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ePRp7skn7tandkOlp/sLrWrV64iyvr0nGZPVd7xZOOEaVUOBOR0Oup9pg85vOjHdsmORQPHQZ/8N//kvZgAyhSIUIUZDJKkAzFgMtVAkGUJn4SLpsYoGgmJT1zHF4LG79Jq6fcL6W4j7NIMbVmfmsQwFl2Q3ACUfS9/a8U3sos+PGnn2IIW8tQ6xBaNBjRLuwetOFizCx3hr0KPVe5h9vp1NLjYN+hvpa/ZmyvkZ66aKRT0Ye80H7MhGbMrqPYcGiwBBg90J0js4mYTNCudIBD6LggboLTeD6ZUscBdiRmAfFF62G3cWan27jvwW6o7w9hDp8FkvoLPIgkv5fnChE2E8jQBE/ZyWTJQspMmM4tbR2OHII1ehkaSohUthBE6SezjmMFTZ+WH++bgNhDVfF+FnyCnBV7Cw28Bpd8Fwus/PTH1oiXwZ77wH33dC96rxd2L37v9+pe/F7vVQl861zWX+fnbSyGP1fQjvufCb/7u7/7dtn+/M//vPu7v/u7t4v//xwxnzHUIUgMb3OEQ2aoBSdH2G4IweQQv+jUxX00FxOLCUOdGlH7T7qxlN4NEcz1LTcpjKD9CpRaMZLhm6kZEwPpfgzsY4dQ/gYKHUP+wLgj6kC7TW+yQQCBWzA0z7QT0ZS3XRDABNDcULtqj+oyuvTwC7uHXvBwt4XNWNyi9dzInyZMsqrxaxln25QFlRP3dqr2rNZT+MLiJe8Z2ZA3JAobUAFTUBwFrIhMIqS6T6GKrKeRvVGBASsr888KzdNjXMK5RL8H4iXQUgcgEgpW3ZvDvWS7ODgvYFhvb22mQ7RUZ7UGl9t+5Ed+JPaNs96v/uqv7n74h3+4+8zP/Mzu8uXLWcXwWWfzp3zKp2Q5zRUPtw5py+l6+amf+qmU/4mf+Ik4l107Vvi+8iu/Mg7mV7/61bH3dDy7MuKwbb3mc1bsWvB3f/d3L1dGXvziF6c+h/HTQTeVjJD8U4RAF8xUYYFea85guXeScXiEFlzRHyht59h1Tgz5zJkVI3wr403Akn+iQ5igRiXfAik97hRw/YMD8GQzAMLn1qjDvVvRgnNwnyB4h/gYnWHvMnFxIJtGow67FdehUSr3vuD5CN8L2WxwBB8OMiLKsVOc7J/kt0gUP3PXZMAHgu2LrdcLpHHCkd8u6zYFZGz8gArbAB+fckhRGigA4kiQgKpgM2etmDQfVZ823BAV2wuka4YSw0osIzLeinSiiK37SrN8hUGY47YehfgBJgfrGNjPDgrAAQR15vu+7/u+3R/90R91f/3Xf9298pWv7H7/938/s9dv//Zvj8CY9wd/8Ae7r/qqr4owuiHCCYarIz/wAz/QffzHf3z3OjYXiOunf/qnL6v6lV/5lQipabpwdM244eHTPu3TEv/yl7885S33y7/8y90f//EfL8uevtGYV3tJwz0YXyshg/j3phOHULZfMRFxYqHbxecSQiYgDM/zBUPsWHqO0CLQDYFDLmUSWqZsqiG+uSmzWm1FXTRjmLN740p3+/q1bpVyq2i6CZrO0e3a9SsMuxv4J1c6l9r2mHBM6BiX7r2vO3/PfWyx2mdtF3uQ/KoXg7w6ufpwpwBG+RhLRuXAAsd81ILht/Jgh1HjKTRESjfHWe+50iJ6AHqdZz8Ox6h84quQcWYvAAGWYZg8EC3DdGoqgVTd6jkvNwRDAb0xNgoI6clvqvn0Ncj3aYf02CdZN34TdtQb3/qWNN4vkVazffiHf3iWyRQuh2U