/AEoBBCGyTL8h4VENcm9NafNcSo0qV2hBBCfGr7oY1oQwN34ECyfY4dP23GWxdxqfH0yo7d/x3TQXAkZNDOPImt2m7MJzJ34RHf3yZbNlPTQCGy9Lh/Vzs1v+i8iMQCORmJgS5aghlTXnlnbLwYsnGGzaRGt4z8GJC9+kxg/45aswYbVRrzhc0pjUktgo+NjppMsw4HgxBC7UHb770Fhw1xMdFR3XXPr+ok+IkN/OORbqApK4CJDXwO5I3jWnWcWJmyLrfFLC6x2G5BQPEIoziZKR9f6vzqYO9HO7svHWcumBVLxLmaWK0j+fEDXvIrrwwIf0cWO1WNZRLiojZGisO66GBiQwihxmv7oc3OWMnn3MCdv9jz02Gz1b3yzohOKZrcr7GVH81EuiycFdJKiMVykmVjNzCYNQ4t1k5AorUyUBSKgEK8iYpylfu91pe2qszv060bX12HEEKoTm0/tAmXryG8qetHdK1+KLJWR8y4SnQ8rCi/LAHIyzTjrKNCwT04Z0Q3gZuyvVrEHGhaKo0dDxlin4A3EkUIoTYDQ5sAoRSwnnumD+6s3dwzeDZYNzs1eG5XXiW8880ii8oQg1ZUO41S+wGBm1rImj1EOFr1JWTy+t7qqrfrtwwhhIQLhjYB8t6XNxv6uF4t0c2wwYjOhuvOB228GPLWN/NLcA5kuD8exchKi/f+d+i79un045gFo0zJBYEB8brb0g9vfHgfrYp8IqjmevJ8Tp6BEEJIELS7GREE2cE7kYkZdMEfKf6Vd8aJRzGZ1GJyuczuufbEsK5IoEQmF07bxes9PX2QUU8HdXM9BQhqxIhuS8aazx8pcCkTIYRQTTC0CZCUbAadybYy4I1uL+A43NLHX9Li02ksNldbVXpQJ21jbSHomds+vfTOOPMklpj1H8jLiNOKOTJS4n9t7GKuV/2MqwghhAQQhjaE2j5uaelLrwyfyNzkLHoapdjBRGn6QCNiCFyEEELCAkMbQgghhJAQwI4ICCGEEEJCAEMbQgghhJAQwNCGEEIIISQEMLQhhBBCCAkBDG0IIYQQQkIAQxtCCCGEkBDA0IYQQgghJAQwtCGEEEIICQEMbQghhBBCQgBDG0IIIYSQEMDQhhBCCCEkBDC0IYQQQggJAQxtCCGEEEJCAEMbQgghhJAQwNCGEEIIISQEMLQhhBBCCAkBDG0IIYQQQkIAQxtCCCGEkBDA0IYQQgghJAQwtCGEEEIICQEMbQghhBBCQgBDG0IIIYSQEMDQhhBCCCEkBDC0IYQQQggJAQxtCCGEEEJCAEMbQgghhJAQwNCGEEIIISQEMLQhhBBCCAkBDG0IIYQQQkIAQxtCCCGEkBDA0IYQQgghJAQwtCGEEEIICQEMbQghhBBCQgBDG0IIIYSQEMDQhhBCCCEkBDC0IYQQQggJAQxtCCGEEEJCAEMbQgghhJAQwNCGEEIIISQEMLQhhBBCCAkBDG0IIYQQQkIAQxtCCCGEkBDA0IYQQgghJAQwtCGEEEIICQEMbQghhBBCQgBDG0IIIYSQEMDQhhBCCCEkBDC0IYQQQggJAQxtCCGEEEJCAEMbQgghhJAQwNCGEEIIISQEMLQhhBBCCAkBDG0IIYQQQkIAQxtCCCGEkBDA0IYQQgghJAQwtCGEEEIICQEMbQghhBBCQgBDG0IIIYSQEMDQhhBCCCEkBDC0IYQQQggJAQxtCCGEEEJCAEMbQgghhJAQwNCGEEIIISQEMLQhhBBCCAkBDG0IIYQQQkIAQxtCCCGEkBDA0IYQQgghJAQwtCGEEEIICQEMbQghhBBCQgBDG0IIIYSQEBAtLS0l77Y/8em0yORCLVVpF0tVskgw5BWVSEuKyUqLk8sIIYQQavfaaU2bf3Texosh26+F5RaVeIZRqYUsckXLysxlxqQWkQv/+uCXNWDV5xl7vMllhBBCCKF2GNrSKIzNl0LmHfpuoa9wbb3rtAGGS8aaqylKkatrwCrhkveazslHMcN/d99wIdgrnEoWlTHQkoVb+IvplGKiBCGEEEKofYU2n8jc2Xt9cvJZt7d0nTvchCz9Vz6thLz3o7e+mT2WfXzhlUEuN1ohnb36bNCVVwmLx5ofW9qhq60auaKMlYHixhk2EC6PPYgiixBCCCHU7rWj0PbGJ3PhEd9ejhpnf3OxNlQkS/917XXiiPVfwhILyOV/ZVCLj9yNGt1dd0RXHbKocWjF7LXngj76Z22YYfO/kaYGmrx6tUom9TUY21PvnW/Wt1AKWYQQQgih9q29hDb3oJz1F4IHd9be/rOdqChZWNGkvvryMhLbroQWszhkUZndf4VTC1nTBhqSy43DKuGuOx/sHUHdPMt2cl8DsrQ6ENrg9mtwDrGIEEIIoXauXYS2sMSCjRdDOlio7JprTxZVAYlt8Viz2DTasfvRZJGIyJbLod9CKdvm2FkZVK6ZK/fKO2P/7cjfTgeuOx904Xk8WVqDDRdDPEIpq6dYTeitTxbVAJ6thrJ0SELlmj+EEEIItU/CHdogMB26E7nkuN/Co34rTwfeepdErvjRHw9jONzSTTNtpSRqe73je+kPddW+/znlxENebtt5Pey5Z/ryCRYju+kSD6gK/uilF/H5RSwrA4UuNmoKshLkiupAtvvon7VglNmMQUZkUa2MtOTi0mjkAkIIIYTaN2Edp+1zYPbZJ3EyUmLmegoaylIsNjczlwkZzslMectsO3M9efJxIiK33icdvhu1dqr1tAF1X+KEbLfiZMC3UAoEpqQs+v9Gmi4ea06ua5xrrxMhC47urrvjlxpr+ypZcSrgazDl+/mB5DJCCCGE2jGhDG2Q2J57pk/obdDN7od+lwExeXtuhGupyJxe2ZEsEhGZsPUbvMS/d/Ugl+uSTysZv/lbHq2ko6XKpbWdydLG8Y6gLjrqZ2+iBL9QSpLf2k34kcDYPI/TA8hlhBBCCLVjwnd5tJDO/uCXtXKSZaXEBjpYqPzU39AjjMLmkEkU4l1CBn1crzoakJXjlpZuvxoGic3CQNE/Ou/IvdoG3QiMzf8UkH3jbdLpx7ErTgVUGm6tossvEuB2yVjz7dfCLjyPT8ykE+W1y8orVlOqYwA5hBBCCLUTwhfa8nl1YKqeoVQIWERJag6DuAOYJVwJcdHyVRC84La7feV4V62cfOaqM0GQ83bPc7izpUt3e/Wb75I2XAguj4CV3P+csuZc0LfQnBI2d0hn7UrDrZV77pnuHUGdNsAQbl95Z5x9Evu/w74M5g99VKuKSS2CuOlqw9czRwghhFCbJ3yhzUBTdlwvvWceafHpZH3V+WdxIfH5cAdu4f6UfoblHQ6IPGemq0As1uLa68SZe7ylJcVub+k6oquOmKjo6RUdZw42eu2T+fN+n08B2eTjKtg91/77uYFnVrqsnGRZS2eFZ9/S4XZyP8MVEy3fHu4zqrsupMPM3DpmO3jzPRNuu9upE4sIIYQQaufEt2/fTt4VKvk09uqzgQW0EjqTc/lFvI663CO31IN3IjtYqGyZbSv5b2iLSCoMiMmTlhLXUZNRlJMoLRWJSimEPPTIPdVCX0FJXpJ4GIAfnDnYeHAnbQ1labKIV0Wnbqgp+zEgGx4vJibayaoh88ofexBtpCU3qa9BcBwvU0IKhIRX+5AfYYkFmy+F2hgp/j7NmixCCCGEUPsmrL1HwXPP9IduqZDJiMWOliqDOmlX6iIKL27WXm9ingMZKfHygXPlZSROrejobK5MLNYOfsmTr2kOpkqQ88ii+th4MeSV939TYE3oo795pi25UB2PUMqhu1EJGbSjS5z7ddAkSxFCCCHUvglxaCOsPBWgoyazfroNuVwFt7T06dd0yG2F9BJpKXFNZenO1qo1tT9rJhefx8el0+B5wt+t+qcffE5JzmJAPotMLnQPzoHQBoVrfrKaPpCv4dwQQggh1B4Id2hLzqKP3fzt3rZuDasDExD3Pibvvx1JLoiIjOim+1M/A0czvmoBEUIIIdROCHdou/A8PiQu/8SyDuSy0AqM5XWkUFOUVJSTVFH4r6UdQgghhBBB+HqPVvTSK32Iqza5IMyczZXhn6GWHCY2hBBCCFVLiEPbc890Botby1gbCCGEEEJthhCHtlvvk38ZZkIuIIQQQgi1acIa2t74ZCrISkzpZ0AuI4QQQgi1aUIZ2oLj8p98TVs42pRcRgghhBBq64Sy96hvVG4xi9vTAad4QgghhFB7IfSD6yKEEEIItQfCPeQHQgghhFA7gaENIYQQQkgIYGhDCCGEEBICGNoQQgghhIQAhjaEEEIIISGAoQ0hhBBCSAhgaBMgbA4Ov4IQQgih6mFoExTc0tLuSz8MWeseEJNHFiGEEEII/at9hbYMavGF5/GjNnwdtNqNVswmS1vQ8QfR7kE5WXlMcrkCMVHRt4f76GvILD3hX+0DEEIIIdSetaPQ9uRr2uTtHmefxA7urDW6h24Rg0OuqBm3tHTn9bC4dBq53GhmevIXnse9/Z5JLv9IRUFyzlATBpMDT5UsamZBcfnkverc+ZB8+WUCuYAQQgihVtVeprE68yT24vP47vbqa3+yMtGRpxay1BSlyHU1SKMw9tyIkJQQO77UmSxqEYNWuxnryF1a25lcbh4F9JIdV8Myc5nLJ1p0tlbNpDJFRUV01GSItZHJhQduR9KLOdMGGo7tqUcUIoQQQqgVtYvQdu114omH0RA+ts2xI4vq4hVO3XU9XF9T9sACRxUFSbK0RSw66heakO/+R39yuXlsuBDsGUadO8LkU0C2fzTZik5VUaqPkwbE2Zvvk7rZqe+ea68gK0GsQgghhFDravuXRz8GZENi626vzn9ie+SWuviYX0dLlbO/dawzsTGYnPiar5/Wfv2xWmpKUrRiThGjGZvcfQ7Mfu2T6Wyhcux+NCQ2Vxu18b30J/TW11GTfvI17cqrBGdzleNLnTGxIYQQQoKj7YQ2CE+F9GqCzokH0RA+1v5kTS7X5drrxN03wv830nTXXHsxUVGytIpb75NWng4cs+lrz2UfJ27zOP04llxRwfU3iftvRZALfJOS5L0pzBIusVgLblktqXcE9YVXBjzt388HJ2bSiVW1g1QKt26B2ZP6Gnw42vf8Kpcts20dzZQp+SziASXsuv86QgghhFqS0F8efemd8TU4JzAuPzWbAYt66rLd7NVmDDQy1ZWHxYduqXtuhP822XLWYOOyh1cD8lZQXP7wLjojuursuxXx5GvaiomWc4bW+HjC7r/CcwtZuhqyzubKMpLivRw1qga8jRdD8mklp1d0JJf5s/1a2NOvaW8P91FXqq3VHXHNl7gvLiZqbajY0VJl9RQroqQWATF5cw9+H9ZFR1Jc9JlH+tbZdgNdtI7cj4I/aqwt9+t4C58I6r1PKS8P9NZWlSZ/BiGEEEKtTYhDG4PJmb3PW01J2tFUCbKaqqIkhysSk1r0KSA7n17ycn8veMyio37eEdQPR/vWdJUzOYsOiQ1+5L1flr2JUmYuc+MMm34dNMnVjeMZRl1y3A/iEURACFVkaV2Wnwz4Epzje35QzdV8PJC9PvhnyUiJO5oq93bSgJLPgdmUfNaEPvrEA2py6UU85NSDC50GddJKpxSnU3n9LeLTaRP76K+abCUrLX7sfvRfbxPvbetmoa9A/gxCCCGEWpsQXx6NTSuCPHR+lcuv4y0gqfTvqAUpZNEYs6NLnTKpxRCYINVBYutur15Lu7S8ohIpSTFzPV46CU0ogNxma6xErGq8bnZqO3+xj0ujTdvlte1KaEh8AbmiVuGJBVYGirUnNkAtYE0dYOhkphyXTtt8OXTC1m+/nQ78FkYhV9fMLSgHbrvbq8FtWGLBwiN+kNg2zLDZNNMWEhsUBsXlyctIYGJDCCGEBIoQhzYHU+V5I0zJhQrCEwvhVlNFmlLAa6Glp04OY1Ete1OlwNj8iOTCgwudVky0/ByYveS4X2ZujWPbQsrZfSM8OC4/t5Bs/lW7Ud1172zt+seyDhxu6ex93n88iiFX1MAvOheeNqQ9crkGl18mrDkXNGrD1+UnA048jM7OLe7rrHl5XefDi5zIR9QsOqXISEsOYtn9zylrzwURY5pM7mtArH38JQ02yIiuOsQiQgghhASE+Pbt28m7bcJrn8xNl0LG9dYf11NPRlr8rzeJdCZnQEctOZn/OkIWMdhEY38gKiraw159WBcdMz35DhYqGsrST7+lvffL6mipArGPeExF3hHUM49jIdkU0EsgJ5Gl1SlmcZ58TRcTFVVTkjLWlh/gogVJ6L1vVk4By9FUmXxQFfc+pUBmWjzWXF9DliyqjoayVGo2w8lcef5Is11z7cf10u9mp14+ylotGEzOn//E6arLpGQzTv0da6Ape3ixU1c7dWLtI/fUXX+Fy0iJb51jp1rXOHYIIYQQaknC3RFh8+VQNUUpC315Drc0Lo0WlVLkE0H9eZjJ8gkWxANOP4699CJeTEzUzlhRUVZSQkIUEpt/dN70QUZramiz/ykge/2FYElxsW1z7AZ10iJLfwSBDJINuVCDF14Zmy+FEPe1VKThOWRQi+HOqRUda7ryCA8Yt/kbxMdbm7uSRc1gxPov8IfgTjc7tc2zbPXUeekQXvVLr4y3vrypGk782oFoJIcQQgghwSHcoW3rlVCvcKpcWUssYx15S32Fvs6aDqY/NEq7/SH5lXdGWg5DUkJMU0XaSEvO3kRpZDddRbkaByELiS/YfysiLLHg68n+RDOvhgmIyQtNKMjKZTLZXFkpMWdzFQhD4mI1tlbbezPiweeUP5Z16OXYXJkpPLHg1z8CcgtZEB/H99aHJ5OZW/w5MCcnn3dFuIOFyqrJVpU2IEIIIYQEgXCHtjn7fcb30h/Xq+nnWWJzSlOy6SY6vHFDWsY736x154MWjDJbNMaMLGpqX4JzNl0KKaSzDTRlU8pGSCnHu3rbRQduyWWEEEIICRghDm1FDHafFZ8ur+vcwUKFLBJa1ELW1J1ezubKh/joSdAwzz3Tt1wOFRcT3TPPYYirtkcoJZ1azOWW6qjJOJur1FLviBBCCCFBIMSh7ZlH+sHbkZ+O963lgqOw+BZKeeSeum22XTOFpzsfkg/eiTTQlN35i30byLgIIYRQOyTEoW3l6UATbbmVkyzJZVSDL8E5y08GOJopQ2Iz1pYjSxFCCCEkVIR4nDbPMEonK1VyAdXMQFPup/6GJ37tgIkNIYQQEl7CGtp8o3LFxURdbTC01c1ER+73ada1TAuBEEIIIcEnrKHttU/mykmWdQ6WhhBCCCHUNghraEvNZozvVcfM6AghhBBCbYZwj9OGEEIIIdROCHFHBIQQQgih9gNDG0IIIYSQEMDQhhBCCCEkBDC0IYQQQggJAQxtCCGEEEJCAEMbQgghhJAQwNCGEEIIISQEMLQhhBBCCAkBDG0IIYQQQkIAQxtCCCGEkBDA0IYQQgghJAQwtCGEEEIICQEMbQghhBBCQgBDG0IIIYSQEMDQhhBCCCEkBDC0IYQQQggJAQxtCKGWxuGWZuUxyQWEEEL8ES0tLSXvIoRQMwuJL/jHI+3J1zRmCfflgd7aqtLkCoQQQnXBmjaEUEuISS3acS1s9j7ve59SXKxUoURJToJYhRBCiB8Y2hBCzYvB5Bx/ED1lh+eTr2n9O2ieX+XiEUoZ30tfVlqcfARCCCE+YGgTFAExeeQ9hNqQ557pk7d7Xn+T2NFS5egS5yNLnD8H5UD5+N76xAMQQgjxCdu0tRpuaalXODUquSg4Pt8/Oq+TlcrW2XYKsnjBCPHAZ4NezO7XQUtUlCwROrFptD//iXv7PVNKQmz5BIvpg4yI8sFr3KwNFU+t6EgsIoQQ4hOGthaVmcuMSCoITSgIic/3i8pjsbmWBgoDOmoNddU20ZEnH4Tat8jkwoN3IiHHw31XG7WTyzpISQpZjTiDybnxLunsk1i4P6q77oJRZgaassSq75G5C474bphhM7mvAVGCEEKITxjaml1wXH5USlFUcqFPJDUhg04UulqrdrRU7Wan1sFChShBCMSkFi086pdbyBrXS09ZXvLa68T106yn9DckVwu8Zx7pn/yzfCJzixhsa0PFeSNMB3XSIteV+eNRjE8E9a+NXchlhBBCfMPQ1lzCEgtee2d6hlOiU4qIko6WKi6WqnbGihDXVBQkicJ2LoNarKUqLSa8lwCb2oIjvt8jc38dbzF3uAkszj34XVZK/PRKobmSeP9zys23Sfoasn07aE7pV7kujc0pHbv56+ZZtt3t1MkihBBCfMPQ1ize+WatOx8Edww0Zfs6a3a1VbMxUtRQFqYhqe58SD5yL2pCb/0NM2zIoqbmEUpZesJfXkZi7VSrMT30yNJWUsRgt3qDwj//iTv3NG5EN93dc+2JkutvEl95Z9za3JVYFHYxqUUfA7L/N9KUXEYIIVQf4tu3byfvoqaTW8TyjcwrZLAL6GxtVWlNFWkTHXkhGuAgOC5/7bmg8b30IccwS7jN1N7OUEvOylAxICbv6bd0Y205C30FckWLOPV3DGSI1z6Zdz8lP/icsu9mhLaqDGRrcnWLS8igrT0XrKIgeWCBY3l8DIjJZ7G5gztpE4vCTk1JqlPZCG0IIYQaAGvamtF7v6xH7qkeoRS4Ly4mOrGvwTBXbaFoxLbnRvhDt9RHO7tDXGNzSiXEm/HyZUh8wdyDPmqKUve3d1es/2ir3LIPcAMusA5f/yWTWgx3ejlqOJkpu1jxLl4Tq1rF7r/C4dOyarLVzMFkL0sAyZJbKrJ8ggW5LPw43FL4LpALCCGE6gNDW428wqlEhoBjjLG2nIxUA+vJUrIZ30IpT7+mhSUWwKK1oWIfJw17EyVnCxVleQFt2TZotZu5nvz51Z3I5WZ2633S4btR66ZaTx1Qd4v7fzzSIQ3HphXl00pK2KXFLA4U6mvKTh9oNI2PHwf+0Xnw44UM9pR+BvIyAjHGSl5RyYBVn0105B7t7EEWlVlwxHfJWHNh7K2SW8iKSilKzKSnZNOTshgxKUU5BUzI1vB+zRlqvGKiJfk4hBBCfGsXoe1TQDbc9uugSSzyaclxP88wKrkgIjLQRevQIidyoUEgBX4LobzwSqcUsGARUuD97d30NcihEKq6/DKBaI1e7vyzODUlqeYeKyEyuXDaLq//jTRdPNacLKpVBrX4lXeGRxhVXExk1WSrhl3lhMiirsSrbCOXa7b5cmhIXL6SvISstISEmKisjLiSnIScjEQnK9X+db3F7kE5N98leUdQbY2Vejmo8/kCW8CTr2k7roVVTTPwhHs7aZALQuLMk1i3wJyolEJyWURESkLM1lhRU0VaTpoXkbvbqw91bSMXfBFCqCW1/dB27XXiiYfRXWzUzq1yIYv4xmDyanHExUXpxbw7TdXlEyLOvU8pATF551d3crWu8ZLcwqN+Jtpy5f0A/ngU89At5fI6V3O95h3R7em3tO1Xww4sdOSnKVVMatHcg99h+/xvlCnkWthEDetvseliyEvvjH/29dRTrzHFNt64zd+YbO66n6z6d/xhHIpWt+1K6DOP9ItrO7XuJdomsfJ0YAmbCxHNQk/BUEvWWFsOxyBECKEm0cZDG8SjjRdD4M7RJc71rWlrcmkUxpMvaU890ommVIvGmC0YZUasqhaEGIgyJ37t0NtJgwhSe+c7DOuiQ65uNpBxIene29atzjozSGwLjvhCSju0yAmOzWSpiEg6pfhbKGV0D10pCd6osD6RubVkU8KVVwknH8UcW+rc15mvtykhg5acxcjMLc4tKilmcopZHCV5yYWja9ueYOf1sMdf0uDJLBln4WyuTJYKgDGbvmZQiz3PDKhX47y3vpmBMfmdrVXr/Gyz2Fz4/MwZamxtSPa02HAhWE1Rau1Ua2KxWvc/p3wLocC7SWOy4a1UlpdUV5JqZH0zQgihBmvLc48mZNAP3I6EOwcWOhJHNUgGk7d75BWVlK1vOfAXLzyPH7XhK9xKiotCVnu6p2ftiQ30cdJQlJM49ZjXyfHQnagp/Q1rSmxwSCbvNQXYbmJiovxc5Tx0Nwpe2vrp1hUTG62YDRHk1vuklacCYPHw3ShiZPza6ajJwC0RZ2sHb+KI9V8mbPVYcSpg780I+OVQcvtDMgR08hE12zzL9qf+hhAifzng89fbRLK0lZx/FrfwiO+8Q98h+KZkM1wsVf96k+QVTmWV1P1uwgnAb6cDfz8fDNs5Mvm/C5HV8o6gTtrmAe9peWIDoQkFMWk0cqE6BfSSfTcjPgdmUwtZ8KGVFBeD22btkoIQQqh2bbamLZ9Wsu58sE8E9cgS5/4dNOFAuOdG+DOPdFVFqfdH+pAPqllsGq3SVcjMXKa8jHgDhvKCY/OlF/FsTqmVgeLsIUYjuumSK/jw4HMK5BKIRAwm587WbtVen33klrr3VsSbQ73VFKXIosaZvturiMGGWAn3OdzSAloJbDRiVUUfA7JXnwmsqb7w3sfk/bcjZww0uvk+iagsJMrhF9KLOVV7iUKwWHTUb+Foszpry37e7yMhLuZgqgSx0kBTVlNFWl5GQk5GnKjV48d7v6wj96IyqMWQg9dPq62qqfkQ7yy5UEUvR40/lnUgF6r4FJC97WpoIZ0Nz19HVfrnYT80fKwEPh67b4R3t1c/ubxDxWo