3IrzkJS+JEJhHofqCL/iCuBss57Bu/G/+5m/G9+cEwbXeV73qVd1v/MZvBJ6bSNVuLWRZirYpsK4JqznUtl4VYIMTE+vfYpuZZoGCeDqk4xHh5MFhjoYz5EIPOq2jjkOnwuZs2OEQJMPy2N2OvzBO82iwwByin7trZG2tNKKwQj80qIJ9A/eTdHb4vomQXb96pZswATm4fYtJCBMR3EBXrj2NrblKvZPMdB999M3dtStPRMOuMlveY2h+8uln4s7RtzgHhxriwRvTIEO9Q3s/pHptw6vX5T15TyYa1TZlJGvUtEFTL3OHEW232f/tb/4p6i42HBUrwXM2IGj0ZixX1feSrfzPNe7SC5TykvQIFoQ1n0OI8SXgJe0KgJ/ToT0bezrde6srQcf/RYZ3ZRKi1nJ4/IiP+Ijuh37oh05X+f/bvZOQtzzyFhohxYpOOrukyXC81o2i6RZoIoZdtMIKgiFjSIXAMGmBvQazpY2dAepldDpGGLXx5jKSDqJLRaF2r96Mjqug3b72FMJ3uxshFIgvDmV9mjciaCqSPYbmgr3odrbOdhfvur878/wXdjM0YrFZnCv43HjtnWz1Od/yOncVZYeQ90ZGwGhX5gvyng4mX1Vj4sCl5IErHQuGG6F6RL8vwSKEWQvOFi0IQIU6q5HfqkjAGI+LEO40EkG5hgvLIOk1wUmtJBJHWbHIxTtglGMaXGilqWmsI7zD1LsQXvGKV2TIfBeK/KdkjcZAONSaTj4kr1rKVYjFYgZzsO2UN652av2Ga8xKpc8UodHuVHMoXLpWHJWGK0xIVkoj6tJRCAHRDRjOV9lEoPP6zIVL3VMHu8DC2Y1NLR1dujsgbsqMWNquocV9Z2cNR/UGO80nxLkc+OyQIZXIKJb+ankFL0qJqxVEGysbJIpT5AbmxhRT+4W/ylhEUIbzLyQt29wAUkFCoLL7KjVYkUJGvMD5pOeRj9seqRIcChdSQiTRJ4mukT1npicCS7uQeoFqTkKPSJC1vgpJtzVmexcFsAfxdhdXRrTd/jPXf09X6uhxgCN6GxvStusPdNgaDA9id61h/GcoRtvJNPngy1facgsc1gqpgjMeYB+6Bp+pjJsBMG+grVrUMMLm29pkaCV+sL3FDPe4ewiNtnfzancLeLeYcd++/jQOZRzs4IQORejZgcMGhBGdQ9Pr0FlytBAA5W2+elUEP8Nv40zOcwTAh+RX8jTHaEjyFF+RjV74yga0DTL01JXHeikpxfoKnGGATKQ2qBiPKgKYQiiAqkDERBIB4zNUe9obIKTDCvRKei2042ckTqlPaa4ncLjnWSiZ3XBt+SoPWd8D4Q//8A+zaVUb0eDM2N0wCuVjjz0Wrely23sqaAdLrSO2qdsendEa/LvYZc6It1mpUEtqK48Ygk2XnrpUpJLD1v5wv1tndrzG7Fkmq6Oc5Om6WUWTZogjr1rWCYwCpc2rnTti1WQdd8oV3stxyB0i/GPqUmIcWGbycudinjW/NDuDMF/5C6+Nk8+tlI/Yh8lrpDd0AsQIBIpv8lj+K3x82luRtkk+F095Mh+P44Dgpoa+Ahi9rhAK3SgzB4ARFZXxXlTtOX6odMGMTfeAdoxIlBB7FYTX3ASGFoHBOIejVEYUOYzNJ/nz/O5/OXlxT597+2T0m9/85ux0dvnt67/+6zPZePdrOYGgBnTyoW1mx9LFdIg2OsRuk6a6Onbx0zmpMc29dg61ajIFyaFa+08mT9kc4F49Vz8UDsSZlY0D7EkYT7rxmkZq1AGC4IrOYrbZ7bLaIdzJMQJ6fNiNxUfbEsFYQ2PpslFhSGc8bCG7win1axzz6ghmRHHGh+SFx4hi2tbsddOi9VRWdKDmNxZ+8RIlFTA8Ww/x0eO92FGZoRKBxH2h4QbVWisuJCQCEpf09KehfbPsRIcThXmBwTwcoAUUxAgjZRsiwO5RSDX25GAUKFWHzz0mxL77QZ+gWs8lNRvuBlV9g/oXf/Znfzaa492v5QSCjD9A+6nRDnEKHyB8arwDtlEpTLdYgVhl1UdBHeFwdrhdibCyS4b0zJahk3CkxHBVNxUCg6oaMrnRSe3LQu5aWXONGS021j7Ei7HFm4hbm+vdAvfKLcyATWzLq0/gCxQ+vsIhQioLxwe3uwkOc+mPPBEH3DQBfpNuR5VB8ns+r5SSION7CZBPek7EkbzCKsGT76UFM8GC5pbIJS2yol4AZXQkM1/2gRI9M5PCHzmoswmQkxGiEvTIe28uh+HhHAF0cgJhFUYNbOFHLQtP4WvICBLhVHsKI/n6byG24DDlMPPuBIXP8B3f8R13gNEB7TYsXTzvqZDd3+C850oEE4PdvRsMxWUDMg+RCDR5FBtRreVumzF7BvXprbJremXEei7ab6Rm497h1bXdYwRNBi+Qlj22Zwnr6JD1W/7c4yct3bSwQOi3sAfPMsG4+777u11ofnCD9d9b2H4KoX5B0MgmU7TvcKPoHyaE7HBcFpcUwkN4S0RxBN5SNk89z9SAbcKRFQ5wrImnSohP+GuNJdjKlPf+9Vy1NjLoNrArUGGyRyDJVmUp1AtPZK5EM73GXsnsJR8qW+Dln7u8kh6gMwDwuQeWyCQm0KpeooIOFVmX9/nm4Yie7e6VD/zADyTuPR/cWv/Otte/K7Vqfz366KP4DXlTjPXWw8ke/kRWHxQ86Dqng4aeshBaOARPWZ47RpvBq9KKdOTBmG3xEUKZiUa0I3NVJtxNo9mif06GO6zrkpFd7rrRRtRE2to5293NawYjhO729Qvd5Ucfr03EKAeHeq3UI7Rz5M/Ke76nvXHFiTPCRXz+NP6CA52BBqkv5ZSdQv4qhN7nCl4nQ7ACU1wtweVZUJS9U61IGWNJ7L/q2UhbZzpE80KNyx6iGSqSflx+ctf0aYGzahELEiks2PqruBNhFLTV2YOscoIcX+V0hD/90z/tHnzwQVP/SwXfMbFtbnh1D6HO6SeefBvDLsMvhv/E7etcNY1tEyNp2GZHdA1+gXAcSTc0zBHD4zrb5N2AcPv2zW5newctdpFtV7w3jNuk/GwIIsPmAiFzPXmC709fIIv6qW8wmEYAkbFMDMa4bgbsxN5l4rOJQB6yauKmBByDCKFaWSc5+wJ5lqegAq8VE/hVghDcbECUB2nqKJ3k+n+5JV2ZkMc8+c+9ZkaNdsV3xJKcpomYkC15SgB9jK+Pq/eRQa4ilRgFp/+ULPpsRnISUUloQTSfu2ujlmGMuzaCIJnNI+CGsAgaTp6rIcI1Lmqd6wFl7NmujlQgX38XJAK4L0N8+ciYEa6vZo/b7q0bscE0/J2J+gbaPtqp3oeG2LRB4spINZKENc5VDq8ZFon3JXLJpyCpARQMtZ3bvBS2a2xrevqZx+K7cxKhBpjjZrGdwpEJK2lLraboptpHUA8YEjM5IK/bqvb33JM4BleEi2F3fZ33NngRXIFlKwvaErcJHd31Ys2TI10si9pFrU9uiL3mmvMBDmk2XXdbZ8529z/4UPdm3vGdrdzEJlSIEBIaozCuiicCI2+i6Xo+gXjqkdThFW2QAHJNGeiw80N6vqRftCCw1M7mjxDyrIKST8tdUnJPQgLEN2DyIIFOpC7Z/eo/3ChkVuKfteZjWVC2Dioa0HCZk55ApJspj40PmL6c9yLpNQl9Og+6HgxVBzepz3wIIZrCISjBvP1HcpS2rFqgKNoDw3uTnSSYAvsw9/LVy92Vy09nl6916xq5iVbdvb0bxt9gx4hCoFCusdVdpl66eJ6VhUM2Rpzj/mJ33wP3c87NTrfGJlCdxu5AdrZ58yZ77Zhg3H33PQghEwF2qmziFF5BWPZce57pLvHDJI1JyBg6rmAbO2zusjv5rY88mo2rB+zNUwhVTr7qSPbAeeDB+7qHX/i/dTtneYeDDuF6snacTB7hntE2lF66dvDmMIT7vgnrxOTZReDUzuubrHhgCy7oYI+weXW6ew0/DMtn4Dhn36EdZQCtMnlEQ+nDrYBMyBJVnuQVsqOb6STBgnwpbOE7V+9LedQ1wtfHCSEAkTVHSWG4+l0hVxtjHhOr0jwbK5IkZWi1Zv+55iUT4tV0EkWtos2yiE3YazFBUsD8fAkFOL0Q5Z5W9vAiWObo8yY394lPWRLJfDKkCzniDGFYh2YYU1ueO3cB7z7vrNIOX+a5yeL8M7zdb1BL3Lx5o7vK0SF7+wrTfhgoTmEs10/51E9ih8w/dP+O1vWMm3MY9OeYLDhkKgD0cZy9txFatq+75sr1LELikRW3oYFDlBpTV4rC4AyWNQjWY2E6GuwG+Dx9+ZnuiaefDA4jhlCXPx+4/8Hu3/7trbwJxzovAuyu6je96S3dAw8+0D3E+xznOaBpdX0NgterlGpFtfYKGzdUIq7JqtEiTMiJJxaMV1hNAa/zDz3cLfANXnvike5pNPeY2euA8lnNksaOwtqf/LkOLDz5q9AZ1I7yo77JRby7p+wtkQtlJMIIIDVqrwkbL+VbiZnypZDTYQUcqO3SM7m/lCCQIbMiKkplIssnMhqIVNxrv3mTdq4RWuJTlqINEXuLzCYicSItDtaZYdf6gldLr0TTklFxTmPrmacUlulzGH3XXRdhEow/jOUfd4WMcFh0qLzJREHbTBzUZgqkOKi9Ql7g/N+/81qE4W4OV0KgcNc8+rZHs7PkPBrRLVK2zXcr5nPeqVjjxfsnH2MycYjWchs8Nh8f3VfrqCUZvFBmwF9tc+PGtbza+GSOLGF5jB0xR0fln3vs8afQdPjw2JYG/7ELndl23ROPP46g73f33XtPdwGNrMPZfDtnz9ijpBb8VhPpn5PBCiMrUQeaRbxxd4FlNyclrIDsMCRfuPu+rIysIcwruIOoHc0nHS3LxdGIDiGcbP0yLQkFO8gVlwI/vCVH8VhJ9lMyEMaGR0QJRfgqDWAi/n2FIB7JFodoFOINPJM1sARkBb5yaLBHGDK2E5+K+mvygUCz4+pZcAWjaTDhF4yKN0fF8Qzh/Eu9ifQJbGxY/9yET/i+GzEjSUfuKvdHaCI104zebI8T3+2zvCuBi2L+2GPsELkS7ehBSi4laXfZ6++95xI7THbRfLfYp7fWPcxM8vEnn+hewIRDctmB3DOZ3chg4pCl5tfmmiCENslh3MximqU27vGyBP4eJsAVtO8IgV9bw0gDd4fjsyzbfe7/+X90r//b/4H2fQPptFd6uusPHN125cx6cUHXlsXU7nQCtKwkcYe0bq9MDaybjxpmwgjgsuAF9kjO55xFiAAPHnoYh/Jxt8tI4Gz4GMGrukQy5KIO9fxpvee9PDevNqhcoJ5eGZQigSMgs7w3DT5aSpxz48Wy4C99lqFlMDOpfEI+KV6lFYhU1hcOcCsrQjVVblmL2/PMb/lUJmLct+1HVU2ltcbX1TLCLU2TBkWdl3FbDdTH1OcDJqoFm2ic3r2GnTTRCD9iYyVUmuJqUMspZFs7vCZ5/mzu61VECQkRGYp8R9eTAT7sI1/evfC93zt00Uns7NMJwxUmGQ5tNs5NnytONKjTOmiFRIO+wFMDUp9Dr7uc5dSQj+ycOuHgo93oS0Pr6+UUdqu92tEJ1C7vBLtd3g0Jrgk7VF3EpLjn7nsZiu/PFrQL2KiZ5FCPdWWdGbwyOaF+2yseR9AgW8K4HsbGRSNDrwX03Gf71gxB2r9Fu9wyZit63sm/3Id3mld+qo2JT17zVFp4kjj51svEkvewU+gByhU4BaviI46ZhEQ8Fb9e6qu+DB0RriXAHtEeOSs0CL//8iYVWinoVLT5hUHcSePqXlS4I75vbGtErqZZh2Xr3u90DGBqfxpv1ME+++9g4i20l8w+ZgeIbZMZI7TiGIHSRnQI2+AICgesETDsksbZM//p9f+je9tb30J9XXZmW+8KDt4xTPNoMrMHWwQznUB6IZAzt+EjcFLQ2YRC4WxUYZ3xgr9xSHLetTXT+774ReCC/cYKhnm1317ze7/Hjuunea4OM0VIVqnb1yufhwa+j/2P0vkQLZpVEuA4a3dVxFm8bdc/6JEgGYJxswzBYR8X0a2b1+IvVDjFy9cv9zEvprhjFmhX3TsSMTyzkfy3Z690o6QloedhkDGjSIUHmBvcZsS2dIMBj7xtplMTxt68tCLFrj6VkwdKx8gk4kTCrYhnECxJ97E9t3xWFhZZkgx9HvMt7ysuiclr4xSykxBC+EiZwsP0ghtAAVzCJ+4yQn/YjGFJ+2wPO0qnrNprxixx39MGuDqT9H3a89hPLocJSy2oVnK39VsfeSyzXAX1o17+sd2nfcanszN6i9npfrSJs1TQCC4Knq4t21maEDwQgra9KcO1woV2tYwTHncc77Ib2WVAXz/434H/kpe+JBrP2bFaTOGRGxvYss974Hnd3RfOc0LsuXSSQ+zZ27y3m91GCj3w/TTfo2u00llX0ZwXymesAx+w7LaHb/H27vVugmN8gdBlpcpaoHteXnK7Fp0qrQFARrBiGPDkHXGMSmWnk81Wm95fm3D5XL30VJrlEULJljJ9OXZwyzpjTydUVOJ64JRaVra8p0wJxknZhqh5BNqe+6cesEkVc5KnYCS2ryuI0pVyWBKwom3MEMQKduo3P7EzhpkJw61hyiQDFmC4Y+MgEBFQmDSAIRhUaL1xJgz3Y989wozQNdsMwwxFzly3MPC1Kf/kdX9URj5C4RkqEnGMAMs86xxhdKq9nPz4zu8hguaQWBhVM7WZba7HnIAlzD7C3bPBe8yPYw7c1f0T7xsPGGrP0iEuIGh3sWnCjQtveMPfd5fOn+su8Ll0910s1fGOL7uf884xO53VgptnttnXt56OpEsj26JorKbDUNeK9VJueswRapBm4zZDsB0Gbe51iv9wPsdEAfcxfkff2Btgl5ZYSOPMDIBsawl5trMhTGQSfhsRSmkWX5Z8t+H9xzhHo1riEwcmIU3+eEwlqcYyVibXvFl+AB4RrrgiMplaJUQnM8+Zjakl8SGlOF9ehWl2MS+N16dXSXMkRPgo0a5RH9E6AuKT1rayIgpICKobRX/eLXxgE3xr2nnaQG7s1LXg7hdfDtphwf4cjI2TGWY9zotGR3nph50ibH3f2XI3SrlJrevCzgUEZAcbcpuNoQzH4OAbZmpAg0QdIngikZGBMvr1Fqxq+NrlKnXqWHZ2GTOAtrjx6gYuHl1F+hmdvb/0Ze8fDfkGlh/vZzPBJdw/ni7r7