8yIsQXh/t7GGi81/grgrOB/jfsAghhJpV2wxtELA2Xgz2j85bOs583gjT5Cz69mthxGSOp1d0hAMY8bCaRKUUTt3p1dFSRUFGoriEm05hZOcxmSXcEV11ds9zIB/EBwgH557GQv6zM1Ya10tvUoM6EIzf+i0xgz65n8GG6dUPcpuSzYhKLhzgUncjrdGbvjqbq5QP3FrVwTuRcWm0yORCVUVJyASFDDZR63N5XeeqHRh/Ox34OTD7ye4ehlrVHPXhVU/e7iEjJT6si/bW2XZkaVmDp7CEAoiY5PK/guPy5+z3mT3EeOWkluhXmJPP3H0jwi0we+5wk1/Ht8KAGhCYIDatmGg5pZ/BB/+sLZdD4b6Rlix8dCkFLIi2NQ3z8cIrY/Ml3hX/mqa3gvj7j0c6Md3nvpsR9z+nuNqoHVjgWCnx//U28dj96M7WqudWueCMFAghJBTa4OC6ELnWnQ8KTShwNFPe+Ys9RJD1F0IgKMCqjTNshrrW3SZMXUnaXE9BTFREWlLcwUxpVDddCBMrJlny87MEOO7yWmg9iM4tLIFMsGuuvZ2JErmuPo4/iP4STNFTl/UMo4qJiVY7MKmSvKSpLl8NvSOTCrvZqVkZ1Dh+7P7bkWk5xQX0EjjeWxoowMG+p4P6gI5ag6r0SEjNYey7FTG8i8743vpk0Y/ExURvvkuGMHByeceKo6U4mStDGjbUrJzzICxCHOlmpw4xgixqCmxOKWw3cqECORkJeDcDYvL+8UyfPtBIusVnZNfXkI1JLXIPzpkxyAgCK9yB2D2ym66DqXIXG7Wutmrk434EpwEbLgTDnSOLnUZ1r34OCUjb8NaEJxW6BeU890yHU4WDCx2rDlgD8T2dUvwxIDsjl1lnkzg47fkemRudUtSwrsHwdUjLYagpNU1NMGpj4DQDPqiwWxDFkweE6tLWQhschn87HZRbyCphl26fY59GYSw57p+Vy4QAp6ogtXW2HaQNWCVX1+QEZnryECB6O2nAsc1IWw6ON5J8XyQKiS/YeDH4c2B2b0eNo0udIfSQK+rpt9OB8Rm0PfPsIVXAAf7J1zR4IXCwb/DBr39HrVoSG4C4cO9TCodbOqiz9rY5dj3s1SEmQowgV1fwJSjng3/25H4G9tWFUYhK684FpWQzSjilU/oZVrwYqignWTWxAd+oPNhiQ121G5ZuqwWhpP9vnyFwQPqsGsvgAKGtKv2PR7qGshR8PMjSFgTJ+OqrxAIaGxIVhHJ47bW/O2D1mcB8Wgm8NbX0R9FQloYt7x6Uk5BBmzPUeO1PNV7/hY83RLHPAdnqSlLVbvaFR3zhnAHOPS4+j3/7PRMiI3wYjKqrWK0JnEHtuxm583rY/c8p55/FSUmIwbGZXIdQ2bX+ZX8EwD4BPo1Y44tQndpUaxXfqFwIOmKiIrRiDhzVMqjFi476aSpLn1vlAjFCUkIUjjrzDn6//T6J/IFm4BFKmb3POyKpcPkEixPLOpjxVwdWrdlDjK+td3WxVNVVl4GXANHt7y+pkEHJ1c3AQl9hRdnVSdm6RhJOo/B6DJhU6H9QDjb1738GB8bmj+7Ba73nGc6bEKJOKdl0uDVu0rEhYLstGmP2witjzn6fNz6ZZGkFqTm8VyHRSgP02xkrbZxhc/djMrVs3D65uob5feWdkZhJH9xJe2zP2uZpfemd8dwznbhf+5mGuJjourLeo7c/JBMlFQXF5ftE5r71zWSVcAe6aC0ea35ksVNPh/pN9P7Lge8f/LPIBRGRm+9aufMHEihwLrrtauiIbrobZ9rgPBkI8aPt1LR5hVNXnQlUkJPobK0WnVL0U3/D3X+F25sowZEGjo6y0uJ3PiS//Z7Zw15jwwyb5quH33EtPJ1afHyps66GbG4hKzaNlpzN8I/J+xKc4x6Uc/9TCmQICBBuZRUhEuJi2qq8XpPVgsxB3ivTw4FX89e/g1al8mHr3B3NVIjel40nKS720C21i41a7ZcpI5ILv4VS4DEVOyQC3sXoP4Oz84oPLXKyMVJ6/CVNVUGKn8FWjtyPgnAAIaZp35pOVqq2RoqfArMff03zj86jMzlFDHZeUQm8I3+7p55+HGugKbtykmWdgamZEPVbl18mwC2kfEW52gYChI0ZHJ8/b6SpZc3XKE8+ijlyL0peRnz5RMvwxAJ4j+CfgqyEuV71P6KhLJ2USYdwNqq7rtKPfx0+mSO66ozrpffbZKshnbVhS/J5Fb4iOGmZ2EcfgqaJjtz3yNz+HbX4aXyJ2oktl0M53NIji52rXr5HCFWrjXREeO+XteliCASX3fPsZ+/zmT7Q6Nb7JEcz5YMLnbRVybFeI5IKJcT5GsmiMYiRwMgFPlzf0MXBtOEXBBlMTs9lH2sfpLdeYCtN3+1V5xhyRF8NuPPLMBNVRSkxMREIW9MGGF55lZCcRV/zkzVxAfrn/T5ZecwX+3uV/ZDImnNBh6sb5cstMHvl6UD48dqHDWuwAnrJxefxN95WrmGFTwjExEq5s+VB0oX3sc65qiCN3XyXtHC02ewhxnASQpb+C04Jbn9I8gyjwu9ZNdnSwVQ5Lp129kksfDVgbTc7tT5OmoM7a6tXubZOzPzh9+cgcrnpwBPwi8qFj0daDv3YgxgJCdEOZipZ+cwMavHTPT21VBoyCDNqM44/iL7+JrFi13KEUJ3aQmgj+sFB9Nk2x55awFx41A8KB3XS2vGzfdVjWwt44ZkO2zQxk05jsOVkJERFRZTkJCFQysmIG2rKKshKiImJwhPLpBbD0cvVpvom53zyjqCuPhPkdqJfU9VPEb0+fx1vUWkGrar8o/N+Ox0IeQjuw4G5u7161X6p30Ipv57wP7WiYw979ZRsxphNX6vNlwuO+MJv+3tXDwPNZpwOgc7kQDqE94VezNFUkbYzURSu6QeC4vIhBBP3YXvCtlJTklKUk3SxVDn7NA5eGpRX7X77JTjnzodkeCPg/shuurt+fI/gqAnHzjE99bbP+a+Hb1N555u17nwQufAvMXFREy25Bzvqnq8MtWHEkED87GcQQhUJd2hLzWEcvRf1MSB7RDfdDdOticm/b7xNUlWUhOMT8Zi27cHnlIQM+pqfrMjlpjBu8zdHM+VKR/dqccs+PEmZ9FrmKTpyLwpSWh9nTUhL47d8e7a3Z8XpVhlMzq6/wl95Z2yeaTuhT/UdUVE5iLbPvdK/hlAqjkK8aIzZkM46QXF5dsa8sevI0h/5RFCjUoq62qoRD4A3LjAm/5lH2uMvaVYGine2diUe1rSuvEo4/yxOQ1kqLadYXUlqXE/9zjaqNXWMRe1HQEze3IPfR3fX3fFL3TsZhFBFQhzaXnhlQGLLKypZN816Sr/mnUNdYLHYXBqDXe3gtw12811ScjajOUadTaMwKk0tCvtu2INvmW07vhcmtvqBjSktKa6iIFnfFtybL4XAd4e4P7iz9vIJFhVjdNOCdLj6bNDngOzn+3pVaouJ+OcRRnnvm7VykmUDBvcWQNN3exWzuFfXd67UjBIhVCehDG35tJKNF0JgR9bbUWPJOPNWb5PEp5x8ZnhioaGWLM6fXe7B5xRLA0WBmga0zTv3NC45i26kLdfVVq3OhnSN57Lg3U/9DX9vpZkn2gDY3UHKSacUt42LiRefx595Eks0mSCLEEJ8E8ohP5TlJS30FY4tdT6xrIOwJDbw0jvj1OOY75G55DISEZnU1wATWwtbNMZsz3yHhaPNWiCx+ZR92kd05XdUalTVhX/iIbHBHUo+kygRXnC2AIltdHddTGwINYywjtP222TLvs51DyQhUGYMMoKg2bDJrBASRgYasioKkq0ydnHbEBJfcOt9EtGVW6VJW0G0imuveQP1zRpiTCwihOqrTQ2uK+DEREUrtehCqG3TVZf5cLQvuYDq7/6nZA1l6XG9eMMpC/vos4Gx+Y/cU+cMNS7vLlNAL7lQdrWUWEQI1QlDWwvhcEvXngvKzBX6CxwIoZbhFU595pE+e4hxMYsLi/zPpCeYvgTnwO2Ef2crfvwlbdI2z/PP4i4+jy+ks4lChFDtMLS1kPh02nu/rK9luy2EEKrTn//EdbBQmTnYiBgNUdj7Wn4OzHY2VzYsm7v28N2ondfDJvbR53JLJ/c1qDg9MUKoFhjaWsjrsrkvezri2N8Iobrd/pDsH523aAyvNRskG7gVE+a9dURSYUxqUTc7Xv+D0lLelCoX13Z66JaqpSJNvEaEED8wtLUQj1BKR0uV8jm1EEKoJnlFJeefxk0faNSlbMYUYmYX4iKpkMrM5XWAJebAFRUVmTXYeNkfAUUM9q659k07zCRCbRuGtpZQzOKEJRY4mmIfOoRQ3W68TSzhcOeOIEdl01DmnexBxCEWhZGxNu+qaEIG7ZFb6oIjvitOBcjLSJxa0aGR8/gh1N5gaGsJPhG80aosDZp3rnqEUBsQm0a7/DJh7nATtX+roNSVpGSkxAvLWrYJKRMd+e526meexO6+ER6ZXPjLMJNbm7sI1+S/CAkCDG0tIS6dBremujgRAkKoDhefx1kZKM4bYUoulzHTlRcVFe4xP06v7Hh7S9c7W7u+P9J32QQLovoQIVQvGNpaAjGxupw09pBCCNXmjU/ma5/MhVXa5tsaK9Z3klkBZG2oCHlUQlzoXwhCrUWIJ4wXIg8+p+y9GYFzZiOEajd1p5eNkeL2n+3I5X8lZtIhtBloCvfo3Jm5zKRMWnI2IyWbkZxFT6cUwwkth1sKL01RTlJFXrKLrdrEPuRAbgihqjC0tZCBq91eHuglJeTDYyKEms/llwlXXibc3da1LU2dkpBB843K84/JC43Ph+hJFMpKi0M2tdBTkJMRl5eREBcXFRMVzc5jGmnJTulvSDwGIVQVhjaEEGp9CRn0CVu/bZtjN7Ynb9IqYecfnffme6Z7UE4ahQGLENHsjJXM9RVMtOUMNGWJIXYRQvWFoQ0hhFrfwTuRHE7phhk2xGI6pTgpi56aw0jLYeQUsNhsroKcpIGGbBdbVSsDReIxgikzl3n4buR7vywIaj3s1eHZOpopY8sQhJoEhjaEEGpl+bSSjRdDaAy2tKQYrZiTks0gpq4iaKlIG2nLqSpKMZicoNh8BVmJf/b1JNcJGEoBa9ouL1dr1akDDCGrkaUIoSaCoQ0hhFpfUFx+IZ39xicDco95WWMvA01ZIy05iGvK8j/MOsoq4UpJYutYhNojDG0IIYQQQkIAT9cQQgi1hLDEgpx8JrmAEKo/rGlDCCHUvN75Zp19GhtfNjdMb0eNE8s6EOUIoXrBmjaEEELNi1rI2jjD5svJ/jc2dXEPznEPyiFXIITqA2vakIBisbk1XUmRk5ZQUfihaTZCSFh0W/ph6yzbEd10yWWEEN8wtCEBBYktJpVWKvLv57P8cyoqUszkMEu4w7rokCUItRXJWfSX3hmhCQUcTqmFvsJQV21bYyVyXZsQEJM39+D3q+tdnXBAEITqD0ObQIM3p4jBZrG5rBIuh/vDOyUmJiIlISYpISYrLd6A2bG4paXFLC6bwyWXawa/XEZKnFxoIvCi6EwO8ddF4b8fiYqK6KjVeyjOvKISeFFqilLkMkJCBb4Ru/8Kf+WdQUweUMzifAulwKf6z9WdOlurkg8STvBa/KPziku4NAb7hVeGX1TuoM7ajGI2p1REXFRkwWgza0OBHi4YIcGBoU1QQCbLzmPCPjqfVlJIZzNLeJVJDCZHXkZCSkJUUlJMHLJMGeL/EHgg9JRwIHtxYFFSvMbc9l9l1b9KSrhsbqm0pLi4WOXAVBVExhI2VxqeAOxff8xYEuKi8A9WQXaEf2Jlv41YDU8SdsnwD36Wd8vhcrmlZatF4UXJyYjLSonDj/z7mkiwCEU5+Uz4o/DBhC0AaRXuqSpIKSvw5pOWlxVXUZDSUpEmfwChtiIhgxaWUNDHWVNBVoIogW/BxoshkcmFz/YI6FC6dUrOou+4Fu4XnUsu/wv2FXrqMuZ6CuZ68r8MN4G9HLkCIVQrDG2tLI3CoBaUpGTTs/KYGkoQTaSU5SWU5SVlpcUhVMHuu1KsqRZRFUcu/Kjat1daSqxelXNEtRykJ3L5X5DGIFdBdoS/TsSsis8WEiHkOQlxMSneLS/eEeXw0iqHtSpoxWz4bbx/ZYkzO49FLWRRC1iF9JLcohImiwOBj/f7pcRgW0Gkk5AQhQfKy/I2naKchAIkXRx9FAk/96CcFacCzq/u5CqclW1whpaZyzTSlvWLyoPTy6ff0t75Zl1e17mDhQr5CIRQfWBoax15RSVvv2dxuFwlOQlVRSlddVnYr9UZZVC53EJWCacUDgmwJSHPcTi8j3ERg51PK4HAR2dypCXENFSkNZWlZaSqSW8GmnJwoo/BDgm4+HTaxG0ex5Y693XWJIuElncEddFRv6XjzOeNMCWLEEL1hKGtdXBLS78EU+DsWVa6iZuLIQKkuqw8ZlYuk/ljHSSbUyohLsos4VAKWLOHGJOlCAkknwjqwqN+F9Z06mQl3M3awJz9PjKSYudXdyKXEUL1h6ENtS8vvDJ6OaoryUk+ck+F0GyoJUeuQEjwXHudePZJ7LfT/YW9Gv7Pf+LOPY27tt4VZ5FHqDHw8lBrKqCXkPdQS+lio/rRPxvuTOit3w4T28KjfuvOBxXS2eQyEmwvvNJHdtMtT2yZuUxKAeuNT+btD8kBMXlEoeBzD8qBxLZ8ggUmNoQaCWvaWg2HW3rpRfyCUWbkcj15hVOffk0rYrDXTbPW15AlS4VKGoWhqiDV8heIb75LmthHH+5EpxQJ+FEEvp0lHG4DhnSppJjFefA5NSatyFRH/sTDaBsjxVubu5LrkOCJTaOlUxjfQil3PiQP7qzN5ZamUYqTMum04v/S9vRBRmumWJELAiwnnzlnv09vR431023IItQO5NNK/nqT+NI7g1sqMm+4yaS+BuQK1DgY2lrTtdeJc4Y2pFkVHHfhZ4205JKy6Gt+spo+0IhcITzg+Z97Gvv7NJtxvfTIopby2ifTXE9eQ1n67sfkhaMbEpozqMUXX8Sn5xTvnGuvrtQsI8N9Csh+/DXNLZBXKbhuqvXUAYZEeQM8ck899XeMjJT45lm2PezV/3gUc/VVwp2tXa0McHAswfLON+vptzTvCGqlzuAGmrLwT09dVr/sVlNFSl1J2lhbCOqJ4eV8Cc5hlnBP/IqTjbYjDz6n7L8dqakivXKipbaqdEIGveX3820VhrbWBJ/s+p5/xKQWHbob5RuZu2qKZXYeE6IP7A17O2mQqxstPLHg3LO4dEqxhLhovw6aDa4IrB3RwKW1+sT5RFDh1tVGDXYlJjr1PvJ9j8zdcCEY9kf/G2kqLibapxleQhGD3WfFpwm99Xs5atz+kEwvZv+1sQu5rp7e+2WtPRfUzU5tw3Qb4nLw4btRt94nvTzQG3amxGOQIHjklvr6e+awLtoQy+ADEBKfD9/u40s7dLNXa3xVa6tgsbmLj/nB2cL+/zkqyuFIbO2FZxh1yXG/CX3010+zKR/pCTUVDG2tqb6h7aN/1tYrob2dNOcON4lKKdp8KWRUd92dv9iTq5tCchbdPyZPVlo8J5916u+Yryf7kyuazjvfrHXng1ZPsZoxqFkqCL0jqBBt03KKC+kl+XQ2RDRIPGa68uRqEZGwxALIuw3LixFJhXAc0teQPbLEWVNFSlREtJkaiGdQi4lpIZafDEinMO5v706U19dDt9Q9N8KXjDWfP5IcZ2HqTq/M3OKPx/oSi0gwwds0xFUbvunkMkJCYu/NiK8hObpqsnQme+98xwacGKNaYEcEoZFbyNp6JWzDDNu98x0SM+mQ2CwNFFZMtCRXNxFDLbkxPfTEREUP3Ync0DxtUM4/i3W1Vm2mxAYO3I58+z0zr4hlois/vpfenS1dKyY2QsOCFre0dOf1MDaHu/1nO21VadhKzdelj0hskKG/BOfYNWL2yYl99GFrn3kSu+NaGIPJ+RyYHZVSOKiTFrkaCaTTj2PVlCQxsSFhpKcuk04pVleWUpKTVFGQJEtRE8HQJjRUFaX2L3Ac0VXnU0D22nNB+pqye+Y5NFODquiUInM9+ebo33D/c0psGm1Wsw2QdvJRzPAuOld+d909z+GXYSZ9nTWrdhFtcNC6+Dw+IqkQcrOFvgJZ1Myuv0mE27GNaw5yfnWnKf0MnnxN+/UP/6df06BkfG9ePwwkmF55Z3hHUHfNdSCXEaogLp0GJ3LkgkCCM8Nfx1v0sFc/+5sLhrYmh6FNmPR0UH/umb7qTKCWivSBBY7NFx0WjTHTUpGZd+j79mthOflMsrQpvPPNsjRQ6OXYZI3wKvrgl/U9KrfOIXM5XN7Uh+QC33it/Z7GdbNTg9xMFjWzt76ZD91SJ/U1cLFs7MCq66fbbJ5l6x+d9zEge1AnrcZU3aFm9cwj/db7pE0zbZrpfAwJL69w6ow93kuO+e27FTFu8zeylA95RSXJWXTYk6dTismi+hi14SvRI4ofcL4hJSE2d7jJ2J56OMVPc8DQ1ppoxby53vl3423SlsuhJjryhxc7N/dx9/TKjnvnO4TG5y/7I4AsagpRyYWOpsqJmfSolELIWG98MikFLHJdo8E+Ii6NBrmNXK4Bs4QjI1XvcUYeuqfC7S/DTf2ic+FklyhsJvHptCP3ojZeCFGUk2SVcFefDdp8OZRc11ATeutD4oQ7yVkMogQJIEo+c+98R+zYi6oqpLP7Omu8Otj7wppOSVn0zNy6T6df+2T+djpwwKrPYzd/G7LWfeSGLy4L3s3a683/IH+nH8emURhK8vxWmL30yhiHFfnNSXz79u3kXdSyONxSn0gq/7PTnHkSC98fF0vVQ4sdzfVa4vKchb5CHyfNPx7FmOrImzdRrV5OPuvep5S7H5P9o/P0NGSlJcXgS96YircvwTk6ajLiZX2UTHXls3KLD92NSslmwCaqqWY+Pp2uICuhVZ++k2xO6foLwU7myt9CKJdeJMBL8InIVVeWNmqe4XlHbvgK26e0VAQSW2RyYV4RC54AMbZcg116Ef+3e9rUAYafA7Ph13a15QU4JGg6WKjwf4BE7YqZnjzsk+GEc8254EEuWrW3TH3umb7zWvidD8mwj1o81nzhaDN1ZSlmCdfVWs0jjJqWUzyquy750JrBzv/Ky4SZg434b1Bx+0MynB9W3fc++Jzy19vEQZ20yWXUUFjT1mpK2FwJcX63/67r4Refx/fvoHlyeQc99ZYbSreIwRvMswEXE2uy5ierb6f6+/056P727rMGG2fnMdMaVGNf7vyzuLkHv38MIGvv10+3Obm8I5wajt/y7YVnOlFYCY3BVpCtX01bRFIhBJ0e9urzR5qum2o9Z6hxVl7x6rOBTVhNWC45i26oyXuLjyxx/nKy//fzAz8c7XtzUwOH/CD4RuVC4jfRkVs23mKoq3adlZEIIQGkLC+ZkEHziaD+1L/GgRth7/f7n8FbLocqyUv8sazDiWUd4CsPaW/BKLNr6107WalyuaUOpnVfqLnyKuHqq4SxPfVWTf5vDOcDtyOhnFyozrY5tlVHEHzlnbH3ZoQl1h83BQxtgi4unbbwqN/fX1In9NGHo3gLzx8AkUhNUaqngzq53BQqXpp87ZNpb9Ko67xLxpnn5DNXnwnss+LT/EO+sKvyCKVYGSh2s1N75M5rdF+VrbGisXbl/qS1S6fyLimqK0n3ddacOsBwxUTLX4abQIyLSS0iHtBUUrIZa88F5xSwTq/sCBldTlq88ZNOsjmlR+9Hw53lEyzh80MtLIFfSqxCCAmX75G5TmbKuuq83uVVhcQX/HrC/71fFpy+nlnpUukixvEH0Tuvh0GA+3lYHR2T3YNyTj6K6eOsuW2OHVkkIgLnxnc/JtfexLZqnQIkto0XQwZ3xvFrmgaGtlZTzKp7eqLbH5J/OeAD51WLx5pvnmlLlraUex+T4cv/63iLZkqKnwKyI5ML+3Vo1OC03e3U723vtm6qNSRLBosD2wr2EV7hVDUl6V/Hm5MP+pGhllx9g5CuGm9P9D0qF57wt1DK7hvhu66HQ9xs2ouMhXT2hgvBstJiZ1Z2hNdFljba0ftR4YkFc4Yaw6Yuu7BLbZUxjRFCjacoJ5lGKeZWN8BqVh5z48XgIgbn/CqXKf1+GAHULzp39j7v628S+3fU+mNZBwXZOsY6vvgiXkNZev00a3K5zJ0PyY5mys7m9Zj67+m3NEhsrtaqBxY4kkWocXBw3VYTlVIYk0qrqSsinE6dfRrrH51noCnbw169gM6WFBc101OQkxG3MVRsgRkz4TTryquEoa7a+/7XXF+2w3ejYFciLJNgbr4cWvF6K5w4LhptZlplBLjG+O10oIay1IYZNo2vXavIZcE72M/CubVnGBVOlOHDc229K7kOISRU2JzSURu+TBtoVHUKxD03wh+6pUJic7X572SSweRcfB5PXNNcOcmyzs71IDWHMXrj10oPhpO9hUf9ds21H9mt7sZwBDhF3H8rgtcOe5GjqiL2hm4aGNpajW9ULrOsmRS5/K80CmP/rcjaR+KB4+6kvgaj+WhJ2gBvfTNvvE0KjsuHc7VmneP50J3IDGrxkSXO5LLAu/85JZNarKwg2cVGzdqw6dtnuAflNOGMZIQCesmoDV+JtomgfwfN1T9ZtWSzSIRQ07rzIfn4w+iLazo5mP539g5hrs+KT0NctbdXuKAZEp+/41pYbBqtu536wjFmTnyf7U/e7mGmp2BloDCiqy5xKXbd+SCvcOqnY/34PKPkTbH4MBr+7r4FDkpy2LemyWBoazUeoRQJCTFX68rtA4izE201md6OGiY6ckZacoZacsrykiw2l5LPTMykwzfnH490DrfU2Vx5+8/2TTJv9N9fUjmc0qiUIu9walIWXUdNZslYc366FzVGQgYd9inN/VdQeGKBd0SulKSYrZFiBwsVshQhJLS2XgmNSi668nvn8rYrEUmF03d7bZ1tVz41++MvaQfvRBazOJtn2U6o5zAccem0R26p8jLio3voGZT1ixq54Qsca86sdCEeULsrrxJOPorp66x5YIEj7HnIUtQUMLS1mpx8JnyaG3YKQitmv/bOfO2TMXOwcePrZtIojFEbvsIdPXVZe1NeO62xPfWwrTpCqAm998sa6ILzpzUNiGJzD3431ZHfM5+cOSMyuXDaLi8in6VTik/+HfPKO0NXXWbDdJsmGcx83qHvcIBYP91aXqaO9nB/vU08dj8a3utDi5zIItR0MLQhHkiBXK6Iolwd30aEEGqYMZu+/jLcZHwvHHm1aYQnFsze57N8osWswWTLs57LPg5z1YHT+L03I3LymTMGGS0aY1ZnxuLTC8/0zZdDZw8xXjmptgmvn3mkb7sS2tdZ88gSp6Ztm4sIGNoQQgg1uyk7PEd2063afB412PU3ibfeJb062JtYXHMuKDK5MDWboaIg+fs0m6GuLT2SrWcYdclxPycz5VMrOtbZQRU1DF5sbjXv/bKiUgrJBdRQLDa3gF6SmcuMSS3yj85zD8r56J8F/155Z9z+kAz/mnwoNYRQAxANQsgF1BR6O2pk5TFj08hZ9RxNlSGxQWb6c3Wnlk9slALWnpvhDqZK+/7niImt+WBNW6vxi871jcztZK2qryGnXZ8pldq2YhanmMWlM9n0Yg6dyaEVs2GRXFdBXhGrkM4mPryyUmJSkuKKchKwp4BbibIprXTUZCTLJpxo4eGIEUJVwfe6x68fd8+1H8H3gBGoTuefxV17neh2oh/s9ILj8ufs94HCI0uc+zdu8MuG2XszIjK58OBCp0qHMzijxgNcE8LQ1mo43FJWCTeDWpyQQSsq5qgrScE/TRVpNSEcz4bF5kLGYjD5mv8echjkLWJwSDaHtxGYJVxWCae4hAvloqIiMpJi0lLicjLictISctLi1aYuJXkJ2FBioqJ47o6Q4EvOoo/d/O3cKpcuFYYQQ43x5GvajmthvwwzWTbBAhYvPI8/+yQW7jza2cNEp1nmRK7dPx7pPR3UK47H9sg99W/31NCEgtVTrGYMMiJLUeNgaBMIEHpy8pmUfFZOAatsZkwJCHAaytLysuKS4mKtVVcEuYrJ4jJYHC6X/JBAusqnleQVlcAtrGJzuCVlqQs+RTJSP6Sr8haoolXaokIOgxdIzGcqKc5LXfAapSXFZKTFVeQlMYQh1Pb4RuX+77Bva+WJNiYsseDaq8S3vpmjuuvu/MWeKAyIyZt78HtzD67JP2KcNhMd+YQM2k/9DX//cXIF1GAY2gQOh1sKkSg7j5mTz2KVcNhlFXKyZZGI+Af5BpKNtKS4hLgo/IPEIy4uWnGEDjantHySEw6nFBYhXf2bu3i/HwrhFgo5XBH4AMADStjc4hJuMZMDsawEohgb/pVClJSW4P0tyF3w++B3SoiJKspJKitIKslJyslAoBSVhAeUPYb87Q3y+5/B7kE53071J5cRQlUcfxBtoCk7qe8P0xMJC6Lv4ffzA7FHYSPtuh7+95dUyL6zh5iUD8nGj5Rsxq7rYQNdtKbUPNl8E7r9IfnQnUh1Jal5I0ynDmiJv9hOYGgTAvAW0ZlsBpN3/VFVUSo+nQZxCv4R2Yt3W8q7lRAXKxXhJTBxUVFRMZFSCGQiImJiIrAIqQ72lMQ7DTtNWCRuxcXKFsV44U9KEhIhLwvCIoQwXkldU6M2ibyikgGrPjfrfFkItQF9V346ttS59um6BdalF/HPPTMe7exOLqOGevI1DfbmY3rUI64B2M1uuhiSTmXc2dqtZXbsIDmLbqiFFatNDEMbamU33iYdvR+1ZorV9HbZ6ME9KMfFSqWpxlJCbRUxHeS9bd0s9BXIIqGy41pYEYONo622CtjJHLobmZ3HPLLEuerEiUi4YPsh1Mrcy2ZZ7dexFbo7tboTD6NXnAo4/ZjXfBihWlALWHArvLNuJ2XRm2TCPdQAmy6FQFa7vaUbJrY2AEMbak0xqUU+EVRHM+V2OIW5f3TeO78suCONfS9QXfJpJXCrqiisE2/HpdGMMLS1ErcT/dZPt8EuIG0DHi1QvTXhcLUfA7Lhtl9rjCrU6iQlxEaVjVnlZI6TuKM6FDLYSnJlfYKEUDqlGEKnqY48uYwQaigMbah+3vpmTtnh+cg9lVxuHPcgXmjr49QeQ5uDqZJXOBXumAhJDcRL74ytV0IXHvUjl1ELYrK4MlLCurtOyOQN2S+krfEQEigY2lA95BayDtyKVFWUqqVtxME7kdN3e7FKqpnGoJIManFIfIG5njz8I4vaE2ohKyAmz1RXHv6RRYIqMZO+9lzQposhcKdVBltHbA5XTkZY5/ZIzqTDd7y1xptEqC3B0Cag+JxdoIWdfhILUWPeCBMdNRmy6EdPv6Xd+ZAckVSYRikmi2r2qezaaFe7dto29ntELty6Wgv6CA5vfTOn7vR875e1ZKz5tfWuOORSq/hvoEUhlJTFMNPFajaEmgCGtvpJzWHsuxlBLjSbI/eipu/2IhcExhufzEduqY5mytMHVj82R2kpbxRsuPP3rmrGPaeUdX+riGjQ1tdJg1hsb3yjeKGto2APu/XKO+P388EyUuInl3ecP9KULEWoPuIzaIJfnYyQUMDQVj9wDHvtk0kuNA84lt98l6StWn1VVmthc0pPPY6BO/NH1HjkvvIqIT6dNn2QUdW+/Sw2d/AaN2JqPEJIfIFPBNVCX8FV+OcivPcxec25IFoxm1zmj3cEr0FbV1vBffkP3VI3XgyBO7vm2vd0wMECWpUwTyQQm1pkjF0XEWoKgh7apu70GrPp68Xn8QJyudAvKk9TpXmHSrr0Ih5uZw81Jhab0NVXCbAxJ2z1yMlnkkV8u/Y6ISWbMbanXu8aKsZYJdxb75LgzvSB1Vw+k5IQO7bUeXxvfXJZROSdLy/7jizrPinUTjyM3n878oNf1gd/XsUhnyDhJWbSTXTkVRQEdBAHSKJ7boSLi4meWtGxl2M7rQ1FjVfEYGflMXGQNoSahKCHtmFdtHXVZM48if1pp2dwXD5Z2kpScxgeYZQuzVkzBInNM4w6oqtO046CmJxFX3k68I9HMRLiogkZtL/e8NIV/+CFn38WB3emVRfICLc/JFMLWcsmWNQ04lpfZ82KLeHeloW2wZ21iEUhdeB25LXXiQqyErLS4qO71yOAxqXx+tMJbA+MOx+SIYnCHYjaOCCnwBDKyrYMKq95q75GuxuIEaHmIOih7edhJudXd9rxi31KNmP3jfDM3HpXETWhj2VVKZ2breV4QEze6cex8jLiC0ebkUVNITyxYNExP7fA7OmDjCA5QYmNsSKxik8QJdmc0lmDja0MavzB6294rdl681cl8/hLWjqleEQ33dYdUxeiCXmvQWCz3P2YDMGriMH+dbwFWcqfhEw63Jo06chVTTV+3v3PKQfvkIkN69gEhPBeHc3KY6oqSinLC+uwwAgJFOFo0za6u+6e+Q7RKUVXXiWQRa3hg3+Wkpxk/47NVTl04R/ehdEVEy2bcJLdqJTCVWeDICFtnGHTv4PmtdeJzubKw7voEGtn7fV2WfAuMrmQWKwWREnIWLDbnTvChCyq4o1PZm4ha1gXHT6HYnrylTfM2/he9ZvzuMlpqUiT9+rPJ4IKCVtcTDQ2jdbFRm1aXX0quT9O8puQzqtpa5JrRrDlzz6JHbXh65QdnqvPBJKlDfXcM53oarPvf45ExEeCQHhbtGXlMg01sZoNoaYhiKHt3qcUOGzAsZBcLgM5Y0If/Xsfk/2j88gi/sDBddf1cHKhBrfe13258HtkLsSXkd3IuNPk7n9O8Qij9LBXn9TXgCxqtJx85rYrYZnU4vXTbZzMlTeVNSqfO/y/ngTGOvInfu3wyK22kXKJcXRnDDKq5Vz5UyCvDrIff8d4eEcCY/MHuGjB9jz+IPr8s7hLL+Ib0Myu8eA5kPfq7/wzXsImtsnKSZZlZdV455u19lxQl8XvOy98T3StJaSXXTOqlM7r1ZUBviB7b0YsPxkwbsu3C8/jlRUk9853GNuzUTkYPoFbLofCna2z7Ya6ahOFSEAIaWVbag4Du44i1FQEK7TFpBbN2e8DR3FzfYW7H3ltpMgVZSaUNWP/GsKbX5xPlALWuvPBLHZtA73CHz18Nyo5i3e5qhavfTLgdnDnehzJguPyN18KGbf528rTddR/0Jmc2+95l+r4HFWBz8vER+5FRSYXLhxtZmestO5ccFYeEw7GFXsS7J5rD2FO78fmJrBBytNDGoXxj0e6lKQYsfGrBW/TK+8MRTmJQf82UGNzSmupvXvuxduSH/yyTj+Ovf4mEd5uuANJnVgrFCBh+0XndrdTh9cOgdjGiLxqDJ+iih8keHXrzge998sa01Pv0c4e3e3/aw2ZTmHAbXkjvwJ6ye4b4b2Xf4KPIlFSp703wx98TvkSnMNil26eZXtzU5dhXXT6NKJuLK+oBCI+3IEPzLjWrgRFVYkJbWhr2mYACLVnghXadv0VzirhXljTaUo/g0l99VOzGRWP/ZA8tFSk/WPqUdN2/1NKPq1k8djamoiFJhTAbWpObYPBwjH1b/e0DhYq8I8sqksGtXjuwe8vvDIGuGjNG17NhcWKl8vufEhOyKBN7mvAz+8//iB6+O/ukPPI5RrAEf21TyYcxSGlbbgYnJRFXz/NuurBWFlecs6/PVUhcEzb5TVlh+eGC7w6OfCmbHyTMT30aunkSAwSO8hFm5gYETLKsHXu8HsqVixV9N6XN0v61AGGq6dYHVzodHJ5x7O/uSwZa06sFQrvvvM2i0cYZUp/Q/isEoWwtcdu/nbkfjSxCK6+SoDN++fqTptn2proyFVsEZhOKZaWFNNW5V2fhZS88IgfUd+pq/7DUC++Ubnw2SMXflQ+YSuTxSEGNCYWG+zPf+Jy8plwWtK0TSpRO5eYSTfSwsujCDUNAQpth+9GBcflr/nJyqysLj08sXDOfp+Lz3kXocrBGRvRF4lPT76l9e+oVXtrd88wCtzamygRi9X64JfNLS0dVJ+raacfx3K4pedXuSyfYOFopkyWlvkemTv/kG+Xxe+JKkC4vV12fXZCnx9qs76GUE48/C8BEOBpvP6eaa4nLyctDqlo8Bo3csWPaMXsP8tayPVx1Ji5xxvi78YZNpAwiLXVgn3r9N1ekJIhZRbQyKDwrixgDai1GR+Reu1NeRsQkuLac0EQlOG+hnL1Y6McWuR0db3ruqnWMwYZDeqk1dNBveXHKoMwfeHHjxY/ihhsiDWQonwieTkVAjHkYGLV4y9pGy4Ew51xFS5QwgNgU9x4l8Tm/NCgDc5MsvKYxLVR+G1br4TCZod4t2e+A2wT4jEAvg6wCj57h+9FwVYlS/81a7Dxllm2cEdZQQpi396bdbQBqF1ATB7RLWPeCBP4QNZeOY1anqjQ9kSISysyxekQEGoighLa4Ph0633SL8NMOlnx+mamURj7bvFaQw91/aENmbysRDGL38PJ58DsTGpx7f0ZwxILXvtk9nLUUJSTIEqiUgoP3olceNQP8gdRAojxKWoaogyO1pWu5IJCBu8K46nHsfB7Kq6FKLboqJ9fdC5kFykJ3vZ/6JZKKWCN7q5rbfhfTQxskGV/+EMsq3Td0DOMCi9q2gCj5Cw6RDrnGmrm4HdCvPipv+HuG+E6ajLHljrX3lQOsuC0XV60Ys7SceYbptuM66V/9H7U3psRsH0MNGW72dUWqkISeEOxEKkXfkRFQVJcXHRcL72axmCD3+b0Y4ptJNhK5dMtQBrbdiW09kAGj998KaT0x54BsJ2P3Kvt0qR7UM7Yzd/Gb/E4cIvXs9LVWnXffAe4A7Hs0ov4ndd5FxZ/m2xZXgHmE0F9+jVtWBcdt8Ds/WUf5nKQ2OBWt+za6I6rYRFJhR0sVC6s6VTeQQSExOev+zNYTEwUfvOtd0nv/bKqvqjxvfVnDzHOL+K99siUokp9HerlH490uIUvoJWB4rI/Agau+kyUIMEhjLktJZshIS5adX4UhFDDCEpoI44Q5cHi3scUVgl3TA+9QZ1+qOOhFjCJK0r8IKpDejnWNsoUEYkm//t3H7mlTt3pdedDsom2XHm7MRab6xHK6yJw421S35Wftl7htdQud/5ZHMS+2DTaG5/MlacDXRa88wrnjXR/cKEjHFDTKcWQY0au/wLHdSiEpAVxAQ6ukKLKj+6vvXltvEb3+K+GJi6dtvSEP9zR15Qd/OMWyMzlVTT2cda49ILXkbZHDRN3RpVdVr77MXmgi9bFtZ0qdgOEVAq//EDZKFzldl4LL2ZxFo81nzfCFP7EB/8sSAmwt4VVFYfpgiz4+/lgYvopAryWwNh8iLyQOG+XVdWUsEuHuepsnW1HPAC2BoTUbks/EItNDgINhNeNF0NiUotWnw2CzfvMI/3sk1iijrCq+HQaPL6LjdrPw/67Zh2ZXAi5ivPv9I7wnCGI917+sby38nPP9BWnAuDYY6Yn/9I7w0RHHj5dC4/6ztjj3f+3z6cf82Z6WD3Fatbg/4ZE/vtLGtxOH2jYv4Mm0ZmjXF5ZzFJVktp0MQQ2pquNGrxHFvoK8DRyy/I9r/XhlVBI56nZDFtjpbO/uUAhsaqSlZMsiW9NSQm3vsPvlStisIkmmyPKcnZPB3WI7/AE6uzBg1oMfBWFsa4NTkhcBHuiNoSEi6CENr/o3G52arrqMnlFJScfxVx/k6ihLF21PgbO2/hv05qUSVdVlILfQy6XgWgSlljw+EsaHKggvjz9mtbdTp2oQoOYsvtGuLaazJR+Bv94pi8dR7ayIgJQOrX4/ueUzlaqkC8L6WQ7/ZvvkiC0wVF5383w9ReC3QKzIagRF/ukJMTggPrmUO/zq1wGddKG4/q114knHsXk00rWTbUuT1FpFEZQXL6prnz58G+Q8849jYWnJyUpBtEHXgIU7rweBnEQniG8qI6WKhLiYk+/8drYTeijD+lkwlYPWJtYNvQXIbeQd4HyzEqXQ4ucyq8OQw6G7AipFDJopY6K30Ip8OcUZSUgk83c4w3x5faWriVl18hsjHhVaJBa4K/suRH+1jfzUoUqn7g0GpdbamuklJBBI66TDu2iveYnq4QM+pOvaZCiFh/zgwxKDK5x7mlcfTv/1g7y9NXXiTpqMkM6a0/Z4fnRPwsSzOFFTrAqu6w7KrxZsOXh9ZY9nEdaSgzer3OrXIhqToJnGC9n93bUgHcQkjc8ZwjimirSLzx55xJw4NlyORS2T1BsfnBc/tQBhptn2RhpyYXEF4QnFsBLk5YUU1eSgncZgiO8L/BGw7v8yjujj7Omg6ky0dsAwiLvL5UpKPv8qCpIQv6DO+Z68stOBPRb+XnaLi94i6Hkj0cxsAHhzqjuun+udiGO1pWmDIe/BecA8IaWVwnzfz5TCTw3SGmQGonBfuEzfHJ5R/ji/P0ltWK/CtSKRMUgtwlfaotNK3Iyb8pqdYTaOUEJbZISYmk5EFbixmz6euVVAsQmcXFRiFBfgv/rK+odQaUUsPifAxFiRMUGsBDRDt+LGrjaDULJ7r/CFxzxJYbAWD6RNywqPHjtuSA4UBlpyt77lDLQRau8qsaj7IgOBzbIIsUlXHkZceJaKnFBDY7WHwOy4RALh7pXB3uXj/4AkYW442qjBi/H3kTpS0jOB78sOJDDUd89KGfOfp+Q+Hx6Ma8/gaGWHERJON5vuxI6csMX+NM2RorHlji7WqtmUIsXHfWDlAkPg5zhHZHbr4MmMYnnnKHGO66FrTsflJLNO7J+L6tZJDhb8HaUwfH5RDP2wNj8Ew+jh6//AgmGaDgPKadiu6UBLloQ6Q7eiYRM9r+RpqdXdFSSkySapmmpSq85FwSpBTYRrIJNlF+laTy8WRDpiIjzyC21z4pPE7Z+g+f2NTgHfiSviKWiIAkb/M9/4mLSmmYAWML114k5+UwXK1VIk5BuIa5tnGEDuR9WQQCdd+j71iuhEGvg+UPcJ34EIuyRJc7E/XLEgCNH70dBYoPcBlHpyu+u8J7KSImzOaVEPRlsH8iy8BmAzO1iqfp4d4+XB3p/PNYX3nQ7EyX4ZA7/3R2C4/arYbBhIVvDj+iry0D4u/0hGTZaxVEPiCaDkO2Ibqd3PiR7hVMHd9a6tt6VqDYz1JTV15SF17LzF3t5GQliEo6kf/MTfHg2XAiGvzX3kC9RyQdMdeSHVbi6Wi+Q2OCWqFglwLdsSNmQH35NGrJRg0FiExOUvXU95BayjLWx6yhCTUa0Usue1vLKO4OYmhqOTzMGGRFVXwwmR1ZavGw9z+ozgcHxBf/s61mxjqQWK04FeIVR9/3PISGTDkdiCC5QCNFqXC+92DReROM9ZqIl0XeSVw32b6t/HTUZiGKLx5oTVwbpTM6Vlwm9HDWsDBR6LvsIJQ93dIffRjRjAo5myj8PM+n/7+VOMGOPd3hiAfwtOOQHxORBIIPCZRMsTj6KgeM9RByfCOqYnnrb5/CuIU7f7VWx65+zuTL88t3zHEZ01fkcmH3gdiTR9wLSxv9Gme76K/zNod4bLoTAbyAeD3lr+kDD+Yd84QAPaYMojEktmrnXG3IG3IdtSMzcClt15mDj557pT7+mqSlKKchKQPIoezgPRK48WkkPe43yBiiwQWCzEPchay4abQYhY+I2j6zcYvc/+hPlYOlxf2KEufkjTdNyGJ+DcmgMtq66jL2J8gAXTQh/l18mnPo7RkpSbPEY8/Keqk1i/JZvBXQ2Ma7vsvEWRNdLyL6QnIgHTB9opKooCcnm5PKOtcR9yLvLTwYoyUnA7xnqqm1rzKtchFAOr/TX8RZw59j9qB4OGjMGGVZ7rQfiHWxVWjFbW1Wmq60abCV4x+HcgHgr4QF75jtUbK8GDyaGQzu/ygUyPbxN8JEQr3VEhwefU+RlJeCX+EXzerGQpRVAyHu2pye5UE/FLE6PX3kfbPiIjumhB8/knW/m3rIhdt1O9IPPSdmj2gVuaSm37FwmMZNOKWDCjqLOYZNbBnxm7n5Mvr6hC7ksJI7dj4ZvQWMGREQIVSQooQ3kFZUwS7g1XeK5/ibx+IPoAwsdB3fid6S08iAIIIeN7KY7sY8+ca0KEIOJlLf9h4Piyb9jIHlA/KrYIaASCDGKshIT+uiP3PAlnVIsLyOxfKJFeZO4coPXuJU3jZeXER/bU398b31zPfnt18J8o3Lh94/t8d/M62kUxtOv6WwOV0tVBp7AnQ/Jt94nQaTLoBR7lyWzJWPNzzyJhT/6yC117nATiBG33iUdvhcF4eCn/obEeKoDV7u5WKocKrsySIhPp93/nBKbWpRPY3ewVBnoouVadgUWjkNnn8bKS4uP6KZbe7dNCEP7bkUwWdxBnbXLJ9bccyP8oVtqb0eNE8s6ECUADnXEeB81gQcUs7hyFSJ4k/hpp2d0ShHE6/9VGN8O/tb6P4Phcw3bHLYnbHMIqX/v6tHCU1YfvBMJb6WdsdLScebdf5y+k8MtXXzMb1wvfcjlZBHfsvKYw9a5kwsiIjJSYvbGSqN66A3prF3xDKe+7n0kJxutaPNM20o9mtu2uHTapG0e5IKICJzYQIhf85MVudyqXvtk3vuUfGltZ3JZSJx/FgffuwbXASOEKhGg0FYL4oiybqr11Hqe9cJeODShQE9dhuiU2oTgxDeDWjyok3ZNUQBCIYPJkZMRr2W+zmrFpBZN2eFJ3Ief/XmYMYSzCVt5xxInM+XLv3euNh5BDqi9qqYJ7b0ZAcl12YT6zbbZHCCfwW3tefHC8/izT2Kvb3B1MG0jbWsK6CUp2Qw5aYmm7ZT3zjfr9oek4Lh8MTHRDuYqE/vq83+CJNTcg3Le+2d1sVaF05iPAdlwtgMfKF01GYGKGvAk4cSy4pmSUPAMowbF5S0YJTQj/7HYXD6v5CDUKoQgtK08HRgan796ilX7OV2jFbOpBSxRUVGDf+fsg/NsGoPdrqo9mtCTr2mNnN8JtVXwXRu5/uve/zkQbSEEVkIG7ca7pI0zbGo/RRFAcI6hJCccs8XDh6H38k8dLXnj7wjddkbthBCEtmuvEyf20W9XDWsQQi2DaF9Ye5NH1H5cf5PoGUY5uNAJjzhIMAnH5VGEEGomIzd8ycplLhpjNm8EXzP/IoRQa8HQhhBqjygFLHUl3iCI6ZTi7VdDfSJzbY2VxvXSq9qvCCGEBIT49u3bybsIIdQ+/OORPvfgd00VaQhqinISo3voGWrJpeUwbr1LYjA53WqYaEQYwcuRxJb1CLUVGNoQQu2OlaGimJjo0XtR7kE5nwOzg+PzU3IYUSlFeUUlw7vqEhPp1teUHZ5JWXSB6tDwKSD7p52emsq8bEoWtRUPPqfYNehtqsXfX1IP3YkKic/v4/TfoJsICRS8PIoQaqd8InM/+GXl5DOz85jSUuJ9nTQ6WKrYNSjfeIVTFx/z+3S8b3lPSUgVRQx2xSluW8U/HunaajLEGI1txvEH0fCW7ZnvQC7zJmWux7TUVcWkFu3+KzwoLl9cTJTDLX13pI9a2fyBCAkaDG0IIdRYK08HFjM551bxpvYnDFvnPryrzoqJ5Lx2AAKie3COvIzE3BEmmAkajBjJcv006yn9DVkl3AduKV+CczzDqBtn2BCzwNUX/MLNl0KjUnjDrasrS0uIi77c34tYhZCgwbYOCCFUG25paQG9hFLAImbjrQrK3QKz+1aYyO6ZR3pWHrODhQq5LCJy+G7UmnNB73yzbr1P+u10IFlaBn7/8QfkHHqoTu/9eLNC93LSeOiWOmbT1z+fxdsZK9kaK+Xkk5PQ1It/dN6svd4JmbQ+ZVPUUPKZFWecQ0jQYGhDiF9wRr71SuiBKtM9oTYmNo32wjP91N8xK08HTtjq0Xnh+34rPw9e49b/t8+Q3sgHVfDcMx1uK16ChAynqijV15kX47zCqXP2+0BWmzXY+POJvmunWgfH5UN6Ix4Jjt6Lvv4msXziO1S7QgYbbk88jNlzI9zVRu32lq6DO2uHJxbUNEHI7hvhpx/HbrsSuvCI75LjfmTpvzZeCrEyVLy+wdU3Ko+YZ6/iLNIICRoMbQjx5cLz+Ck7POlMzqwhRmQRakPSKIy3vpk7r4cNWu02ebvH5suhl18mFNJL+jprHFrkdGdr1zeHen84+l+TtYr8ovPkZcQt9BWIRW5p6ZfgnM5lGc4jlLLiVEBqNmPLbNvfJluKiYqO78WbnOPpt7Syx/IUszhwy+Y0cUsVBpNz9kksudCGGGjw5ol5+z1zyVjzXXPtddVliImkncyrn6cO3rJLL+I9wqgS4mIulpXb9m2aYXNtvWtMKo1WzIZvdx9nTUezNjLfHWqTsE0bQnXbfjUMjrL/G2m6eKw5WSTkjj+IHtdLz0RHnlxufyAqJWTQg+PzQxMKAqLzkrLoRHk3OzUnMxUbI8UOFioqCnXPv0QtZEHOG9FVZ/c8sl28Zxh1yXG/1VOszPUUVp4KkJeVOLrE2blCpJh36HtcGu3jsb7E4vU3ifB2HFzoNKiTFlHSJGJSi6bu8vI+O6DtzciUQS2GjFs+yx9svff+Wbc2dVWUq34aA9gU5ZG6WvtvR977mAx3lo4zxzGWkSDDmjaEasNic387HQiJbfkEizaT2NIpxd9CKevOByf/m1Tam/PP4nr8+nH6bq99NyOefk3TUJaeOdhoxy/2/+zreWaly6IxZv06aPKT2MC3EArcdq0wtFtgbB7cOpgq//5nkIioyP4FjhUTG7A3UcqnlYTEFxCLjqa8tQExvJ9qQkFx+VxuKZdLLgq7Oft9pu70ojN5tZI6ajLliQ2M6q5rpitfy/Xl2hMbiC7rhYCQ4MPQhlBttl0J/RyYvWaKVauP3dB4WXlM4o6uuszc4SYxqUX7b7XH9nkJGbRhXXS2zraDf9fWu3qfHXhxbadVk61Gd9fVU/8vCvCJiGgdKsSyxExeFN58OaSQzt7/P8eqw23078CrUXMLyiYWO1qqyMtIeIXzwl8T8omgmurKS4i3kWq2LbNso1IKN10MIZcrgEx24tcONbVp44eMlLiWirTfn4Owmg0JOBxcl19vfTOvvko89zTuWyjFTE9eXanhYwI1k5x85p4bEXHptE5W5EGCW1p6/1OKfdl5PGqAC8/j73xIhv248O7KI5ML735MufY68eLz+L/d0yb1MxAX4x3F4TjHYHKee6azSrhdbdWIB7cHxSzOkLXuYYkFna1VR3bT1VaVESvbIA12/EGMkpzkwtFm5LKIyLXXCXCbQS2GUAjpkCisCEIzm1N66UV8d3t1eAJQEplU+D0qd6irtopC0wwFAt/9fTcj4J3t11aa1aspSTFLuE++psFH10y3iS/rqylKKStIutq0oy8CElJY01a3z4HZ8w59//18sJ66zJ+rOx1Y6GimW0dle724B+UUlfWHaozUHMaKU4EvvTNoFX7VzXdJ+29HQtwkl1F9+EXnnn0S62qtunScMF0VjUgq9InMhay5/WrYgFWfp+3yuvU+ydZIcd0063/29ZSqMKPRykmWjmbKV14lNPmFOUEmIyV+4tcO+UUl8I0eueHL7r/CIcCR6+ovjcJIyKBVuvqpKCuZlcdcMtZ8XFmfg2rBh8r3/CCnf9u82xorwi28d8Ri43mH5+YVlfQp677aZozpoQu3/3jw+uo2LUjP8H6RCwgJMKxpqw2rhHv0ftThe1FaKtI7f7Ef20sf9vjiYqKNPDWv6EtwzopTAXD6mJlbLC4mVrGhBv8K6CXrzgWFxBesmGg5oY++vAzZGpdaWPLGJxOO0wNcmrKBc2MUszj+0Xkp2YzETLqRVsMvZ7SAzZdDM6jFu+Y66Krz6kJaEbyJ5nU1yikHwX3TxZCvIZRCOru3k8aMwcbrplr3ddY01Kxma2soSb/yzqAWsIZ3bUdjUxlry03pb6CsIAWnOp8Dcx65p8JGgPdaVlpCR61+77VHKPWdXxbsGYh2aQR7E6XhXXXr3KQVuwfQijkvvTLg699U057Sitnw3DbNtCGX2wQVBano1KJPAdkDXbTUyib7R6i9wd6jNYpMLtx+NQxuZw42WjXZiiytzmufzL/dU12sVBaM+u8SSbmAmLw0SvGImvfgN98lXXudmJPPa29koiM3qa/ByG66yvJ8NYIm/HY68HNgNvz1RWN+eAKQkHr8+lFWWvzz8X6t3rQlJD7/uWcGxFNigAMA+XLzTFvivqB57pm+5XLo3OEmv463IIv4Bj8L7yC5UAH8Qg1lqYpD5NeJxeYuPOqXSS1+UZ8h2rPymDJSYtUOTlEVZNMXnul75ztUeyGvzfMMo34KyPoWSoETCVhUlJPobKWqKC8pJy0+obd+nQ3YTzyMhi/vld9dK1W2leOWll56kfC/kXVcXk+jMEZt+Nq/o9aRxU5kkWA4/yxu6gDDeu2OmhXE640XQ+aPNMWKMdQ+4eXR6nmEUpYc94fEtnW2Xe2JLTmLvuVyCOyyzz2Nu/KK15alouC4/K1XQmuvmJsxyOjNod6759oP6qSVkEE/fDdq6Fr34w+iYT9OPqJWB+9EQmIb30u/UmIDMlLigztrM5icF15Nf0GBf2GJBduuhM7e53P3Y7K6stScocaQ1RzNlB+5pZKPEDxfy7oEju5R4+WtmkSlFF56EX/heTy5/K/4dBqEOXg7yGU+QPb67VRgeg7j2FJnsog/kUmF/J+LzRrMG3bu+ptEYrG96Wantn66zdM9PW9s6rJ0nLm5nsLHgOynX9PufUwp791Zi6Qs3pfUyqDGbJedx7r9Psk9KIdcroGeuiycXCVk0MjlmsEH7P7nlNOPYyFokkXNBnZBENqYJbV1QIVPzoStHj/v9yH6dTa3oa468jISH/3/G5oYoXYFL49WA3bWv50OLKCVHFzoNKJbHdUPcA76y3BTW2PFF54ZH/2zHUyVy6/6vfbJ/PUP/8n9DKcPrHs4VksDRTiij+ymKy0lHpFU8D0y99b7ZAlx0aqjQVZ0+0Pyn8/i4DFHllR/gs7hlL73y4JDeGvVo1x9lfD7n8FRKUUdLVVWTrTcMsu2m526urL00XtRJjryP/U3JB/X1D4FZMP2j8+gQXKt7zyPmbnMHdfCutupTx9U73F01ZWkQxMK3vhkzhpiTBaV2XszQl9DdvaPhbUIiMmDD2FeUQm8szZG9ZvC/OTfMQ8+p2ipyvBzAVpDWZpWzP7gnw3Jw7Sp23cLETEx0cDY/BdeGV1s1H4ZbgJB2caI186sdmV9DkTnDq+xZ7GCrMScoSbG2nW/EfCns3KZtfwqAGd0266GfQnO8Y/Og8fDuWW/DlrwCSdXN7VnHunUQlZNH9p3vllbroT+45GuriQVkVQoJSlW3gWqkiIGOymLDv/gzLaHgzrRFaZhREVFkjLpnmHU3k4amioC1xsMoeaGNW2VZeXBATsU9jL7/ufI51iXEK2U5CSXll1HO/04hij8+0vqhgvBY3rq1asZu4Gm7PIJFi/291481hz2xXA+ffIR+Qur8o3KPXQnEh62blqNdYEQBHmXRwOzM6jFZBEfwhIL4Gx+7bmguQe/k0X1F55YsOS43x+PYiAW7Jprf2lt5yGuZD3T/U8pcNtM7ajSKIypO71WnQk8/yxu382Iyds9ui35ACEsOC6ffERdosoGWO9g+d/EkfXiZKack8985Z1BLpddGobozP/rfe6ZvvSEv6qi1PnVLrbG9UtsYMlYc0h7y/7wn77bC4IIWVqzAR15n/OPAeQIFK0LPnvH7kdP2eG5+XIoWdTMWCVc+KgMW+f+9Gvahhk251a5TOitT66rS3IWQ6+JmjyqKkgRg/KTy1XAl/3W+yTYMzzb2/PO1q6wowgqq8gnVzcCfGUqztBQ7vGXtJ4OvBk5q7r1Lmnd+aDIpMKFo81OreBNk19p6s+d18Ngk47c8MVlwbs+Kz7BGwo7E/gr2f+OO1MOPqtwG5VSmFvI10Re1mVhOi6t7lpJhNqedlHTxmBy4JB592Py+Wfxxx9EXXqRAOeFELOqbfW/90aEd0TuykmWE/vwu+MmWBsqhiYU+EXnsTmlkJB2Xgsf1kUHwgq5uj6ky85ZYXf5LZTiHpwzqa8BMSleRfBXfv8zGMLBltl2PexrbLwsJioan0GPTilyNFWuvTE7HC2uvk6EILj7r/ArLxPgbL6Qzu5srdrLsfq9du1uf0hefTYoJZsxrpfegYVOzub/BaDUHAbEQQVZib3zHaQl61dJUEAv+RSQ87d7qqOZck0/C++ymrLU8gmWq6dYuViqaqtKl5ZVvMERSExMtKbKgIpgI7gF5YztqWdlUHddS1VqSlI33yXBy5zYx4AogadUzOLy04CPxeYeuB0JYd3VWg3SQ8PaEvFmveygKSEuBh/7J1/T+jprQm4m11VHR00GImZiBn3mYH4rApsD5MtTj2Ph5UMWUVeWyi8qKd+AzeeFVwaED5+IXAhDBxY6OpjUY3wc+DRe+CcePor1uupdEzizSsigw0uudlj/xEz6rr/CL6zpNLKbLuy71JWkO1ioQOEH/6wFo8waOeUB7EluvE2C3zawQo8l2PlAIZxz6v44dh18sDdcCLn3KQW+HceXOQ/vovMthPLOL2uAi1bHCuc5Z5/EwZsIexV7EyX4+vdx0oQd2v9GmcJ+kngA7F4uPo8/ei/66P0oCM0PPqdef5MIpyuwv4IPsJZqjZ9YGoM3VI2Jjny7GqoGIUIbD22ZucwzT2I3XAh+8z0zMqkIDk6wB9FVk/ngnw1fe9iVVMptsCe6+ioB9lxrf7Imi+oDfhskA//oPIgIfZw14Rgg2oi9KRxoYW8IuWdKP4Oqjcr33IiAPAeRqNreDxXBTtYzjGqgJVf7Pu6tb9bB25HfI3Mh2YzvpbdojPnGGTYNS2z7b0XAwQyOPZtm2sLTq5Q4zzyJg3S7aIxZV9vaOsqtOBlw4XkcpYAFh/DnHhmwQz/xMPrc0zgIIiHxBR0tVGu65NTDQR2OEPBeyEiJw2O62alD/HIyV07OYsCbDmG3S12jMUUmF8ERFJ4efFrIovqAPEpccFRVkLQ3VQ6Oy993K2LJWHO7un5bbBptzdkg+PDMHGy0e55DY2YfUpSThBcOmfvZt3T48NR5eONN5RSTN6SzNhwvyaKauQfxcvNfb5Iuv0yAw+3F5wmvfTLgudb5AmsSk1r0x6OYg3ci4ewCTlHUlaT8Y/Ig4xo35yxb8B7tvRlx9kkspA04r+jpoF7fb2sGlQmngh0seYmELKoOtZB18u+YmqqsyrkHU+Dlwze62n6RpaWlr7wzV035oU4d9ldMFmf20MZGbTj/GdlNZ+6PgxFCDvMOp8J+AD7PZFFZv41154LDEwtmDTbeM9+eyHN//hMfl077bbJlxXMDeB/hezd9oBGkzAEdteBLB5GufOxiSIS/HPDxCqdyS0Vgy7taqzqYKqsrSydn0eG89+8vqXIy4hXP9CoqZnHuf04x0ZEj5uNHqF1py5dH4eA3ads3OPpOG2h0fpWL55kB19a77vuf45Elzrc2d4UHPPvxigDsW4n5lRvQYZAA59z9/t2PTOyt38gp/44/iPYIowzqpKVfNkFyRQ/dUmG/ZqGvsPrHnXi17Mqur8FRmVisyYiuOn5/Drq/vfv7I33WTrWupfauFrDNp+/2gmNJNzu1a+u7jO5euRNlWGLBvY/JRlpyc4bWMcFAbyeNhAw6nIuffhwLLxaiMIQwSCFwtLiwphOsJR/Hn+526hdWd4Ifv/Qivs4rhvoavAte/F9OrWpyX14V0cUXCUT9pbWhIhzDiFW1OHg7Av7ouqnWA120IarCq4ZIdPtDMnH9qAE6Wama6Mgn8jFXlVFZAubzGvr+2xGQoZOy6TqqMsO66MwZatyx1paXtYDTKohrU3Z4Pv2WBr/qxqYuRQw2nI1A3K84xhgcy3su+zh1p9eWy6HwJYXNcu114o23SfB5Ix9RTxAXfjnw/ZVXxs5f7LfOttOuuV6nFvk03vuiWCHTVOuDX9YLz/+ulddEQYZ3blPTkI0QppdN+GG/BJ8KnwhqxemzGgx2MlVHdIO3Bm4rJsgXXhlLjvulURiwxSCiEW3p4LTqrW9md3v18iq0OuXkM3894T+ks87uufY2horzR5qun27z+zTr40udPxztu3e+A5xdH7sfDcmM/IEfEU+JWtjALwVCQq3NhrZ3vlmrzgQuG2/xfF+v5RMsXG3UKo55oVd2VK40Csa9jymwF146zpyfVsNV5RayDt6J/BSYTVQPrL8QDDmDWFVfCRm0BUd84bgIJ6YrJ1UzQsTNd0lwu2qy1eG7UZBsiMKaGJa1Rs/O4+t4bK4nn5hJh6RbZ3+3SuAouO58EGzziKTC2UOMz6x0qXZWGTjWwu3socZ1BlpIORAiIWdf+d0VUtq7I31e7O/15+pOcLTg5xJnVVKSYsRUVAF1jSULnxY4Aj33TI9q6IyEsM3njTCFg9OaM4EfeRew+JpQAU4b4BY+Rb8c8Pl5v8+u6+GQTg7diZy605M4gjaAopwEP6cORF8N4gnUCb5T8NY829Pz9MqOEDF5B91p1vyk0org+3L0ftTw392vvkroaKnyx7IOcLQmhkxbMbFy4wTYnpCDs/KK4U258DweNsuJh7zLavB5i0uvd9umR26pi4/5yUqLX13vOqrKeQX/mGWD1xDZpRZuQTnm+nVXGRLN82vp9jvUVRs+GOkU8osM2w1uezeoLpwfbA6v0yiHQz4hiJ6bL4Voq8lcWtu54qDB3yNz4XZgWbNIPvlE5v7U33DLbF4uh/PSrB8/25DdDy92gq0Kn3yy6EclbN5Tkmwr03MhVC9tM7TByd/uv8JPr+g4pYbOiX+94YWeSi3NfSKpcDuia0N24nCwmbzdk5jy6O+d3eEAxmByfv3DvwHd8uH8csJWD9gV9nbSgLBSdTLEfzzSIdXB/s7VRvXJ17QJW7/B4xs/8/d7v6z9tyImbvMYv+Xbb6cD99wIJ1fUJTK5cMhadzgKQlDu31Hr8rrO1QZNAH/i7fdMOMzw39Db0UzZ2VwZUlp9e4BWq4MF7x3nZwT88WXPcMvl0AYPUr9ojJmJtpxnOLWjpSpsFrK0VmvLAtDc4SbEP0hCkFnhGDl1QAP72LJKuGEJBfx0ZSCqiwrpjZ2Zg08PPqfAJ+3G2yQHU6Wdv/A6qfRy1DhyLwri1MLRZnOqu94HH6oPR/s+3NH9/OpOZ39zObrE+dAipwc7utd3RiP4+uy+ET64kzZ8UPnpH1oL6bK4Vj7uYLW4paU+EdRKzcIajMvlVXPGptEuvYiHkzqIcfCPXNfkytJaeYaEjdbNTu325q4VG64BStkAkz3rkx2Hd9GBUy+4Q3RK4HArB1U7Y6VlEyzYnFL4nJBFFRAbvOLcHgi1H23zc//4S+rPw4y7V3eBD/ahcIIOuzw4SIzv9UN0SKMUK8tL1mv4e4gptz8kLzzqBxkRItT1Da5EX9GNM2xmDDLi5bYT/m98aptFKjOXCcEODiTwe84/izt2P/rovSiikwTksHmHvg9c7VZpwLaXZd0Sh7lqw6k5HNSnDzKCDPf0W6NGYguMzV97LqisiQz352Emfyzr8Opgb3JdXRTlJDpZqcDrvbet25HFTkQwqhYRgLwjeOG4VRB1n6Z8tJSa0s9g1mDj6JSi6bu9Tj6KiUktIlfwDd4dzbKLboGxeeH8TZTUxUZtyVjzX8dbEP/glAMyKxwj4R3h8/odfGYqxvd3vplwROzpUPcVNPmy0EYrbvbQ9tNOz8nbPfbejBATFYWvyfUNXYi6LvgW3HyXBJ+iipN4VmWqK+9qrUpMqTnQRau+ie2FZ/rWK6GwSfcvcGzMwBMEaUne/hOSMbFYrYQMOrOEy0/lPWQUuK19thVZaXH3oBzYgKcfx8IebN//HMkVza9/B62ts+1UFCo3roXTGy0V6fpeXyYiV3ZZ4Kv2jSDq6aut+qUW8ApVcUYE1C61zdD2U39D4kJYRR5hlBeeGT/t8ITz+8GdtffMcyBX/MtIUzafVlJt1/eaxKYVwfEYjiK3NneFHahDhalsVk+xItqgrL8Q/Dmw+pY3ATF5w393h2AHB5JDdyIhtP31NhF28QX0kpRshpSEOASgqQMMK1a2lZby+jbCHaIRLhzUHcpaf9cyswXRkV6x1vHxnc2VIXL9s68n/Fs+waJe/Q/g6cFrh9db5/Dxw7vqwC/f8XNDetTW129nAu99TCYXysB2OPeU12Zx7og6mtMRfptsuWmmLeT4K68SpuzwnLXXm5+L0eVOPIz2icgd0VWXyy09WMOFHv7xWZO6+XLokfvRxH04Z7jzMRk+J/w0Nsov4n1IyidA48eKkwFLjvsRV+r59CU4B3JwbBptQm/9u9u6Vbyi+tIrQ0NZulKzraaVTine9Vc4pIEN020a19yURPRfrn1Q2cxc3tXMqlmnqtyyt0BNscZHQjr0i85dMclixUTL7T/bwZkVuaJ56Jd10oL3i1jcMtu22jm+IEfyf4JXCRG/4DcQixURIxtX+9El6uc0a+0QjVBb1TZ7j0qVnQFXVDb5Sejb75n0Ys6qKVa/TbIkzpIrgmPGC6+MTwHZ7/2yUnMYcMyDvUnFnlNVdbbmXflysVKtdkiFjhYqcMj/GkLJzmON6VnN2PqwE4Tf0NFCdVAnrSGddeCcdWR33fkjTKcP5E2cNaW/wUAXrUrtt0pFSs8/jYeAtmiMOZyUw/HvxMOYnHzm0vGVe+aX847I/eCf5WqtRgzHVRM1Janag13jqSpKQQzlfxrNhtl7MwIiztdgCotdWj4Wg0coZX/ZWBLb5tjx3yfUzlhp9lBjM10FbTWZrDwmhDAbI8U6symA6A/vCwTZlZMs06nFboE58HHiZ1rJNz6Z8Pg0SnFiJt0vKg9i/dXXvG6zF57H8zNeya7r4famyvBeQ7LfcS0sLKFwx8922qp1Vx5/8M+GH5k6wIj/CWE1VKQLaOyguLxq5+yqlpG2HGzSWYONJvapPIoNfDBGd9fjJ9w0WGRy4eMvaZP7GkDMyqAy84tK4CQtJ58F/5KzGBFJBQGxee++Z732yYB3wS0wG3JD7b1u4Uzp+ptECDdDah7yIyaVBr9tmKu2ZV3Dxzz4nALv+6/jLSRruPAH+6U33zO3zrKDcyr+W/03GI3BfumdYaorX1MvzsaDj7d7cM7kfgZaP35EIV5vvBgCu0fYUUuIV94aD9xSQxMKZg0xJlrrItSutOW5R2+8TaIz2XBa9jkwB2INlEwfZDRzkFG154sE2InAbr1iZZuBpqytsdKBBQ2/DOEVTpWXkXAwbeBoCFUtOurnHUGF9ACZkrjeN3uIcU3NyAAcvJ98Tds007a+I88Jqem7veAW4izs1ucNN/GPyfsWQrn1nlchtH66zZR+zT70F7w7S475Tx9kWD4B2oqTAXBwgveozhkRdl4Pg08guVAGPjwuVioQNCFt1Dkex5F7UTffJYmLiXK4pXAicfxXZ6LvcJ3gGAknNk/39Kw0CE4bs/xkwJfgunvYwKaTlBBVUZC6uakLWVQdbmlp54Xv4bzrz9WdyKIq4Ou/+JjfkSXO/TvUMT7F8PVfOJzSN4dqrLWC9yidwrjyuyu53Pxm7PGG859bm7s206diz43wh26pbw/3Ua9wrRN2wofvRoUlFqyfZl1to+Qxm77C2cKn433JZYTak7Yc2nbfCCdmt7Q0UIhOKfp1gvncYXx14mOVcH0ic2H/CKfgcC4uJsprIU6uEwDFLM4vB75Hlo3aLyYqumC0aS1DtRXS2QNWfYZD+PN9verVXE94vfXN/P18MLnwrz7OmgtHmTZgdoH6uvY68ezT2Kn9DSvF6L03I6wNFfnJzR6hlNQcBpdbqqkibaqrYKQtW6+xY+CUwzucaqwjD8+h2mFaqzV1p1c6lfH5eD9yue2KSeVdn6UWsgpoJUSTdtgFwvmPkryksrykkZaclaEC/43cJ2z9lltY8vFYbQFixPov80eYTqj1rc8tZA1