LreoOOdD9qWIZYONtJnSKfIkh7afcpKiA5giS0etv+QQ4WQLIbZjrJc+1HETQQzZ0Z0rjkObtuygYYbsWtb94wSIWVDXQQPW4dPiaLkp1TSwiPr849rKu8vplX626e5WssGKgBbKrX41d8HYIESpkCaSs6shzhRiaBZ3v++Mh/znEtV3GAYb31tuE3R+qp4kpcz58rcAwumpzqAFRYsiSJu7gY5pmcewQgzZgKCRlJDmdkXvp+5wjMN9625B7CnctopeTdgsG+MObx6uv8OM2VPLt3ELhRXX046gxtjHUFa4dm3u3S0CzdveoGDs02dzOmj5BmAj7RyvdZlLydVw6Evjq9nP+DFtUvQ0DfT1vLuxm2G/9diA7qxYBMcHrjvge4cWtF7NZND7OUrV7N9yw0PZ0hrO67d8Swua7xwlG1aIDHD/ssrFKop1jRXWYa5vT9nc+wxQs1EjF1M0Y6spEQAVufQ4Fa3zR7E8QbuHZuXoPDJs35uoCAqkLS/sngtWqgoInCJIS68bXFITMsWUdMNkxhqEWBf6ASo5QtICUUvHFYGwwPLxiVUPmG0T1L6x+Ru932dTWDFoaAJiEwwLLq9PRrFBx6TWniaLXd+8aDzlXdMuz0Yrf9KA9sMajt9XZ7krgPZScRNTghQi53DprrAcHcOAdVGu3XjJtqAncgInvmdibq7RFw89V8aaOyvswLiqoa2nsOhYaEtSVDjiOeQda4Fvj01k8KzymzXw4Rk+IULFxEqNhuYxizafYAUiNPZFRoF39co1Ux2GjvQ7mCve/yxx3h5COc6mlbbVdPCLV6jVScxdkKbXExW49spncG3dVln1e6cmx9jP3LvG3JFURBWe9N5XVnRBt26AE2ZpBlKoIiPEBYHrKnxLOz0q/7ryn2YFgjcyqfITINDBGU0Gwj5SkGJZwJt8ab+FYhUQOVcHbuTUDCEizJuQQKc5E85kxJluQq5y1ebVAhRjWrNzKTMRnqqTREIzLPN7h+TXg/mU0M71HEawfH17JOTCU4sFCJdJq5m3GLVQjsk7xkjLArTXQjE1l3YPc4wAejWI+vVhtJJm313zhoZyh2WZaqO7EwCEKhR1r/VuM6K0YjYji5f2bL5sUzVLaLvFCpR94XzFxg8qQO8PJvFdov/WRzED97/QCYjM3B/6kleMMJevMFJpPozPWnWg4zsUHZSd0UrdXENAX3khmBrAddxXnSCigo9dRov747pYINjBB5bdI69LLl14OMJ5FnhYnfO5BqyP+92Lj1Ix4EuwY8i3MWGExhx3ieE38KvOiKwErASTy5mb0JoXu7xUwI0WahGCW/zYoEms3Hk7gGmiRSoSkqaq4bKYrx/1eQeiVz8Eg4XMa2nXOueUiEE1wY/iLUy1bgCYA1VqgGw506YhLhL5Bjb75AhySPNnHEeMaw6HKvFLiCEeRcC2E401E6BBN4Ojbo86tBwVknQMAqVGmiIJlW4FHJtO32ZzlhHTIEdRn2RSPxjFSkcOofj+XPOM2URzkMgmSRwwoGCsKLfksmMtqFC5ZA6xyWifeAs3qH2gKuTHjnksCx+Puswdx1a/BRoz/XzZSXPIEy62lo7kIlN3t2mvuzL5KrQuAXrGHiZUAFPW9Q6LLNAQD3NazY/AOYaGvqB2IONRgC1Si+UKt6oMhrfjUoI70ww7dQ1iX0kl+UkpAQqqfmKpAskpQMnlficygTaI2CWVklu8myGljfYgjPPgWlZg+l1V98nidXT0rRqsPXyZ8MNynCpde6Jm8hcBECNoI/L1w/VWM5uzeAGAWeu+vri