c7dbdXv30io5k0Y8K6CX9Vn5ePsGiasOP5kN8lfQ1ZbfPsWtYl+3a/e+wr190nrmefA97dfgrlHwWZDUiVdc0Jfwbn8z1F4KnDjBcJ0j7ZIRaTFsObSCNwpAQF3MPytl3M8Ltj35V5xUQXnHpNDaHW+eQ/ScfxVx5lTCiq87uKm342rDLr+JPPYqFw4yKgqSDqXIHCxVn83qMdN8YcKrgYqEygu8rhoIATgCm7fIa6KJ1aFH1M9iimhB1RTc2damlRhO+qnV2mPCOoC466jdjkFFNIy++8MrYfCnk9pauLXBhtCKPMMqJBzFRKYUQOuE0gJ+2AfwbteGrsoKEvobsO9//JoB3tVadOdi4poEYiUrrlt8OCAkIfk8ohZSeuqyWivSb75kjuum0pcQG4DBQZ2J775cFiU1MVLQlz84FgaoC72rL8gkWkELmDDVuscQGNs+0Fa7EBohDZr+6rt+hqoj2XkTfoJrw08U1qGzA51p6XgfE5Blry7V8Uulup35rS5cts21TshhTdnjC0yBXNFoxiwMn1Wa6CgcXOr080Pvk8o7X1rv6/Tno/Ooah86+9ykFEtuUfgaY2FC71cZDG4BTWJ8I6uBOzTaakaAKjsvffpU3mfTWObZNe34s+Ii5qyu1bkbVSs6iX3oRb64nz39/AlSuf0dNeRmJSs0QG4BonFpLv4fvkbn8dGRpDnDWN76X/rlVLm8P96klVtZXZDKvXyoxGIq2qnRPB3VHs9pOrmCHdux+FDx++cQa2+8i1Oa1/dD2t3uqq7VqfWc9EnZLjvvN2e9DK+asmmw1pkc1HVfbtkxqsZSkWMPmJmpvDtzmDUfyy3C+mnuiSiCxTR1gGJ9O+/sLr/lswxTQSzzCKANctGrqqw7BOiGD1qW150ev2F2g8YjpRvisM8vMZW67GlYqIrJuqnUbu2aCUL208dAGe7rXPpnj+B5/v22AHVxKNgNOW3fPc5g52IgsbU/SKcUm2vUbdrV92nwp5FsoZf5I0xFddcii9ieNwth1PfzPf+LI5XpaOs5cV11m740Iom9QAxDjb9cyTUhAbL6inESd/U+FS1Imb+jB2mvXCFl5zPV/BmXmFp/4tUO1Q6Yj1H608dB2+WVCFxu14V3a1wFJW1X66Z6e19a7ttsjcXI23Ui7LQ9d0Xj+0XlzD35/4ZUxe4hxtd302o/kLAaDxXFp6Jz34Pep1hxu6dYroQ3Lbf94pHe2Vu1RcxyJSCzoV2VCd2EXn06DxMbPyHxrzgayOaXnV3Wqfdg8hNqDthza/KJzYW/46/hmHGMdCaa8ohJ9DQxttbnyKiEgJm/NT7zhf8mi9gqiwN75DhCbyOX66+OsuXGGTXRK0aKjfvWd2t8zjBoUl/9LrV2FAmPzK02ULOy4paXfQilz6hq2EMB32cpA8cKaTk041CVCwqvNhjY48b31PnnFREv8qrdDoqI4y00dtv9s9+5In+kD2+PV8+Ywqa/B4UVOZZOU1G+a2pD4/FmDq58ouZy4uGg32zZ1WVBMVNTtRL8BLrXN0UJQUZDcPMtWpmxufoRQ2xynDc5cb75NMteXr2XUWdSG9V35af8Cx+6t1NsOCZe/3iZCbCIXEEJIgLXNmjZLfYUVkywwsbVbirKSWNOG+JGYST92P5pSNnM5QggJuLYZ2mSlxfVqmD0dtQeLx5q1t6HpUMOEJhRISYo17WAWCCHUTNp471HUPuE4sYhPcWlF5nqY7xFqv557pm+/FvbWlzfyjuDD0IYQar8ycpl66jhzBkLt1CvvjC2XQ/2icn8/H7ziVABZKsAwtDXKO98s96AccgEhJAA8w6guC94lZPDGbq1TIa1EmY+hwhBCbVJiJn1KP4One3pumW0LR/MnXxs7JV1zw9DWcCceRq87HwTZ/OyTWLIIIdSqCuglB+9EDO6kXcQoIYtqpaMmY4GXR1E9+UXnPvic8tAt9WsIhSxCwikzt5gYcGdsTz1pSbGEDBpRLrDEt2/fTt5F9fEpIPvgnch5I0zpxZw33zMHddJWU8S2zG3QtdeJvKFNm26ebNSsrrxMfO+XtX66DZ9vmYS4qIOpkrI8VrYhvqw+G7TvZoRbcI6YKJwhsOMzaDn5LFtjHA20bnlFJYmZ9C/BlFfeGa+8M73CqQkZdCfzuucxa1Y0BntwZ22488AtFQ7rs4cYm+oK9BSIbWectovP47vZqTmYttAn4MnXtAxq8cLRZnC+tfdmxMYZNpP6GpDrEN8gEkUlF6ZTiyOTC8VERd3/6EeuEAweYRR4c6/+7oq9C4VF35WfHE2VT63oSC4j1KQeuqXaGivalaU0Fpt74FZkd3v1QZ3qHiW43YJjpW9Urn9MXmo2gyjRU5e1MVY00pIz1JId30sgZgYPjsufs99noIvWoUVOZJGgaiOh7bln+sE7kZfWdm75gR6+BOcsPxnwyzCTZRMEdL6s1ByGYM7pxOaUwjmrkryEpoq0vYmyjpqMtqpgDa628Kjf0M7aE/rUtluBYOcdTk3KpEP0hHNuNocrLiaqpiTV1VZtcCft2ufDDonPh9sWO9No8z4GZK8+E7h1tt24XnpkUZn9tyNXTbKUksTWIAIN9lSvvDPmjTAllwXe1iuhZrryP9c6BVnTSs6iG2rJkQtCAt7TF14Z8rLictIS3e3UzfTkYaOR65paPq2kAbXmgbH5Gy8GM5icW5u7wmGILBVUbWEvRilgnXocO2eoSasMzaVVljMy8+o34WDLgJ3g4DVuozd+7bvy0+fAbLJUMMDe5+SjGFcb1RUTLacPNHI2Vxa0xAZxPD6dVkticw/KGb/l29Lj/p8DczilItaGisO6aI/tqTfUVcdcT+HG2yQ4dau9vePxBzGz9/nAjoZcFnhRKYXfQikvPNPJZQED6RluO1n9cGEUjhkSYqJtO7HFpNZv7iwBFJlcuPJUgLaq0PTkvfMhmZLParHE9vhL2tSdXofvRT3zENBvX02GddEZ3Fk7Lae4m53aoE5azZTYDt+Nclnwrv9vn2EfRRbx561v5vxD31kl3MOLnQQ/sYG20Kbt+IPodApj/wJHUVFRsqgFiYuJXXudqKIgNbq7wI0NlprNsDdVXjXZilnCDU8sHNBRgOrw735MvvwyAaJkTCpNX1NWU0XgJjA48SgGzgu72KiRy1UYa8sN76oDZwtzhhrDjqlfB83u9urd7NR7OKgPdNGa0s+AzS2Fz4adsRI8kvyZH2XkFn+PzJWREm/MbOUtICyx4K+3iduuhl1/kxiVUhSXToezlE5WrfCc2ZxSMbEav+avfTLj0mi/TbYSq7Ar2PVXuIuVqqMAVGfmFZUcuRe15XKorZGSgWaTVX7f/pC8/WpYZ2s14gRSGH30z1pwxA8C0OR/G5lk5jIVZCWI+4Lpawgln84e6sprDtXc9t+KOPMkdsYgow3TbSwNFFrlSNdgkIdm7/XZ8YtdHydNsqipHb0fdfNd0tzhJgcXORlq1qMm8rln+saLISY68keWOAvCLoIfQn/2CbH6weeUyf0MKu6mW5KKgiQcdLPzisllQWJrrETsU+59Su5qW2P4aHJZecxPAdnfQmvrV7VglNm9bd02zrDNK2LNPfg9OI53oVBwwPOHAwlkMnK5BsrykvABIBd+pKootWqyJXw24tJr7I40tievGs9NgEeNiUgq3HU9fOYe70wq8/dp1p+O9137kxWlgNnyJwC+Ubnrzgd1Wfw+J7/GWu2eDuocbunUnZ5w2k2UsNhc+GgZNl1CarCAmLy5B30euqUO7qStJN+UceSFZzqcFRQx2OSysMmgFu+9GTGmp96swcapOQzYn++8HnbyUfTK04HkIwQSnKHBLuLxl+YdISKNwlhy3O/ep5S98x2IWr0mPNKlU1risJWQSeOWlsJLiEyuXx0Yn975Zt14mzSxj/6v4y3q2/j40J0oHTWZYhZn7bmgGXu8N18KufoqAc5RydUCSehD29/uaRLiomN7/tCEhX9wQL3zIRl2GWvOBf12OrBh30BZaXF6MYdcEDClpSL7b0e4WKqOapGKQPhabroYMmyd+45rYSceRpOlNbDQVxjXS+/86k69HDW2XA4VqKuEf7unDuui08iafNi9itd6YU5bVdrOWCk8sSCvSECvkN54m6ilKn11veuBhY4DXbSU5CQ/B+VMG2BortdyHawgh0EI+99h33wa+9HO7ho1zyoLb9nZ31wm9zOEO0TJC88MuIUzaWKxtXiEURYf80vIoMOhFzYj0Yy9qUhKiGXmMbvZtdxZGZ/YnNLkLHqdI1nCd41SwNJUll56wn/2Pp9iFnf6QKNNM23dArPhnIF8kOBxMlNeOckS8mVIfHMd42HPsOSYf1Im48KaTuUf6aZy4Xn8yA1f4FyCXG42VgaKa6daf/DLmrbL69j9aAaziY+VfzyKhn3s7CHG5HJ9wAEIzq5VFaTgVkVeMreo5K1vFpyjNlO+bBLC3REhK48J+WBKP4P1023IIr698s74+0uaTwSvEYyYmKiWijTsYuAkfoCL1uF69h+Bjz6Nwfl0vC+5LEi2XgmNSS06trRDC7QY+xSQvepMIETYeSNM4bgOd8gVdYGv8ex93k5mKltm25JFraqQzu678tOan6zg4EEWNQicscH3//aWrtaGimRRFduvhT39mnbld1fn1u76zqdzT+OSsuibZtrIy7TE1SvYe8I5VXBc/oJRZovGmJGlfNt3M+KFV0br9kr2icxddsKfzS39Y1mHHmUjQjWt3X+FP3JPvbO1KxwdyaLWBkHtvX/WC8902KnC4pgeett/tiNWVfX/9s4CIKqsi+PS3d0lkoKAKBbY7druGmt3r4nd3YG9dne3IKCkdHfX0AMzTPOdmffkc5WYDny/j53v3TvDOMy78T/3nnsOvOzw/XRbUzUfV92xvU2QcSM+u3bm/sgH23sI0zzggs3/JjIaO4AWR8v8IzqDGaNfR10B7KWW/CsQ1p6L7+agrawgAwMXmL6gPKrwZDAXZWWk4RcHeug3a7RklxAmbAuFYQcGH7SKcxJzamH2ZMcIgWno5of85yHFVkYq0BH4dTbu9sd8aDygnrkTbZKIZPu03f5U8C2tGm4YR+nhQabuuJ585lmWjrr8X/3MlozpuHGa/bRBFlMHmdMZHR4HFWmpyjlxsr0NI2YlnjxvJMczCndAtyRTGYrybUsiGFDCkqsOzHexNBT4gaNr7/LA6LQ3V4MOOcBdH6x/9Ak2gBeb66scuZ8+Y4gFDDRoregIjC3/GI2bP8qaR7fog3fTHMzVJvU1Q8vNAcZ0dEaNl6OOpGS4d++kGRBTfv9z4eCuBhzdZS4AxbbmXDwM93vmOoMZgNZyAjRLFSXZ8a2e/xUo8OHXno3HE2knlnbp5ayL1vIVApnuH42D2V3knpFgfT37WnzoXtrVd3lw7wZ7Gk4eYKalKv82snTuiBbPhIJcmzHEclQPo87WGk0tCt4HusbqSZ2QothipKMI3Rw+OX8PdVbiKSDF4Ks7tMilzXc+fC/9fWQZ9MqviZVR6dVJuXgQZPAOYOqAwXAvoBBqYAr4yW9YS01eVkbqRWgJndHo2bLnbiucfZa15XISTH+dzNSs2lrM1laX79tFD175Oa78eUjJIA8D3n0W4W9cdz4e/pA9c5xBpKK17R3RT5C8ACaas5U6pw7R197lqirKXlzjcc3Xc+ZQS3gHxEsAHheNtoaWFBjHmY8RlcYQ9OyF8DCwcJjvl37/BG66lIhWtcy559mgPE4s6wJCCq0SGNDzTzzKgDnj+NIu3ImPoooGGEHYUaJCICWfud/hZMnTHtaDwEI8gbp9phNabgHECaOqjoIUxR/oJiChjHWV/AScCARRbEXlDUcWuw7jdm+I0dhIA1NMRNDojduvJuNqyDtnOfXu3IZiW3I8xnPhpz7LA1afjX8bwdzVZRP4cgy1FUFGU2gi+0tzS4kwAgxcE7T3VmpZNXnJGJsPh733znUe29ukrJpkyLnxE5VW7WEnjA1fuEegPNznfxy/LRSt4gQHC/U/ehp/isKhZT6x/3YqfKVr/7JjZ0Xq/javQwtdds9xPrbE9cp6z+d7eoX59fc/6hN2pj889c9EW7AcVp2NR1/9A3OGW7naaFx6lVOAYyvn248cvp9+8VUOovZCW3Vf/pF+XfT2zXUuqyK9COGDLyDoxToibf5IK3mhzL9iggT/qSFJlXllxH6cO0R7u+qtmmTbrNSDCcm9kxanZ4YpVIaCgAMKwD8Boz8MiF07ac0eZgmdEH2iBWAAvfAye92fdvz1nmmW6IzqbVeSDLQVd8x00mfvEOiPnby4sgEstj03U8QnPlNyXh2MxbyYbt/Sql+FlqycYAtt6XNs+a2P+fAH/uMX9yioCH3Fd9RZUYVA3iFFSWF0L+O7/gUwPaNlfgOzyFqWYoOJHwZ6tJZzwGLJKKznYk7iC4fvpSXn4UHBsONROraPyfTBFj5d9EMSKzZeStx3KxV9gg3Ge5tU11Eefi5Ey0IE+u/RB+njtoZce5cHgyrcr9f7e0NfRqwRGKLDkqs4XQIkUeiRadWdrQQ+dgFgGLwKK4EPrKXKZQBtsPNBmKIFfgDf5Kdo3Iap9my6TGiqyg1w1x/e3dDHVQ9+xVRPCfGjBSkDJvTfgyyOLnYFndRsNt7J/ZkeIL+OS61z6G7a7Y/5MJMeX+IKRY5Gyi4dNYd7GT3jh2h7HVaiq6EgJuF5hYYEi7aAGKZxA80UKbKPtZEKsrTGL0gUhoIgl4hS8vBzD397GVayfabjrtlOMA6at+rikJBdC90eJoAaAvXym1y/p1kH7qSdeZZ180M+32ev0irSzmspcLF5moORDrv2NMxJfZYHeC3277k0YOSGr/Ah1/1lt2CUkPaXW6exsUNcZk1HDj1pKvEUEK/wA8Of78WEtefi4Kueuidi2p6IVWfijj/MyMc1wDT2q6hFPMPE9iBLS3jaaRnrKIYkCerc66F76YXlDTtmOfHofz28O1Mtjd4cwnf35zZ5HFx0/3MhWJVsWiMDPfSXjeu4e7bTxyPeE3xMHwQWsu8kPt7bVFZG6m5AAVoWCgQS7cj9dOi/MLAM6mpweV3Xk8u6/HS/QA/BI6dxMWoJzJOwQnAYYCakiitfNNoGhPXav7jZigX7+XV4ia0p3z4qjPZgcoMIa4p+wjvxrLP5uhrNqNLBngZg2Nz+lA+iH61qi4N30+74F4ApdQy0IEutchreTFlBhkzhdVU4OL4CpkKQqmj5t0GCRdursFJPe23+RuqDYehLfIUrh4kmSVS6gsCWZ99GlM4++A0urm/w/KOnMYXKgMbqatPaJ3SyUnez1bz+Pu/0k0z4+fd1zpMvRS9CS95ElCbl8vmg09V3efk4IhiFvZw58LDeOctp+hDLmUPhxwKZpf7iymNJEKQX1lFoDAtOzhuGJFUOWhM091AU/Oy5mfI+soxKbzTTVx7vbeI7xf6qr2f42f7nV7lv/tuhj8vPe2SK8syWQ6IISVKAoOdo660liisblBVks4oFklz5/IvsLwkV0Dx4j33obKV+arnbxqn27B+L4QugOEHQaKrKrZpoi1axDeh4ZHGx4HvanzaBf2jqQHP4Rx8GCm+xDU+gfY4rH+FldGmtx4H5nX9N9gr9CD4PjEWcukyBeQN2tbqyYBPC3viQB8p4dC/jeSx/u1ZOC7UE9PSVp+PkZaX5mMMQbGx45KMFm5hTe+pxJvSmlnzIxvUxodEbP3wrQ8ut8ikad9e/AAyMI4tdpaRQvw4tNvJuNx0izi0lPgku6snJfNEsEaxDhE1bbcK3ykRGo2QCNqjbvA/nnmehZT7xKrQY3vZFSDFaZoOKWjL8yrzD39AyX4FPAm++7WoSmUL/sSYmoxoptgJ8MLAC4aeogohWCQD4MIuORaGFdsGb8BL4o0DZoGX2gG87IAb3OLgQ1EZKPh6tZYP4LGZL3no5ES0LEvh48G/BT34ZAa1ij5ySeuSivoH6LqIUPi28Se9lAQwGUs1PMgrr4M2n74tAy5LJhosJ8FfA5ISWOeQ1qxFCi0LLbFCAI8KvTNweipbFgNuf8uEjQatDy5zA3W+xz9fECqSZUWnsNuKnX4pGbvzy546wv3aGwffcY4k/vMOEbSFxWTXoK3gG/gl4z8tvctAyz0BvGrP569pzcWi5OSrxzCmMzWEcpp69N1Po33v+g88F8Lttzkevwpjt+cSjjFsf8oasDYLrhGxevzT4wB7zP9LojGdfiybtCIX3HLXxC4zD6NPtF0ldaUvKZa73OvDbxT46g7kf0abL8I+UsxJY6bUcO4przj7L2nolaXJ/s+0zHJtifb3/VuZirfGrUfsrYK3aGKvAD0dHazli/500eGz9dKTEkVfG3EE20+fsS4Nvu28XvbG9TXo569hzYrIjEdrUOM+XxynnX2Tvup5iaahspKPI6Um3fbfTjj3IWH8+oc/yz74XE4LiK6YONH+w3UsQAa1vfcyHx1lCzOfId55+KQbRP6irwU8pUNkHcfp04MQh1VRPaVJfUzDS/KP57BTPNTCjm+hxmRFc0I5K197lweOGKfayMuw24tG9jBeOsu5kpmqsqwQ/I3sY7Zrt9GB7DxiQ0VfwBoXGuPQ6x1xfeeYQ/jT+rGLCqjNxmmryg7oa3viQ9+/rHPSJ/6KtJt/DSScsuYrOaDv+F0w9G6baN/kXIX5ybXpOD+9uON7b5Orb3MP305UVZQ8vdOE94XJpFQna/IPPhduvJivKy0DjLyxveBfJh20EMUdiRRsrniFHgTnYITS5spu9dksx7psFEW2tBPzkjpOPMy++ytk41X7tX3ZoFSvu15eEiiH8jrLIHbUE6sPAQndbLRArSA2uhiy4OJNCAxFtQgvHiu4vcNLkOAVuyorTsSDaejjqwCA7yIPjxDtLxtj4x+LSC+tgZDy62DXgmM/qSZ0EkaevAEd89rXYy1G7qVFJHHVE2rnnzB2uRZxHlUOISq9+GVryR09jTmMrDmDd2Xfs7XMJmjv+BdDYJnjzbd+Qj0Abi0ytmjHEgtOT9SO8jHbOcjqyyOX4ElcYnKGIPsEPrrzJLSpvmDnUkhdb6HUY8yD/zuvJ0/dFTNkVDjomLrNm/fl4MLr8nma15LiGBMPLKOQ4g21BORF+l53EvpumOVz19fRb4fZ4Z4/+7nzIp0KjN8IXdfBuGojIrdMdP8eWw8TN9xDEYoikirbYrJqOJqrIASV+Ac29pJI00IOz9lSBZ4o2neZ8PLkG5FpIYuWJpV1+cpV4HVYqIy0lJq6X0MMZzAA/6Lmw4w8zhq4LhpHCff7HnJYTN4k/ZdUkLTV5ZWG5QCErbdp8bck/cutjPtyU4PiK6YMturFSmXGR0MzFWuPFnl5PdvX0nWIvUDn1Oa4cHkGvwOO/r3PAhga52dIKgXhy4WU2WC8gc7nW/YhX09YZHAea9rTTcrJU//CtTISxP5r491WOhYEyCCO0LE5cfZuroigrVuFYwQa++SHP2Uqd69VZICSp8llIyb2AwqdfipPz6hQVpEf3Mgb7avcc58vrugad6NuS85kpK7BIaRXHZ2DrG2jst3MYRnrwL7i0mb4yGNjzR1rLyUgvOhYNne6fiZ202fCuk3QkUrSBJgB1xXV61yUnYvqvCpy8K3zblaT7AQVfEyvhDRsbO0BzN9VT4tSltKKWabvwcaUN5teKGrLfSrefnNbBgr8bUDBtkLmG4LfS2AFRG00BG8HYAkOqhyOzTwotDaIgnE/BGOVoqZVHylmZNHXV+b+9Dqw7H3/kfnpna42LazxWTrBNyq1VUZTxYt0j8SSW5Z8An3DtuXjQLhGpVQnZtXDBaRQeUYEnUkEl25mpcR2/Zv+dtNjMmnF9TMKTq8JTqhgcZqxBjjGmiTr7E+jsqjrKDD5t8/GXZ1+LYbKfNcySHfd5oXH/cyGBROfxQENPJ53zq9yXjesI19MGmgce77tthuPUgeZg53fpqNlKMFtFlo1K5Hw4La8h8/HkLEf81Y/plgM20s7ryRQq48giF97PLUkE3Ig2GEcuvspZeiLmW1o1WiVcEnKYDm1cxz6FX5zoYwoi40VoCQyRy07GjN8W2nXhp8jUKrj3U3aHz9gfudIvbs/NlMdBRW3mjsWxzjzzMUmUm63myB5Gvy4iBseXMxiN/F2Q5wUr1rnd1Pw6aA8wzYCGm7k/MjS58uACF1AJyGsEyqOgol7LAtAC/wAVLlTRxgp11uxpfB55HlL8MQq3d67zNV9PJCoh3CxHC3VBOKLxl0dBhWA339/m9Xp/bzeW+6aCnFhEXW6TPTeYwdXYV2wEEg1GmDcRpQfvps06ENl9kT+YkVD/OLgIbMtFx6L9nnAWwRjplQI61csmMPff/JAPgwAvi0aCA3F7EqtQEWCQX3+X19FEFVlj5oVTjzOPPUjfNdsJjDS0ig2Qs9UkzkUb9FMnS2GM9r/Sx0V3+0zH8d4m80daP9rZg4uIrRIKZ6INpuc7/gVjNoecfZYVklS5+mycSEaH7w5tXIq2xaNtFo22gZnM/6jP/nmdV4y3HedtoiQvAw2X0dihCk8BGzEpp/ZFSMnumynT9kQgLqstgWNNujzmO/oRsIeaFT0BseU9xCnZkY2xChh2DwMLuy74NPvgN7jo01n3qq8np/vLXIP4gYWnMA9+84sGMr2+gaYpxLVMXA1T9Ovzr/00oaYst3W6449OHrUEqr25MAKWco0dy8cot5S45W8HCo0ZUBqa/fTBFq3nXuQ7oHfRK04Aq+9DVJmnnRabXQAGFp+VgTDCbLqUeNe/oADXoKwoo6Yku+4vu4trPKArXd/giayasI+RNnOfq5LlsyEqbn/Mh5Y2bRBPeXsFBPTusOQqGEij06vXX0gYsDpozqFvJZX8DI3LBU+/FoF8n9SXV/+/zf8mBidUXF7XlVPbHtkbgeaHFNkET6RSqAwTXf6PXWwCGnfTNIeFf1jz11FKzOFAtL2PLBu/NfTQ3bTiCtLcEVa+k+3APgiOZ/qgCJm4rFq4SVyE1fkJTVW5wZ4GM4YwpwQimea3wu39oT5vD/Z5safXh8PeYWf639zU7eACl6kDWxt9iiuZsZSMBdxw88qIn6Jxw73Ey8vy+NIuoIB7d9b9e5DF+VXuJ5Z14ddBKnaoJzEHGv5uxSLHAoRwlrMJECjqynKCGHT6ddH7aakDugwSFk5sGdPbBIyBV2Elk3aEgZoB8TS2twlHawa8A1PRzmspXOy832clJJjI9mFqBwu1h9u9Nv/tsHeu88MdPcB0bKDQ9y/o/Fd/M49OWtCVuDhhh6RmIVMF69MGEhP09M0P+a/DS6MzqmF0qqgl42rIcBGRUnXlTa57Jy1zfWUk5BD6OwKD/aiwAJLDw8pIZfPlpOD4CnsztZiMmveiPrrx/GuxmrLsH714WmaDaVFRXubCag8umg2eFc0Yyc7CPil5dQbaikI7s4WBwNYInpyHhybuezEB+uTsYZav9veGqVqLNc1ICX2vBXpdemGdmy1n8W9bobC84czTrH8m2v4aR8PRQh2M5tbPhBdVkIx1lPibYuFXQLHBvC4+e6MI8M2AfD+5rAt8e9ylHOaF6jqmU50gss4JrU0XVTTUEqh2ZkJaPZ3gbarMSsAgtuhrKpxb5QGNyttVb8oAc7Cjtkzn2B+fR/yjy/W1FDgNxhufXQud1N2W3WU2oJu9Nkx44/qYIKuhL0JLTi3rgniFcg1yjo/CuWjbeClx0Jog5AxEm3S104JJ4eiD9M3/Js49FDV2S8jgtcFD1wXDxcJj0SA9o9OrJ+8KB+UNP6M2fUV/TQC8iyybsT8SLbABckyyvIY8upfxpyPeSEhwNZ4zl/PCxyhcVjEBjBMehzJXGw0wALhz7agjMsdSdWXOvofuDtp75zijBQxh0UYrqaqj7L2VCibv67ASGE2u+nouHdsR8d/KZm2MmnMYzop3klCHNr6t6NwLKPizn9nfg7g5SVSJp5AodMGtDzMaG1NYYT6U5GX6u+vf/pR/x7/gfkDB0y/FMEMgi3y/LYgLP3+9iWVlmD2CKqzDd0gnsjYWkmhD1pXRgrgCxgnYhMeXuK75sxMfz5qxz5fECsSRjiOQrHpcr4VbG6m82d+bd8sHObfA4ekFpsgLjCs30VX693UOO2tjHU1U72/zurOl+4EFTPeSaYPMJ/qYwg+0LhlpqSGeBpunOWyd7rhthuP2mY47ZjqivyYAPkaVwdjIUR4IL0ftD1FlxZWkZSdjD7OO6QwTjH/b18TKBFb+qNZBMn0J6DOwCViP8GjERkRPmPIKyxvCU6qehxRffZsLzWbPzZT15xOWHI9ZcSr20F1m5E4MgSLV2HL/Do6vOHQvDe6Qs5U6WL0/RUAZvy00p4Tw4bC3IHZ2WuHym9zTTzJPLuvCUQhcARGaXAmNFUarDVPt0aoWAJllYaDc+gIhhca4/TE/r4wIQrC0igTdA0YWxn8DHhpqK4JoVpCTodIZinIyfivd0CdEB7SgwnKivJwMGN/wyYkkplsYndEoLcX0z+vSUVNAfnhrz8WDcn1zoA8fT4GAlTJwddBAD/2DC1zQKkFy/X3e8YcZ6/6yE2YWr9xSAjSt2noqld4IVgHY98Y6ihzFcRU00BFq6qllVaSyanJNPaWugQaqQl1FDlqVpYHKr6nA+Eu/fwJnDrXkVN2O2PClpJLkf9RHmKdYfgXkCMygi0bbIKmZhM+7yDJOM43yQq9lAchG9pIxNmye/8gtJfo9zQyILYeWDz19wShrUKvoc3xl+r6IZeNsPVtNlg8tfNj64J5OOqdXiHIkn7wrvKKWDLM5Wv4FGDEGrQlCC78A47yxjpKMjFR+GfHCanfRDiYwH4n/WSteaF60wbB+/3PhXX/mOaZmO8Pn2PJVZ+LG9DYGcwqt+s7O68nQi0BVkKl0mLmRt5eTlYb76mqjwfsG35bLSWCavNzXS3CB/tnn1sf8I/fTfSfbTWIdP24F6BVpBXWPdvRAjnc1S1xW7cZLCdA9OjR20NNS0FaT11KT72SqCn+plpocyDVzfWVBpFCE+7X3VmpSLt7GWOXQwjbECtzQ1Hx8YUVDekF9dgkhv4yQU0KE+4w+3RxvD/b5NVE670zaEQbTZPDJvmiZH9QRaT4rP/u46h1b4opWCRKkMV9Y7dG11ZEdZuKi8ga4+1wEpYTmlJRTm1NKxFWTYLqKzar50VtLWlpKSV6aQKJP7m/2YxhnoQGdIjW/LqOwvrSaVFkLEo1aXUfFszZrfgKakJ6mAnxRK8YL0MUNbNQ/Nn09stgVyf7JJmDfrjgdC2bt3rki3i16HFy0+0YK3Eq4oWhV++Xw/bTbH/+fI5993QYIemp/G1EKJtntzd3Rcgs8DCyEsVe09wu+Cs9FnzxsNc+v9kCrmiMkqTI0qRLMJxjrjXQUkf6oq6Ggoy4vtChURDIdrLj8sobSKhJcwHABI3YFnlwFViiBWt9AI1EYJAodxIaasqymqryprtKBBZ3RX24v/CzawMY99TgTySRjZ6a2dGzHZhOBb7yUCI0S7vGvZsSlVzlfEiriW1gWPrjAhX2fj2aZsjscpuqAYz5oWaSAQn36pbjNSReg0Ru/pVV7OQrb8YsdYjNrAmLKrY1VwOJs/Q858Sjj/beypsNWMOVbGSqDmDDSUYJurK4ip6IgA4+aqnIgLmFMhB4FupPvig26LkzzC49GaajKj+tjDCoEfqDH1jXQ4HuGFyCjMYwp22ZwtjUD6rPrgk89HHWEs4SJLFd/OdWv9Vi+w32/qLAOdvVy1m3dKx++BDKVAWNrXhkRJHVGYR2oEPQ5uF9SUl06ajpaqlkYqFgaKsPtRrIa4GrIakqygrAHWmH/nbT4rBpQbGiZFewQWg78QBPSUJbT11KAjweNR1tdntm6BJw+HCElDz91T8T1Dd2cOTmcvuNa8rOvxfvmdRbmIlOz/Ps6x+9p1q7ZTuLm/yoI+q8KRKJFItibq7UpkoTGgiNR3Ry02xSR//jFBcaVP9vdk9PMcnwE+iDMqpP6mvpOaWO/SLQsOR4TmsxM7/YT8nLSMJTpqstrqskjjyDalORl5GSlqLRG8Yw7wwv/EW1BceWnnmRmFRM6mqhOGWDe0l+LrEa42Wr+u7YrWvUL0JdgHmUutLHeXk5WmkKlwxzP40I0aEqvxf6e9trnV7mjVSJl2p6I5Dz85+M+wplRRM7Bu2kwuxvqKKopyZnpK/F+gJcjXoWVRKZWR6ZVsX9En4tFvgGrg7TV5B5s74GWBQayFetgoX5rUze0ijfAZP/JuQf0tK2pKvwTzPVaXSUosp9pUdBsv5asp6GgpSZnpqdsZcQ0GES4qREcX1FHpFbVUVPyat9ElMHop6wog4xdMCXIy0qDolWQk0a+PTyRBr1g5PdIngQSre/KQBVFWbAkRb4vs+58/Mco3J0t3YXcN4UPmJqzD36DC7Az0wrqYFaaPthCyAeNWwJZeb27tXsn09buQnUdBUYbd1utS2tbW+ISNI+DinbfTNk63VHM9U1IUmV2MQFXQ2LZcora6nJaqvJg4AnZQUvkoKLta2Ll7Y/5iIydP9J6YatZ8wJiy1efiVszqdOUVmNhCALEDv6zn9n6ySLYyvkJREHCfPNoh2An+JwSQlFFg5ejjvjMuCJh/fkE6LcWBsqgF+kMpg+yeyfNiT5mygoyKkoyYF2BdAbzAH01y6UdveIEMDoLcMTgk/3Qcqvsv51KYzRSqYzsEkJheQP864ry0g7m6qN6GrXpc4mM7OO9TTZN488ByRsf8qrwFGTDAiSalaGKGofHwX5PcksJy0/FllaRkGXa1lFRlNHTVOjhqNO0m/z0S/HO68k8Dkqp+XWc5sFslhEbvoDB/PUUW61XogETbsvlJFDSSHwTN1vNS2u6tiKaWdE38SDv4PVNywlI9AMYV2EMMdNXhlvA47ICAmggGLRbWdRAeBlasvVK0rJxHWcNFWXqiD03Ux4FFQlf6MMdhJvQZPxgsAlTtF18lXP2GfOk9wgvIxh62twXeB5SvP1q8pFFLsKPQQxz9tITMRz5LggOxNQb3t1wt2COPVfiKUfup8dl1SALS9pq8jtnO/UUxXk6MQSxHPbMdR7G7wzBK07FBidUsOlRDqorPKVKRVHWRFcRhnsQbfJy0qWVJGiobZ7ROfk48+rb3J2znLBhS+REZ1S7ddSCGXzDxYSyKvKmvx3QPQJW5DN5ORmY1BXkmUtuSOWPII6JZ/9x5yKpK8LpJ5nFlSTe/eGKKxtGbvjq5ah9ZqVYbEQIlDv+BU1nFVeMt23z4Mj9z4XnX2S3GdStS0fNU8u7QI9Gy2xw/GEGqL2C8gYKlUEg0Ygk+rvIsr5uevvauqGb/018HV56c1M3R5F67v+5MwxXTRa+x9GoTV+Lyhta37LD+BWpQ/fSbn/Md7JUXz6+jXMuTSDC/PHOHsKPqvcmonTTpcQNU+0n8pajjS8gpxAE50N64lGGoryMi7WGmrJsdR312MN0DRW5K+s90ad/b+4HFOy/k3bN15PvKbN2XU958qXo/jYvrg+9vggtufgy+/meXmi5BWbsj0zIrhWTIzVc8DWxctnJmEEeBjoa8utEcYhBEIDomdiXGboCLbPB33sjknLxXJ+jh9ay7UpSm1tp7IAcHZ011JLTPAqSCNhLZcwE51Lj+hi3eQ6sibJqMuX7CTlQ5VLMxTZmoB9lRRkqrbGmnpKchx/b2wR9NXssPxX7JaECLXTooKEsV0uktnmAFz5Cn+WfDbUVBb1R0zrw907bEwF2I1iPaJWwABsjq4igqiTLx6irvwPS+poKIDtubOzGpmIDhnc3WjnBViRxkGtZbqeijYXYBIzU8OjMbQrUNgHzccEo6x5OOs5WGn1cdOGxqELE6VbEByWWKdzKUVyuQdKAIoGLuCAyrXrnteTFo23Qcgvgasig2Bws1CVUsQGmekpdOmrWEJjeq2iVhEOhMWAiQeKvsk9GUT3INe4UG6iH6+9ywWbmXbEByawRSfgBFypqyfDVoQWhkF1CCI6vOLDABcQu+4oNMNBSMNNXhskLhg5rI+YjXENL1laTh6fszNQ4VWzAyWVdoi8MfLyzB8ivML/+Pl30nK3U2wy5kl5QDx2nt7OIA1eFJjF9okSygQNDH8xrmGLjFOnpgy04XSiCbxl+Cy0IFyQWgLoQswy1QmxmjZKCjHCSowOZRfW2puKSeFTkDHTXh3YLVhpa5h82rFC33KXfSSuoW3cufskYm5+CGv5KYBwz/1s3e3YtJTHEwkD58rqu51e5c3pEV2yRl5XeMNWeowCQIO4pVAbX4ZHvfy7MKiaM925m3yAsuWrx8WgkrxqbJOcxj+KCBESKgsY/GrfiVKz7/I+D1wZ7LfafffDb7U/5IEPRpwXJp2hcD0cdIWekbR1ECMrLSQfFl3uxkdYC8SAX3M1iU0Z/SaiQlpLydmU3wE0lnnLycebqs/H7bqUiedswhAxPeTOED5oiTQzcq3NLCaVVpK6dhDTpxmfXpubXdRN6qqiWKKkkBcWVH3+YsfnfxA0XE+Cn9bT6fAfkcpMnOH9BlDF3ou3B50LXjpoz2XAr/hjFDKA/wF3EESLECuhQUenViTm1YA6hVUKHU78LJPUt18bD59hyaVYKAbT8HZhx/Z5mThlgrs12wg/49iJTq+zN1Yx0hJHAu4FMv/Ehj0ZvnMRKJwN/Qkoe/vC99D82fQXTBX2RwJgxxGLffHFMoARfQk09lR3dD2IdHq05XNZtFhis3kSU/vs6B77/TZcSlxyPmbwrHGQ0tC70FS2QkF0bl1U72NOg9ZBDP7L0RMzVt7kBMbgHgYX7b6dO3xeRmMNc38UQGhIm2jRYvuFVeA6sTwGBtFRnYS2zvQxlpjoZwHlsVb4DI/KU3eEjNnxZ6Rd3/X3e6/DSd5Fl8HPiUca559noiyQZMJfVlGV/jB/GPqDYQMu2mcAR3hzmV3dbLY6CgbVLYNb3j8btuZkyaE3QcN8v8w5HTd8XOfvgt/HbQn8MwSW2oKKNFUWPU2CuhWYwvLvhrxHyjj7IsDNX42jNLyie6Vblw/aSCY/AZ76y3tNvpZvvZLt/Jtrum9c54JjPivG2YM5tvZKEvkhgyMtKi2eUpXxcA+hmFzbmhYzCOgU5aR6zxRy5nw5D8aQdYaDVYNi5/Sk/IadWXk7a20X3wmqPvm0FiIZxGx6HchJcEJrl6RVuEWcHfDjsDWId5sFjD9PR54QI2HWXXuVsvJQIf/uA1UHw039V4P2A/0dabsdImGgzYsUCLWI7TJfgCGG5ArgLZT8eGujDwMJxfUxM9UTv/5RTQoC7MH2whe8U+ztbuof59f92fsD1DczjESRKO/FtcrJUzysjcrQzhTCqh9HmaQ5g8oLsaGWt7v035lgJBi5SFBwFOCKISBjKTz/JBMs4mDWviwmVeMqFl9lD1gWvORcP0t/LUWfZuI4w919a67FlugM0s3MvJMAGgHkXHhHpxilwd+Dx15ODAbHlMP3MHsZZGAhkw13QOb5aQVFeZsYQi/kjrTMK68NTqtBasaS4sgGa3PvIsmZzb/BCZ2v1qWxEwgJbBb4l3kNsTBtksWGK/dbpjtBrXu/vHXluwPM9vY4tcV002qbNeO8NZPrj4CJbU1X290aB7TMcezoxg0/pqMuDWB/ooR+T8Z8kK4LmbUTp0hMxMMCeeZYFCtVYVwkUKvy42Gjuv5OWXcJcv2zfSJpoY638l4g6UTqFyvjwrQwklIfgt0cZjY1HH6RDD5nF4SAuIIZ2Mzyy2HXlBNtJfU1h0AGrTlpKCtnsazZ5hiTiZMk0lLmbeMZ5m5xa7gbz8c7ryWjVf4EB7sHnQtUforMKAlBpYH2O3hyy0i/u8L30y29y991KXXE6dtaByPRCge9esQN8wk/RuD96GsF8E3yy767ZTrOGWg7xNHC31Rrb26SjiarIuzk7IN5sGVxtpiMnBuDW7L6Zsv1q8qhNX8uqycxAP/fSQXtxdEIFfjE0qdLeXE20wSMAZHUnrLnI9eIACLWpeyJGbvi6+d9E34sJg9cEgwhAn+MHcNfYyUWBtG0DLZ42sumMRgMthd6ddcf0NoZeY6itKCPNQSDPF6ElYGbzmDmjpp4KU8CvS8WC4+iDDBkZKd/Jdv5HfV7s6XV8ieu2GY7wY8lycPwdAplKmGhDIh8Wi3qlLTC+HDqMcHYijj/MSMzB+06x50vUR0EAZuv193kwaniKjcsdjyABt7heLQDxCvcL7trzkGK06geefCkikGggedn3I+GUq29zvyZWDvU0WDLGBsQQqCKwv29v7g7FuKzaK29y0deJFBhn7231WjHeFloO6H60lsXND/mZRfWDu0qAwx/cRDdbzcLyhsSc5hP3tQLMsvvmdabRmRZgLYG67k87mIPvBxRAh+I0XT0SckJoe6OtgNxJKhthikVCSHKlu63m2r/szv7jfmBBZx0N+T03U8AwRp8WFqXVZHjU1+I+v98d/4Iha4PDkrlf0XwZWgx6i5csCNDqvqVVD/IQaj+96tt141SHSf3Mfoqj+Tm23MlSXRDxBMQNCRNtMMyBqEe2FXiHSKbf/pS/9lw8/HA0Q4ckso5JC35hCRoiTGDzRlgZ6SiCAjh0N23WgUivxf78+gZ4JDW/Dj7VoqMxcF1SReqzPAC+SeQpiaarHdNsDWzLjbcVkCOo1XXNbL48CS6Cx9G9BJgxZuZQyx2zHGFmmjPcCixpUEWmekr25mpQhGvuzlgIjZwSwplnWT2cdH5cAwCD/vbHfCQnsriBrC0hXqecMsTTwP+oT+DxvseWuPZx0QVT8NnX4i4dNeE2oa9gj2CWaBOHpe4sVutClj3EkO0zHFdP6jS5vxkYZqA2pgwwJ5DoybnCXntG9tP1eEjKnJBdKysjdeN93o0PeVwc3AGjDqzKP/uace0aSCTRL75iOjBMEG7MVGMdJbBt0MJ33kWW5eOITUZLXhkR2fxpl0iYaANsjFUyCut5P1j+OLho0Jqgw/fS47JqP0XjFh2Lzi1ldzvcPwanz0plg5b5B7S2txGlpx5n7ryevPFS4qZ/ExXkZC6+ypm2J2L71WSwrpQVZJeN6yjC7MIIQXHlg9cGT9kdDp+qoJwo1UEKhmnovX/0FOvsdezj7apXS6AinotcgDgY/RrxC1pdVjEBzERB38Fm435V4inM0P8cCgIhs/9OGolC/2eCbWJO7cPAwn23Uhceje6/KvDw/XTE117cGNvbBCaS+58LoZ+iVdwSEFOOqyEP785Zkg+Yv6E/gs5zthLSuahWeBbCFK+guZFicHzFky9MK0U8KWaFY+RFPHEHlZV6i5dZbN1fdr1ddLOK6489yJh98JvPys9bLif9GOO3dR4HMaN1jOrJ8d7opVc5YzaHwNTZe3lAQjZ+1lBLVxvRtzr4c0DCdrPXBq0GU9LYLSHvIvm56y1W/CdhvESAJI3hJWA9gOSt691ZFywtL0ftiNQqmBiWj+vITrCG95FlvhcT/upvJogo8NuuJKUX1svLScPYXVNHgV7tbKVuqK1kpqdkaaTi5aCtxXYIAIEycsPXLraaakqy9wIK3DtpnVnp1myGH8kFSZMFzWPNn53QqrbYcS0ZiViWWVQ/60CkrobCk109kaeamLQjDJ4VSTYR4Nq7vBOPMk6vcBO3ZGi7rqfklhHIFEZRRQNoZbT2O9LSUk6W6sO6GQ73MhTPM4Ng+IHVB1oTBNzSsTZcd1Iw1Z5+KX5/qA80HrSKDfbfZkbMEkk+NEZj449b20jGmvHepp52WhlF9cm5+NDkShM9pRdtZQcRFWB5mugqCj/NzOfY8lVn4haMsoYftIpbQLIn5NRGZ9T4RzPXlsDaXPSHdetHHEDZrDsfP3Wg+epJ7A5uTUD7hB4aGFsem1XT01n39PIu6BPC5R3rEEleGbGsipRbSgTxij7BDP5vOMLLqMlsaH9InmhDMqUeWujCdfyL7BLClN3h3R20TyxFG9yjoKI9N1OOLnZt84w0sPZc/Kdo3KW1HpxuYbDDh6gyxEUAeuCac/FnVrqDpkSeEjeS8/ALjkSrKMpcXOMh8pU/QTB0XXADhe5/1Icd914YQfquDPRb4aapKrf3VmpSLv7IYtd+/21OD1jrRlMGmq/hfKzkHRjgxm8L9XHRhQ8GRbA97gYUyMlKn18l+jyVINoqaslJubVVdVQNFblOZmo66vLaavJ25moO5mo2xqr/9XkTR6LSqw/fS08rqIPWMnmAGfRiLsJugyXpH4PjKN07/IuTd4XbGKs82C7UbEilVaRZB7/BlKmvqaCpKk9nMGrqqZX/DcYE0hNmULBvDVmn/sUNxIYBqwxsM7RKWIQmVS45ETNjiMWK8bZoFc/Al/8ipNjvaZaSgsz++Z1bMcxm7I/MLyOC6ciddQGCacPFBFtT1XtbvdAqIUKjN3Zb9AktdOgAExCD0QEG6r8Hm3ftpO1gocaRwSOJyGzfvh29lBBwNWQQNJ1MVbnWTDc/5BPJ9H3znJW/ZwW+9jYPlNzW6Y4whyE1LVFU0bDnZioMx23mKeIOxBcqMad2zbmEzX87iENgtmaBT7j2XAKRRDu2pAvMrGht+6KWQAtLrjLTUwYNgVa1jIKczJvw0jv+BY+Di8pryKsmdvrJa62qjrL2bLysjPSeOc6CSOTQJtuvJefhiOO9Td5ElO64lvI8pBj05QRvU3b+OkHj46oHU45/TDl8aVfWe47qYQQtv6ezjp2Zmra6vPgrNsBYR2lkDyMwgbOKCZGp1U+/FH9JqAAdIysjhRwSLKsmt33fGzu8Di89/yK7j4sum3t2p59kgW5b86edLW8RvzglKK7cyVJjoo8prpoMwymY/g1kOsydbh014SaO7WMyb6TVPxNsvRx1RNLa2ySnhADKw81Wc+NUB7RKiEDDgBZibaTK49mR/bdTQRBDH4FrZQWZLh01B3c1yCwiXHiZDXIZ7B/kZT8CY9ST4CIQi9ydG8ssql9+Khaa9KGFLsi/K2SkpaUKyht8J9svHmMzdaAF/MkvQktmDrVcOd7WwkC5aU5vx0jeSltxZcPIDV+hwXG9QjB0XfDsYZZNGeuQrVIo+k5ue7vz6tvck48zBZckHmHK7vBRPY0F+k/wAsyvMw9EqijIbpxmz04YSQklvbDur53hvTvrnlzG1hZAQnbtu29l9Q20EV5Gv2byPXg37a5/AbSxpoYnaMDAAAWQnIsvrSL9FKR+iKfBAHeDgR7iYhIgmc7H9DYGwwmtklho9EaQxSGJFUHxFUj8Knk5aTUlWeg1z3b3bHNNOiAGB69k07k7Mq16wZGofm76Rxa5oFUi4tKrnDPPsqYPtlg5gW9LRwJlpV8c6M5rvp7IgujDwMLr7/MmDzAXzqiLzGLernrHlzCXvbnm8P10EPo/uXCAhu678vOZle6/hmqrrqOM2xpqa6p6YbUHWsUhK07HxmXWnvnHTeTBZRBWn42HLvP2YB99oTsmigrJE23ArAORcVm1Hw57c5ekOTW/zv774hCYv1N3h4NRe26Ve7N2yU9M3hUO89/HI97a4uFbJhLWX0goqWw4tqQLd9+/BLHiVGxwQkXTyM41iIdcD0cdv5VuaJWAIVHoPZcGqCrJgkqQYu1lWxupDHDXh5bvYaclVp5hsZk1C49Fe7voHlwgYuXBd0B+hSVXlteQ5WWl4WvnPZjqT8w++A2+vTtbuvP9nTnifkDB/jtpE31MN0y1R6vEmyP30299zP9nYictVbmI1CpkTRRm/W0zHQVxvOxXKFSG1xJ/0D03N3VDq7gCLISJ20O72Wv37aIHXZvOaITx6sb7fCUFmVvNvfPhe+m3P+XDKMTdn4n8+qnlbmISkvNbWvX8I1GCXkMRNyRStJ17nn3hZfbu2U7DeQsMCCDHGvbP68xOePrg+AqwM/7oabx9ZjvJkM0poHGP3k+HqWjXbCfhpDgULYFx5f/4xQ3yMDiwoDNaxTl4InXangiwca+s9+Qxaw0XZBbVLz0R49FJa89ccczVCB9v5ek4CwPlY0td29lZFoGSmIO/+CobRiTQSZzmS+UvDwML995K5a97luCA9nb9Xd7LsBITXaUi1tFRwN1Wa4CH/nhvE2G2wKl7IlLy8P5HfX6KN8YptQTq2efZr8NKkDAi8G6TB5jPGGwhz8rV8SNcHK76CTBiR/U0Fp8V+n23UiPTqu5u9fqthg6JFG0gGgatCQLz4hxvPtRvI0o3Xkqc4GO6kT0DccPFhHeRZfCPik/idiGz83qyoryMII7Nii3Igb7jS1w5SvbyIzuuJT/7Wrx3rvPQbpyFcuAdmJZWnYlzttTYMl0EjjvsMG5riK6GwsEFLjxOXb8bmy4lfogqWzKmI6dhePkIhca4/TH/zLOsjVMdeInRKmhAqO26kQKapgpPaTqbrKIo27uzTjcH7R6OOiI5J3H4fjp8e0cWufRz448GQjKdNBvrB2H2wW/wJdzc1K19SBwY3EZt/Lp7jjOnIXIkHck7iAAoK8hAP/ySUNHJVJXrCMjJefh/zsRpqcnvm9eZndj0WcWEfbdTu9ppLfxDIEcQJAIfV71eziJLbigSbE1VHwcXF1U2cBcO9+KrnJsf8heNtvlTWK5sTZRUknwvJrjbaonzppWsjPTCP6wxxcYpvZx1Zg2zbDO/pOBoINP/3huhqiS3Y6aTmIdXqCFQqTSGpaGKrLRUPo7YtZPWrtnOG6fZD/QwcDBXF9U5iXoi7WM0Dv51rq3Bn9BRV4AftNAcNsaqAz30ecydJT5kFNZTaY0weqDl3waJXGkDIlOrFhyN5nqxjUCizTsclZpfd3JZl96d2VIhpx5nXnmbu32mY7uJH4vBJkj4FS5CdbwMLdl6JWnOcKslY4Qt9BmNjZN3hffprLt0bEe0CgPj9yYyrTowrlwkAXeaZZjvl7IqEtfO2Ri/JxK50gaY6CrVEWlvI0vVlGW5cBLfdT0lNKly7V92bKbLBZG3+d8kTTX5XbOc0CqM3wYrIxUpqQ5X3uTqaiiwf2YqPKVqzVlmBEuR+PpISUk1MhpnDbNCyxgYvz0wa4hVWOl6Ii0qvbqBTO/j8nttX2DwggTvbU/sa6ooL3P4Xnomh7kUvyZWvgorGdbN8KcjJ/UNtE/RuIOs/J5o1Xfufy7EE6l/CX2HC0NMmD/SesoA8/23U9FyW4QkVW64mDCujwkXMcf5hdBii2BgYHDB3BFWna01HgYWXnuXh1ZhYLSFpG6PIjwOKtp9M8XWVHX7DEcHtpdA/tj0tbC84eambsiqSWkVyT8GF5bMPPgNRW01+RFeRv9M/P/qCIXGGLnhK53R+HJvLyU2vN8w2it1RJqactseMGBFTNoR9vcgix9bEQYGBsZPJObgFxyNaiDTPe20BnU16OOih2RDL8ARE3Pxw4R+dAlD/JFs0QacfZZ18VWOurLc7jlO7HinPflStOt6yuLRNj2ddSJTqyNSq0K/JwUf2s3Q20X31yN+Nz7kHXuQsXRsx9nD2s5MioEBfIrGiW02CwwMDPGhtIp08WVOU1p9RXkZBqORQmNmlD+/yp27vAUY7RiJF20AEigILib1M5s3wqp1p87zL7LhBy2w6OGoA/PrAA/9ZoPr1tRTx28LpdMbXx/ozc4hUwwMDAwMDI4oqSSFp1TllREaKAxVRRlnKw0HC3Vk1Q0D40fag2gDojOqb33ID4gt11SVmzHE8u/B5tItJCxkNDaefpJVgCPCKwd3NbA2Vm1d5B26m3bHv8B3iv2kvqKMYImBgYGBgYHxm9NORBsCiLZHgYUhSZXGOkov9/VCa3kATJ9Fx6KFmX0IAwMDAwMDA6NZ2pVoQ0jIrk3Kxf/Fj2Rk849EfUurvrLe09Wm3aZFx8DAwMDAwJAI2qFo4xe3P+Ufvpe+YJQ1/KBVGBgYGBgYGBgi4jdKs8oRJZUkv6dZnnZamGLDwMDAwMDAEAcw0dY8Rx+kN5Dpy8ZhKYAwMDAwMDAwxAJMtDXDxVc5n6JxBxZ0drbCXNkwMDAwMJiEJlXOPRS15XISWsbAEDqYaGuG2MyazX87DPIwQMsYGBgYGAKAQmMU4IhoQbx5G1G65ERMWgFeTrb5eFIYGEIAO4iAgYGBIXpqCdQzT7PGeZvYmamhVe2d6jrKwmPRjhbq22Y4olXiSkAMbvXZeEV5mRNLXbEsBRgiBFtpw8DAwBA9p59kPggslJH+XVZx8sqIM/ZH4om0qQPN0SpxBVFscHFgfmdMsWGIFmylDQMDox0SkVr1IqQkH0eUlZFSUZT1cdUb722CPid+VNVRBq8JdrHRuLyuK1rV3vnHLy4wrvzUcrdezjpolVgSn107c38kXOye7TTcywipxMAQFZhoExKF5Q2mekpoAQNDALwOK/kQhbMwUF45wRat+o1Z6ReXmF3rZKkuLS1FJNMjU6se7uhhbaSCPi1IYJp3tFAHsYiW2eBxUNHumymbpjmISllSaAx5WWlGY2NLCQD5y+F76bc/5c8YYrFiPN/aamhSZXphfVk1qbyGXEugEkl0FUUZ9048hW0ikGhzDkalF9ZtnGo/wQfLZIghejDRJnC+JlZeepVNpTXe3NQNrcIQNQ1kemJOrbycTLvJdXHkfvqtj/nj+ph0tdMa2s0QreUToELg0cVakr4rCpUBEkRRXgau/aNxvhcTnuzqaaIrWMPpbUTpg8DC7GLC3rnOPZw4WED6e29EUi7+wfYeNsbCkJU/EZ1RPfdQFFyAYrMyUrYzU/Ppoie4k1iXXuWceZY1wF3/0EIXtIpn/twZllFYDxcKctJgHmurK8A3CRfWRqpejtxvaG65nPQqrGTKAPM1f3ZCqzAwREp7EG2VeEp6QV11PZUKxqKctJWhir25WHjyxmXVPgkueh5SPKqHka2p2rRB4u660Y55GVqSml9XWNGAqyZV4Sm4GjJUwrTqt6I9ZJXdfSPlcXDR34Ms/pnIt3WLxBx8aRWpsJwYk1ETnFAxrJvhnrnO6HOSxvrzCbIyUgL9/F8SKkCIQBsb4mmwfJytkY4i+gQbQOPceiVpUj8z38l2aJXQCU2ujE6vySklZBfX55Yyj3PyV1Q1ERxfseJ0rJOl+r9ru8JwjdbyzOH76b2cdSwMlI11+KbLwd5edjIGbJWrvp5oFQaGqJFg0VZWTX72tSgsuSo2swat+k5na415I6x6d9ZFy0Inu4Rw/V0eyDUYRGYMsRzT2xh9QvyoI9K+JFbklRK7dNTkxSQVDhQqU5ejBU5YcDQ6MrVKQ0XO0VLdWEfRWFepo7FqHxcBtpAGMl1JgbnMI2gO3Em7F1DwV3+zdX/xbcq/619w8G4acu1qo+HjqvdnPzPh/Dl8pwBHHL05xG+lWw9HQflOnXycefVtrqK8zOZp9ly4PU3fFwES+fbm7mJibYJYv/E+745/ge8U+0l9+bknWFJJmnPoG7z/5XVdYcBBa8UVxBY6uti1bxc9tAoDQ9RIqmgrrmyYdziqpp4Kw1xnKw07czVVRVkwputJtOxiwpW3uTC7n1jaRaCzckvc+JB37EEGfJhFo21mDbVEa8WPR0HMVcAE1s4XoKIoE3yyH3LdCkQy/U14aXhK5VBPw/7u+mit4GFm7n+TG5pcOXOo5XIOM1Xc/pRPINFlZaRnDbVAqwRMSh5+6p6I6xu6GekohidXJuTgiSRaBZ5iqqs0ZaA5SHn0dTxz8VXO2WdZw7sb7p7Dt2UkkJtwi62MVKCXwaOjhTr6hGSSW0octzXkyGLXfoKZehH3LFCE/0y07WiiitayDbKc80cv4+3iFPYCOtqS4zErJ9hOH8zPLrPSLy4ornztX3aT+5uhVWLMzP2R8dm1YX79mwxFofn8YWC0hKSKtoN308gUxpo/OzVr/SNT5uhexkIO/wNKcdeNlFdhJT6uesvGdRSO1zMXPAwsBMWWVlAH116O2r076159mwfX7w/1YT3fInFZtRsvJdgYq+ppKATFl3847I0+IWD+fZ3j9zQLLhaPtgE1DLoNqWcHkCC9lgUM9zLy7qw72FNIAZPhA98LKNTTVICmiNQoyEnDJwftaGOscmtTd75sDCHbam62mhdWe/ArVAR84CUnYshUBtxcZclcWvuVsVtC3G21tkx3QMv8AxHN3q56x5e4olUccvxhxvX3eaKyMFti25WkF6ElV309+ejIeP5FNvyM8zbZPI3dG1FU0XD9XR50W49OWmjVd8qqyf4xuKLyBsF5m119m3vycSYM5hoqcrUEamkVCcbMXbOdRmBnSDFEh6TGaVv3lx0MwS3t1zhYqGuqylXXU9GyUCjAERccjQLFNme41bElruKp2D5G4cZtDd17KxVGnykDzJ/v6XVmpXsdkVZRS14xvo3lq8C48geBhXvndoYJJrO43ljAPt0IMFCuPRcPiq2ztcY1X08QE5zmFoNG0tNJ53VYST2JhlYJngHu+gZaClQaY2g3w03THB7u6BHq1z/4ZD+YYLKKCSFJlejreADeZ/eNFC01eXh/Pgb3Kq0m19RT5WWlL7zITsxBV2HFh9xSAnrFCdAln3wpehtRipb5xO1P+aDYYLTZxoMcVFeRg8c9N1P+3Bk2ZXd4TMbPzh7CB0YJUGzDuxvyUbGFJVeBYrM0VFkziV2NBe1w1Mav39KrI1Or0arvRGdUD1sf/DkGJ9ANZTAOx/Q2hnHvXWQpkUyHYQQqo9NFf4MwfmckVbS1TnhKFXR4c33hhdhIyK5ddjI2LqsW1OSSMTZorTiRnIffeClx3fl4mPZmDLEAuQYCwlRPKTEHD4OplZHK8O5tmI9R6dXLxnZ0tdE48iAd/l6Olru4AznU9ikaN9HH9Mr6rqDbFo227mr3s83dJiBrQLpdepVDZwhpXRkmpxsbu93f5rV3rvN4b5MmBQ+iEx75Evzl5KMMCo2x9s9OrZsH0CbnHPqGFtigXxc9aMCyMlLX3+dN3xe5/nxCLUGoxk+zQHe+9i7vj01fweQ4+TgTrWWbkT2MxvY2ufwmFy3zg9DkysP30o11lHbPdgLpjNZyzuxhltMHWzhZquuoy6fm10WkVqFPiIicEqYxoKokC0oXrWIDQlsWkd9T5l1bPq4jcp6XHZQVZaCzb5pmv/CPn2N2uNtqQY+OTKsOiMHBKIHWCoCt0x2/nR8AFtf5Ve4M1q6UlxMWXBdDlLRP0XbtHXN0/qOnkNz/M4vq119IyMcRt890/EssfTVgwpu2J+JtRCkYi5fXdV0x3rZJN5x9ztx2XPSHTZuuGjCIG2gpnH6SefsjM8CSgDyEmvgQVTb/SHRxZQPo4A1T7RFXEu4cSox0FGFqLK0igZpHq0QEcmjGUJuDo4XN8uxrcXBCxaR+Zm1G9ygqJ0p14OxLgxv94bD3iaVdBnU1gLuw6kwc+oQoqG+g+T3NGrw26MSjDBVFWaghUejIUxwxwccE+ikYAGiZN2D6PsXSjiApwOBBKrlm5QTbI4td+7gwO5T7L/uAwgS6G5h2eCJ12wxHNv8ukGvu8z/6rAxENE2zgFmYlIv/s58ZM1peYCHoQvSJVmEu9672AH2Glv/LNV9PsOUCYsvBrgPTAjnxKgiQMQdsXRhFHSzUsZzUGKKlHYo2GOLDkquWjLHhwim4iatvc6fuiUALrUKhMTb/mwSCABSb0GQiRxx/mAETnr6mwt65zqdXuP14aOtxUFFoUuWY3sYDPdo+UqChInf4XvrlN7nTBpnzMSRms7yJKIWBmMFo3D+vM1908LDuTHEDWgcpioSSSlJwfEUPRx1VJab44AWYP+Bx+uC2g8gM9zK6tNYDLXBCHxfdA/M7gzqPyajZfzsVrRUur8NKxm4J+fd1jqedNrSESf2YJxm52xGD6ba/uz68IVrmDehQqfl1M4dachSMrXWSWJvRpkLxOviVmnrql4SKlafj0grqtkx3GMD2GSNQ0sO7G66e1KklgwreGUQbXNwLKLjjX7D3VurE7WF5ZbxqLBjewZZ7vqcXjEVxWTVzDn0rLG9An/uFGx/yei4NQAL9cAeoQ3gU56QaGL8J7U20vY0ohSEeJMisYZZgAlbiKSCnYLIECxLMu+Q8fGxmTXx2bZvOOub6yil5eHZGlsuvc9ML68BWFk/F9iCw8Pr7PJharvp6/rQqA9+J37MsMGfnjmBrH+TCy+zbn/LnDLdaOrYjfJMwl0elV8OX2cpYyR2g2DZdSpSWljq5rAu/jg4Y6yh52muDZkLLogAmLXgcypKPrVNHpMH01pLCAMUGdj/cCD6GpGoJmBF7d9a9/7kQ7jhaJRSYVtC15M2XkxTkZPbMdfZb6QYt4c6nAjVl2f5uXJ5ZHuppCFNvZhEzBCsvQMeBPgXakdNTzK2DbJ0rKwr88EdgXPmemylTdof/senrcN8vw3y/eC781H9V4PJTsciXo8Phbu/uOc6tnAZFmvG8EVb+R31e7ut1fIkro7Hxylv+bFWb6imBXfFge4/uDtrrzjPTg/7K0Qfpxx5kgKwEwxWt4pysYubqoLc4HRbB+D2R4NOj4SlVeAJVTlZaSUGGwfJVglGvrIokKyutKCdT19CGI06bgYJCkioRz9NWAL0CA18nU7W7W7ujVWIGjJhpBfXNxlxdfTY+IAbnO9luUr+2l7KQA7lgfxfgGkCkorXf2TrdkV+x6MDQn3XgG4lCP73Crc3vvxXAuNfTVBjdy7jJSX/FqdiI1KpQv/5IUciUVZOHrQ+2NlbZPM1BVUm29WXgjZcSw5IrJ/iYLh79s38k2CHQ5ORkpOFeQMuHuUrQpw4/RuFgOlw2rqPQ4tc8Dio6/iijvoEG38DSsTbqykxX/VdhJVsuJy38w3r+SC6zEuGJ1L4rAw8tdGF/GalZ1l9I+PCtjO9JM29/zD98Px1UyPM9vdAqAQAW0YmHGdBsoEESyTQ6owNMAQx6h/SiOlVF2eFehjCajePrehISIvHRjh7IfiuY0CM2fOFvWEEAedubm7r9GqEGhpTqOiqPQSgn7QiDBvl6f2+0jIEhIiRVtIUlV8VkVEMvAtOwroHGYHSg0huLKogMeqOJnrKBlgJY5Drq8lpq8uoqchrKssxHFTlNVTm4gFkcfmDCQ9+LB5CQbNtnOg7yMIjOqInNrAFBU11HgWmmd2dd8fRvQ3gQWLjvVir7UVEeBxftvpECF2Ct2hirethpwZcM4gMEEZ5IG9mDP2fgwQSfdzgqJqMGlA2PM8fac/GfonEqijIjexjDR62qo9z8kO9pp3V+NTd7hVxAINFw1eQGCj0uqxYkb1B8BdgY6HMgy1pNZVhTT62oJTcr7C6/yT39JBP+LjN9ZWj5ReUNgk65jQSnFU68/tT8uouvcsCWsDNTA33m4/p/v0kkAu37Q310NbhcL4HJe/Ku8JPLuvASdhuJ+uZspX59A/+z0l15m5uYXXtkMZfRQ9gBuphUB6kfdzKvvcs78Sijm7325r8d+HJE5ifc53+0NVW9t9ULrik0xrrzCUFx5XzPA4sMUJ+OePNyKKQloC/3Wf55Ul9T3yn2aBUGhoiQ4IwIP9JApq84HQsj/vGlri05rgqCGfsj0wvq+nbRexdZBoOFk6W6gpw0kUzPKqrH1ZDvbOkOcw/6UnGiuLIBZi8leZnbW7prsz3GgSS1NFQB4YuWBcD2a8nPvxbzK9Pfi9CSh4GFTdGD7c3VNkyx7yzgBJoweYBYxFWTkP2UHzHQUhze3RBsCU01ebhAazlk7JaQvDLixyPeyI0DKWNroiaICGRN3P6Uf/he+orxtjOGCDY0MYhR5IDnglHWPyX5hvu491bqr/UcAar96IP0V/t6c5Rj6ifOs4KNIeFh8URqWFJVSRUJDEJxznrSEiBAL77MfhNROn2wxcoJgvJSBbmjpSb3fE8vGEBOPckEk2z+SOtfD4RyxE/bIMgqLO9v2wp1RJqaMq+uqBgYvNMeRFt9A833QgKY0YcWugg5NcrIDV/l5aT9VrjRGY2IkQp9+/7nAr+nWTCnvjvUh48BtPjIxkuJbyNK9851RrzcaPRGEoUOP2AHS0tJycqAIS4F2gJ5sdBA4pTyPR8oSJzyGjIMuMIR0B+jcNAgGY2NKoqylXgyTOd4Au3Eoww5WamgE/24Ovz6f+KyamcdiBzhZbRrthNSM3htcH83Pf4uAIAWqcJTymspmUX14SlVQXHlxjpKL/cJcM8OCIgtP3wvbaSX0XAvo58yRkCzHLM5BFrmwx1e7AeM+InAuPI1Z+PBvuIxn+bE7aEgxy+v6wpaFu41WstKnXdNcjJURqVXB8dXXH+f18dFd1JfM4Gu1CJr3jA8Is6vfJFW7vM/wtjVzV6bwWj8FIMLTaoc29tEoKYLBoaYIPGirbqOsv5CAsyL22c6CjTQYrPsup7y5EuRjTEz1U8NgVpZSwHtCALO0lB5wxR7T3sxiugDHyyrqB5mYhivvyRUGGkrKsjLwNxMJNNAtKEv+gEnS/UbG/m/AdQSZdXkkRu+qKvI3djoKQT/eqERnVENWqGmnnpwgQs7R3RbB3F72jTNATnFhiwdHV/i6v3DNiI7gCzbcDGxQ2OHWgK1lkilUplOoYhjKIFEQzzim4A3Xy6U9B4FOKKZfjMJvq68zT31OJPTSPRVdRQQ67hqMjMTUXJlUi5eX1Ph2BJXB96ycs09FAX3FLFt+rvrg5UIfT8+u+bwvXQwNvh4mFRwgFExY3+kW0fNId0MPTmPesgpDWT6hkuJidm13Ry0J/qYutnywa4GuXnyUSYSZMTKSGVyf7NWnA0wMNoTEi/aVvrFEUm0vXOdufZ04ZFDd9NehZXCLAjXqkqytqaq/broTxlo1tIBeOGQW0pIya/LLiZkF9cXlDNPzv4aV1ZHXV5fS1FTRU5DVU5LVU5TTV5TVU5GSkpaGn6Yxy25CGPLNSceZVx7lwfiQAgxe4VGSFIlKDYqjbFnjjNfjsG+DivZfDlpxXjbCT4mN97nX3iZPairwYH5ndGn2SavjLjsZAw0CFVFWSUFGRqdgTikw1MKctLaakxnUGgMMB36uOrxHqCEF6DdDlv/xdFSndM8UX/tDG86MdPZWqNvF2bOe94Tc605F+8fjQP5OGe4paWhSmZRfXBChd+TLBAQz3b3bFZ0YggCkJ4peXhFeRlBOzxgYIgVEi/aYNDkJR4bHyGQaEjwT1FRWkWKzayJzaqNy6xJY+UVRYBp2MJApaOJirWxanIu3j8Gt+VvxxFehnxJf8kvRm74WoknBx7vC58qKr26vIasriLnZKmuwUryI4l0XfiJwWjs56a/YJRVJ1P+rAFnlxAmbAuFGyolJUWi0Pt01t020xFxbmuvPP1SvPN6cptnvX+lqKIhIbsWuiRM6nx0xLz1MT8oviKSlbcAGieSLgLU28rxHTld78TAwMDgFA5EG4XGuPYu7+aHPDkZ6fvbvdr3VCFxBMdXrDgdi1zDXOLTRc/GWMXGWNXaSOWn+PswmZmIKIBnS1TVUQauDhrgrg8S59Kr7B+Dm0tueuayajKFSuf70std/4ITjzJ0NRUm9zObMrDt4LqSzoIjUWBsrBf8wVWOeBhY+DykuIFMd7XRdLbSkMRTCBgYGJIIu6LtbUTpqSeZuGry7GGWF1/lsBncCwOBQmXgiVQ8kUZooOloyOtrKsrK8H/zNCSpkkiiezlqi3Y/iwsi06phbp4ywPz2p3wnS/Vh3Q0NtRTLashPgovg2fvbmMECMH5DwMCYc/Db3a1eAj2zjIGBgSEptC3a6htoJx9ngmU5trfJnBGWmYX1K/3izv7j3t1BBF72WcWE6jpKdT2F0EAnkGhEMp3KPKjH9KGG/4ML5jXrAkD+H/6D15Cp8EOn0BopVLqUlJSinLS8nLScLPPxJ/X049fRyOhApjHgV+AXqVQGra184/BW8JHgg9U3MNMjwltT6Y1QBNGGvACA6WdkD6NVE/kQ0qLdALd14vZQb1e98X1MmkLFvg4v3fxvYn93/cO8HffDkGig74jVPj4GBgaGCGlDtAXE4I49zCCS6Ksm2g5n7VIdvJv24VvZh8PeyAuEQGhy5eeY8txSZhIqAuk/uaIRyQV/AagpeGTKtxaQlpKCFyuwfmj0RhBwDRQGclyuTeB3FeSlFeVl5NhYHlNWlFVVklFWkGUG+5DqAL+lpiSroSJnoKVgpKtkYaAshFN4kkhTXABnKw34xlIL6hKya9WV5Q4vchHmeQiMViiqaEgvqKsl0LDdQJEDtvSbiNKJ2JFJoVBHpNXUU6DlMzdMCFQNVbkejhJwTBijXdKiaAMBdOxBxq2P+aDVlo3tCJoDKkkU+tB1X/q56bEZRp8vjN8W6u2iq6ehoKuhYKqvpKwgo6Qgq6QgDcLop01G+FPgfwwGS739sOQmIyMlL9uMsU5hrqKhSo/5Cz+AVEqB6pKTwQx9IVBTTz31OPNFaHFT/BFmAtmhljwGaOCI4soGXqKNlFSSYDRXlJcGlQ9WBHSWilpKA5muqgQ6XlZaGm1U0BRByov0bHEzQF8gUxgNFDp8YCKJxrpgwDWBRCvAEXPLiCl5ePgD4ZUD3PV5DHWGwTuH7qbd8S9oPa8GBjtAV4V+Wl5DLq8hlbMuKvHk6joqqDQYlECu1RKoMNFoqsnrqMnraioYailYGDKDjKC/j4EhXJoXbbGZNUfup2cVE9b82Wlcn/9nE0LiQl1a68Fp1gGwCwvLG7iLowbdpqSqgV/n7zDEGVDQOSVEHXV5kOZC1sqH76WHJFU+3tkDLXMIspmLXINoQ02BllEC20NeBvQdUoRuKCUlJSfLtC7kZKVhkoA3Af0KWopGZ1DpjTQaQ0ZaSlZGWl6O+QgvgB94AZX5AnhsZIXtYL4J8obIGzPfhWV7wP9ANQLwJsyiFHR85s4jmUonUZiPTVr5V1QUZTuZqTqYqztYqLlYa2BRLcSBQWuC4FbaW3AcCaV9AxMN8kMgMW0PIpkZMxweiSTmBRghTJsEHuGaRK+up4Bcq6glQ1cCa81EV8lQW9FQRxHJf8iMgqQqp6Ysp6Iow3VIZwwMvtOMaENS0fV00lk1qdOPe3nQ3Edt/Opmq9lkZ68+E6enpdjfTQ9GfOgVVXhyWTW5tIpUiadAt8ETqWCjgPkOkwQSrnPGEIsV4wWVLAVDhLwOKwEjdVh3Q31N0UTL452uCz4tHWvDS5Q4MHJySwlgqZdUkhD3RzUlWZCe0BfA8GBVMAGpRIIfmE6odAZzNRipZq70ggJD/C9BpTUyGkGcgYyDGQVkHPzQQZyBgGPpM3gBFOFZOfQ1zEemHvueV5L1gGq1pjL8xyoyXyIjIwVTEaIdFeWl4QKKrGVsGWVFWZiompa0hR/rGIYaZEKVk5FSVZLV1VCAT4U+J1KKKxsyCuvhFsM1zP219VS4WRqqcoQGGnx7yI0QdLIvoKae+o9fLPzTDEaHu1u7o7Usnn4pvvUx7/xqD0k83Q/zCIEEeosGswlrlRcemcILuW5SXYiDMhgbrK7EvIDvHznp1eTxApaGugpzhRt+4JrVnmWVFWXgGtoS0ryZi2fq8tC6hJ/9BQODa/4j2kBvHbmf/ikat3i0zdwRVmjtd95GlG68lHhhtUeTj9G/r3P8nmYh102A/QfGCgwZYKzoqstDJ4EZAsY1GPoHeugzPb0w2ADuBcwNkhI38vC99IBYZrPhb3iOAhyxuJKEY8a1Z+1cVJNAT5jqKfGSgLJZ7voXHLybdmtTN2Huxv4OgFptJWMjDCCgZStrKVV1FCiCsVdRS4ZHmJiRFzRhoK1oZ6Z2ZJEL1wMIhcYASa2jzvEMffxhRkkVKTC2HN4BrfoFaWkp0AEKcjKgsO9v8wKhgD4hMMA8nrI7vKOJ6vlV7kgNfGmX3+TCV2ppqML1gjEfAUVVT6LhCci614+PdNBY8BRLaTFroJHAI/yALEN/+Rc0VJjrXvCorsJc+oJp5QcFxtRkaspy0NLATIIXwEWz/jAYGO2A/4s2MNHOPc/SVJVfPcm22fxLu2+kBMVXvD/UBy2zgGk1r4wIdr+MVAcwXHQ15IVvl7c/kMVOuHCz1fx3bVeksh0D43tBeQO0JdBndURqRS0lJQ+flItvWp1CsDdXA0vAVFdpw1R+ptoEmKktpaXEYaprT6QV1E3eFR50om9LIgZJfo8WWICxp6PBXP+AgcjCQBkRfDDNl1WTckuIR5e4qCtzGfsDyTg33Mto9/e0rWyy/Wry+29lYD4has9EV8nSkLlBrCQvo6kmp62moKfJNE1ZrxUeIG0HrQka09t463TH2Myab2nVtz/l19RT+3XR2zjNgfelI1CooKKIJDqRTGsgM+CRTGGAqCJTGfBU06IX/DA3IpkXTDUGRfgVZLWslQ13BFBgWmpMHaahKg9iC+41fI3QVOBahVVEKkGEgVxj7fNjYGCwRFtEatW1t3mhyZV/D7JYMsamJV+iYb5fejnrbJ6GJeUVODAs3g8olJeVItMYcFPQWq6AYRSmnJJKEsggGOihRk9TAe6jOPgvn3mWlZSDLygnIpmkf0RWRsrFWtPcgOloYqStaKSjZGOiwvWE/SsJ2bXRGTU5JQRcDamoggR6EZl3FeSkB3Y18BWzUK4SCmjxndeT1022a+XGJebUwoCjo64AAh2khuBW4t9ElILs6OOiy7ugEQceBRXtuZliY6KKqybVEWlQAybNpL5mbB7szSyqT8mvo1IZdUxvY2JxBamexJRlFBrzWD2eQIVxA31pW8jLSit/33xUYu22M3fYWfvsigrMs/NQz9yjVJBVVUb3K5FlM2zXBQODC6ROPMq4+jYXDNCpA8xa2RuCPtxrWcCRxa5gyaFVGGLPkfvptz7mI9fIPgJcVNQyPXKu+XqKdu+1uo4ycXsYmNpystKgyWDKgdEf9BnY1h6dtKBScKb1j9kjYOZQkJcmkuhmespm+krw77rYaMxqR/lPMdoNIHA/RuFAbCXn1hK+Bz/ytNNy76TlZqvZrbntkWYBxXbnU4EGSzaBlcJc2lSTZ8awZLlUgnqGerCapKVRj0noFEzHyu/HX5Ai6hCpIINtRGJgCBOpa+9yuzto25m1fTYT5rkCXAO2hSRBxGbWhKdUWRur6GkouNpoIjIIkSwrJ9hOHyxwj2nxJCUPHxRf0ctZF74ZZQWZDRcT3kWWfTrirYVlZsMQY9aei88tJYBm0lKVL60m5ZQQAo75aEhscl4MDAwuaOb0aCswGhsx3wJJB1l+O7PS3ctRBDktxJCh64JN9JR+B99BDIkGhuqm0ddriX9/N/29c53RMgYGxu8BZyvbmGKTdKrqKA8DC62MVDDFhlBaxTyd6oXFN8cQe5pG3+Q8PIXK6OmENVoMjN8OzB3h92L71WQylSERUdRr6qkwOUVnVKNlwYCcXhRJIl0MDO5IyauDxx6YaMPA+P3gbHtUDAmOr3gTUZqQU1tRQ3a31Zo7wsrNVhN9TpDA1/bkS9GnaFwvZ50pA8zRWvFm363UB4GFUwaar5kkpunqM4vqX4WVxGXVgpaqZsXuAqSlpHyn2AlIaMIX8ia89PI6bG9ULIjNrEnJr0vNw+eWEfEEqoqiLHTn1aJurmkFdTEZNVHp1dA+q+uoivLS8Kn2zeuMPi10NlxMIJLoJ5Z1QcsYGBi/DRIs2mBev/QqB+b4gR76NsaqCnLSz0OK4S8SwlEJmOmvvMktrSLBpGKqp3Rny3+CkosnV97mnnqc2d9d/7C4Jo78GIVbdz4eLox0FHU1FPQ1FQy1FeG2Qn0+jvhgew8bYyzXfvvkcXBRUHxFVFpV06FIeTlpTRW5qjoKjd443ttkk4giDRVXNlx7mwf9Ha6lpaWcLNVVFWXrSbSE7NpBHgYHFohAtxXgiKM3hxxb4urjih3kx8D47ZBU0QYm79ITMQM9DCb4mCKxLoElJ2IayHSBrpqEJlf++yo3OqMaJMW0QRZHH6RPHWgu8pWANrn4KufssyxHC3WwzsU2ThWuhpxVVO9spYGEVG0CSeu5d67z0G6GaBWG4AGtnFNKUFGQmTJQsAvJoEImbg8DlQai3NVG09ZU1d5cvUmgT9kdnltKDDndDykKk8jUqi2Xk+BiuJdR78460DKbwlusOBUbnFARfWEgUhQyZdVkAy1JzReHgYHBC5Iq2vbfTu1oovrjltm3tOr5R6I2TLWfKJh9NEZj48WXOedfZMP1rKGWc0dY7b6R8iai9OambiCGkNeIJ7tvpjwOKvK01wbdA4qtqo5SVN4QkVqVVUzYOt1B/HMh+z3N+vd1zvlV7s0m6sDgL5Fp1W/CS55+KUbLHTpMG2S+aqLIzBLo1NC1I88NEH4sVjB1bIxU+rvro+UfACsCbAn/oz6aqv+PuPE2ohQGJfhByxjtFxD0qkqyWNY7DOEj8T5tTcw9FFVdT7mxsZuyAHJLv4ss83uaWVje4G6rtWJ8x87WGp9jy1ediRvU1eDAfJG5trQJfOCd11O+pVV17aTtYKmWll+XlIsnkJjx07GAVFQAAA8rSURBVAFTPaUr6z3FPEA8iUIfuu6Luors8z290CrJoRLPzMdVVk2GL7kvD1Gpiyoa4FZW1JJ7d9YVXFyukKTK6+/yQM3DtZWRykB3fUdL9fXnE8z0lR5sF010RiQRVp/OuuLmv9V1wScQZ3e3dq8j0lIL6iJSqj5Fl+WWEheMsuZ7YlwMTkHiA6MFfhOdUX3pVU5YcpW5vvLT3T3RWgwMYdFORNvZZ1lgFu+Z6zyM3ztoMO8+DCw8/yJbXVlu/iirpjMHC49Gw/R2Z0t3duISC5P6Blp8dm11HQVkZXB8xY9ZrtWUZbt20jJiJYYC3ekiCdno99xMeRRUtGK87YwhEhMKOLOo/nFwUUxGDWgOtIp11s9vhRtaaBk8kfoxCjeujwla7tDhjn/BobtpyLWWmvyRRS5dOvL5qM23tOpHQYVgmcC1j6veqB5GyPIS/CGTdoR1s9c+9z0ruZDZeysVet++eZ2HeBqgVSKllkAtqyY9+FwEX1cnMzUiidaUgc3bVW90T6N+bs0sy4k5sZk1fG9RP4GrIYPJIS8rLehlyAeBhY+DiqDfaavJQ5tZ+xef89Gde5594SVzswWAnnJsiStyjYEhNNqDaENC/E/qZyaIlJEDVgeBAAJbf9PfDvqaqB9JQGz56jNx47xNxC0T67YrSS9CS9ACK4Onvbl6l44atqZqHY1VJG4x//q7vOOPMkx0lSvx5CVjbKYK2LmKL7yJKN10KVFJQQa0jrqybEdTVUsDlewSwolHGfe3ebU+aYHC3nktuaC84ZqvJ1rF8gSowFMGeRgQGmi7b6ZM6mvqO4Vv+fKziglX3+a+CmO2ma52Wn8Psujjoos8Bfz7OsfvaZaoFPOHqLL15xNAT1xe1/Xau7yiioaNU/n2h7NPr2UBivIymqpyeAIVyd7bRCdTNWdrdUdzdVDkRjqKaK1EAbp81oHIO1u8TPWU0Cq+EpJUCfcukrV8C0CnOLm8iyAyX72PLDv3IhtMVi9HbTBKc0uJ0H4OLnAZ6MEfGQ26E2ynT9E4CwPlIZ6GIN02/+3wo3GFgSEcJF60xWTULDoebWemdnGNhyDGgtxSgrmB8k9RhRE/G3FbZovPrr3rXzCmtzGJTF91Jv7P/qZr/5SwxOcgblLz6wpwxLwyYlxWTUklCakHo3nhHzYwXCJFMQf+Cpg2QLeh5Q4dDt9LfxdZ+uGwN1pugSUnYkKTKo8scvlpwQZxPIfvZOyWkIk+phva0i4wE4Maa3N1qmnZwNNeG7TggF+ct/7cGZZRWP94Z8+msz5Co7iyYeb+bxW15AneJhGp1VV1lIWjrAV9JKJZ3kaUPgkuyiklyshImesrg3ROzsMPcNNfNamThAq1H9l1PQVPpB4S2InyGx/yXoSUgFZzsGAOlVsuJ22d7shmVnv2gXu0/3ba8nEdwZBGaqDlDF4bDMYGmBxIDS/4R+MO308vrSIN6moAhvqcQ9+gi30+7qOujOUQwxA2ki3aQDmtOx+vqSp/YqmrmT5n8wrMCsY63BiXiTn46fsi/upvto7fa++/Lbc/5n+KwSVk19LoaGsExUOhMnNXzxxiMbaPCac3V6wIT6ladCzad4o9CCO0qjmOPciAGW7RaJt5I6zQqv+CHMhg5xTt6rPxATG4a76enVveAd9+Lfn512LQwTOGWDY7iYYmVy45HiNkfzIimV5WRQLFefpJZj6OGfdYRlrq78EWUweai4PzJeibMZtDGIwOj3f10Jb8TLURqVULj0bvmu00wssIrRIkYCGAnSAIWxdau7Gu0o9viywSH1ns2o8HX1IADDB4H3h/uEb6JlhQw9YHg4UjOKWLgdEKEpwR4XNs+fJTsfqaiocXuXA6qZ98nDn3UBRa4JDk3Fp4/HVZAoM7kvPwYMXKSkv17aIHczNMIbtmOyvISYNiA4GyfLytRCs2sMj33071dtVrXbEBXe20JvqYtqTYviZWwjzkZqvJTtwTNWXZNZM6taLYquoooNhmDLF4sqtnS8se31KZuSgG8Gl3qRW2XUmasjv8r53hQ9cF914WMH5bKFhioNg0VeX+mWj77lCf5eM6islxmX9f5dbUU2cPt2wHig04/yLbxlhFOIqtlkC99CpnvLeJIHYn+rnp//i2MRk1oLQ87bV5VGw7rydP2BYKiq2Ho86Zle5I3wyOL4dHQXsBYmC0hKSKtoeBhavOxDlbqR9d4mJtxHHM1bkjrNZz6wBXXktRUpDx6KSFljF4w9FCPfrCwPOrPQ4ucFk9qZOJrtLRB+kwNe6e7STpgdkKyxvWX0jQUpPfOr1t38c+Lrot7Xum5tftup4MF2w6Pm+f4dj6TiJojvvbvFrfOSqsYLrYC+G0CoXGgK+IQqOD1gR162zF/BddO2p+OuLz9yAL8ZFHXxIqbnzIAyk8fbDEnIlphVdhJSBu/uxnhpYFTFFFA43eSCTRm1bTBURiDh7Eloy01LKxHdGq5iirJrvP/7jkeAxabo6E7NrRvYz3zHX2W+nWlKy5mOWzISmuGhjtD4kUbXtvpcLPyB5GZ/9x526LU1lBhut44oO66s8fiZ3qFwjhKVUrTsdW11FAwA0XygKAQNl4KYFKY+ya7cSL8vgYhZtz6Buuhrx1uiMffWjaPMeHTK6CizDSxL55nf1WuD3e2fPB9h59XfUSc2odLNSPLHL5rx+p6Ln4Kgcel46xQYqSztW3uSZ6Slxkh9t3KxXkzssfDjyxA9hmi0bbvIkonb4vIjkPj9bym7DkqmUnY/LKiNDpwKRHa5ujpJJpkwzp1prfJzTIbTMcf4pIQKIwk3aoKv0nADgGhtCQMNEGHWb9hYSHgYUrxtvunOWEBONBMovD3Hb9fR6IuX/84mbuj8wsqkd+he90MlWToPATEsSnaBwYvrIy0qdXuPHrzJcIWX0mLjm3DlqpiS735/LOPMtadz6ewWjcP68z3923W0eGNTbIyAhPOn2IKtt5PRnMMB5lriAAxZaQXTt1oHn7iPB8x78gq5jARdLk4PiKB4GFC/+w9nb9/yljNpk3wurE0i4VtZR5h6Pgy0Rr+QdMAYuPRzdQ6PCvtLlI36Wj5pmV7n/05LhPGWgxT580ZUaWCJ6HFMdm1qAFDAlHkg4iBMTgTj7OBCtqB0uuFVc0QM8HufbTOXxdDQU9TYUdMx2x0OQSxNMvxTBhu9po+E6xF6szudzB5uGDViirJh+8kxoQW+5pp7X6z05gKqBPCIsFR6PjsmrC/PqjZQHzKqxky+UkfU2FgwtdxC2CYGhS5ZITMXALrqzv+uOhYMnlj01fafTG1/t7o2VOgK7Ki/1QgCOyfJEVzq/2QKv4AXLyALT+/vmdu9oJ0HclLqt21oHI6YMtVk7gw7lUTgHtpaMuz5Gb7/X3eccfZvhOtlNXkQOlrq+lIKCkQRjCQWJEG4izaXsiwAovZi1rNwHTvLm+sqm+somOIjRla2MVFUVs4VrCQOLetacDubc+5h+5n871uby3EaVHH2RU1JKnDDBf86doUki9iyzD1ZD+HiSMReUvCRUwkdubq+2c5SRuthaFxvh7b0RGYf2F1R4CVQNCA8nmsmSMzZzhzZ96ETRINmF+fZ8NZPqemynwnu62Wr5T7ITQftaci/ePxm2cas/F5vKvgIEHj9/Sqj3ttbq1vI5bR6RN2RNeVN4AE5yHndZxtuP69vsnsJZARQssrvp6SkRkdYxmkSTRtvxkrImeEki0TmaqOmryna01dDUU2ofh+zuTU0IYvy10+biOM4daolWST30Dbd7hqJxSwruDfThyCyOQaCceZT4MLJSXk14/2W5s7/9E7wQZB4/xWbV6mgqtHA6VLBJz8IuPR4Ni2z3HuSl+tfhw/GHG9fd5XOtvMWTrlaSXoSV3t3YX/vItQmp+3ZTd4Xz5SkHrHH2QDm8I+mnlBNvcUkJNPRX0DSg5Kp0hLQV0sDJUcbPl52HPSjxl06XELh01F/7Bq3Mz3IvAuHL4wHA9ZaD5mkktWmiRadULjkSpKMqs+dPO2kiF/e7/7GsxyHSYN2uJ1M8x5XNGWArHEsMQEJIdpw2jfQC6zYrzI8BiDhIEq/WB+CcSsmv33ExNL6zzdtVbNpYZ56K4siG/jAj1Sbn4wvKGqu+eNMY6Si/3SV4y1maZuT/SWFdpy98O4mmAwbRqZ6YmEdk42MR9/seeTjqn2UiqJiCuvs09+TiT95W28y+y4Qcuejjq5JcTi76nFPsJeNZvpcj+2NbxWuJPoTJcbTRM9ZT/mWjbuisnKFFskQIDE20YGIJiyu5wOVnpH3NStY73is/1DbQJPqZZxfVJOfgf88bKy0k7WaqDerA1VdVVV3C2UtdqF6HCAEZj408ZRzAEB7LKNW+E1aLR6DHYvDJiZGpVVjGB6yhIrRCVXv1TdCSw0GYd+Gaip3RrUze06hfAPmk9rRZotcC4cvhb0DILG2MVS0MVQ21FsHY0VOXUleWkpaWkpTpYGEA9FqEDo52AiTYMDIEQnVE991BUf3f9w+xFTg+Iwa0+G48WWLnhDbQUjHSULA2UXWw0+rjoYsoGg3cSsmtn7I9cMsZmeHejiNSq95FlocmVVkYqoKWOLnbty1s02p/A1ZCHrgv+cR82t5S49UpiYg6+9aygK/3itFTlts1wRMv/BTm0BBdgwLjaaLraaNibq1sYKMsK8aQzBoaowEQbBgbfoFAZY7eGnFjapQBHPHgvvayK5H/UR1OVXZ+2V2EleCLNVFfJWFfJxri97RdjiAlI6mTkesoA85E9jO4GFDz/Wvx6f29DbX5mU61voHmv+GxvrublqAO9IB9HfBxUBPXsOLDW1FNb6ThvIkptTVSx+AAYvyGYaMPA4BskCr3n0gC00KFDe/Jex2hPfIzCkal0T3ttfU0FRFoN8jA4sKAz+jT/uPI21+9JFuP7LONqo/FnPzNJz3SCgSFCMNGGgcFPHgQWxmbUmOgpDetm2P5OV2C0P5CAO6sndRLQYQsCiZaaXwfS0NpIRaLzCGNgiAOYaMPAwMD4fbn0KufMs6xbm7o5WLSW9wkDA0MckNSE8RgYGBgYvIMkIEnIEVQ+UAwMDD6CiTYMDAyM35c+LrqLRtv8FDQfAwNDPMG2RzEwMDAwMDAwJABspQ0DAwMDAwMDQwLARBsGBgYGBgYGhgSAiTYMDAwMDAwMDLGnQ4f/ASe3kxQZhMmlAAAAAElFTkSuQmCC)
ich weis welche formel ich brauche da bin ich mir sicher nur wie ich die zahlen bei diesem beispiel einsetze weis ich nicht.
fängt man dennoch bei i = 0 an oder ist das wie bei mir richtig also mit i=2?
geht man dann wenn man bei 2 anfäng überhaupt auf 1 runter oder macht das gar keinen sinn?
also im endeffekt bin ich mir mit n und i unsicher was ich da einsetzen soll.
Die Transportfirmen A (4 Mitarbeiter) und B (2 Mitarbeiter) wollen kooperieren. Beide werben damit, an-genommene Aufträge innerhalb eines Tages zu erledigen. A erhält durchschnittlich 5, B durchschnittlich 2 Aufträge pro Tag. Ein Mitarbeiter kann 2 Aufträge pro Tag erledigen.
a)Bestimmen Sie die Wahrscheinlichkeit, dass während eines beliebigen Tages bei A mindestens 6 Aufträge eintreffen.
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gefragt
f.see
Student, Punkte: 26
Student, Punkte: 26