6gDGGCHRPnOO7C5hGZzZLVpJl46ay2HbYdygPae7wxANiGD5bsUYm0pBTtng6eyTfDBZxnpkhp1jFePeXi+js3UtbQB50rNuTPwems9NEi4l3r15V3ZOryFwt4hzJ8862k9hdQasgphyqsIau59XnDCh7drGXZcCXQFKX+dLrS2t2ycTCDstn6gLEtxtDbLQjU2uuG7ObDHjPsTu3TpHi0tIvZKz2CA8iZE2e9c+dXsilMXnyFgoUlDUa2UDQkT5ahXFWR4MPbZhfGqqgj47zIa45iFY/tmhTyK6IdauVVvLn3qTB2LoVEsJB7Aeqto41fT4Bc+GajUuZRAQncGBLlFsIQUVnJJiid1hvJ9N78dlGIH0FUVdLDJPQ1v7SM2X4NIWrps6KR7msNlB4TtiaFQQFPYz2He+yYa+KY0KPbPKglYUF0Qb5uqmQUAQIPFyZ4pw3bShcOhf22ZSMULwfF3yuqdXYQe6vDZB2DQFKMgzR7rRkZwsyYcNNkg4SRnxjucqE5CQJlq7eKp/09WUxnxtUG1D7csiKjQhzxAc3MnuaQ5515j0a9ef6VY2dpgkbcVhLj3kqVSMEDZ28ERv4FuFQfDRYBUE2VdffRI0XjD7lr9YDS0ImQQuiZOBJvmVG6/ERRYqos+Reipviz9VhtsCIDY9RgAsLWp+44TU0ip3nkkuuAqDd3kKEVr2aEFSTFIY9jlZSoM8hKI9OpORBrRHGeyLBQLE0GX9OwzBajROwEjZYMIwJn808EsIWcrDf1GaD8FCIGdMdA6Z5Hh6qN1w4ls6aEuH9rznO5ygXV1VqfVfYTk8jpllkjFr/APsRIdAtaFbqXiTnKG0BJdxGmE8i8tnJ5ORKaesXmN7fyYdDrvgvo5rRl6sbyKQzfYTB9IiX9p0CFGc8+CY9XvQFF/38cVpns4OpcWTjyZYTaLAhc6xy2RtY/OZbo0Z88bOyS9VhVuRKrVq8TIEP2ER7bQDFB9kTv5Mpx5RMHhpBlAill9mTLLFKrSKClDFWoH/polAD5cCptfHpAqnYPWpLeXkGmDAFF4f20tYwalI2+D4myfyJo24OVrE4VXD2zymZ5aJxvCdC4VIu8pJheuoB04A1Hqulsg8Z5QIhLtdAhvA/kVIHdIQZHiH5qr3PSbYbOtonUPinXhobzkn9o0zt8irNWcKGr5AtY4zVwZ1EAOq6hfYswWzUXBR80zBQePf9WNnt1OGbbXkPu4df6/EpUUPOdeMUItu7GCz4lrJq5zAnIcmCnkv3Gq+KCXrQtuAl3WmG0Af6zBkhAgRyQUOEk+eOoxfufI0s+zN7gKA1hHERuzKDtzcFJ1kVbVKqKZ5rRCWmtcbcMk3XyWALVeuQCET3wEe0BQUoVKyxhRs0Q9g854KJTMtl1fzt2cfCn6liE41OI2xYhHtQwTJx8QXcav2ikpZkHDoTC3ktfdq8LvspaD5Xm1OAuXe447s8eZ2cuErkQ6lmhTm8eCe8TEaAmHKTmGETS0i+grDHjAPXEPVJtvj7D3SGMEBitDiDpnIQMJA+wvNlvdvyeB6rzuX1TDC29jClYMscgYCQzdaUOGTLrRjqu1KeZfjZtkwOsoJ+3NXYrAHFRi1pzavM/GsaiC4avuB8GlXVmNoZFaKaG86Fc8KqaNv6AoVHKKdwGkCEBst64tm2sR2EuE/+cQjmB373T33v3e3dZadNNR9TH0Bkta2L/ggYQVOOOFi3SsDllX7Zo8hnoK8F7zMCAGizSxMD0s8X8qDM8AGVEHMf9UTZsrUtCy56uukhE3r4RXUZOiLJ8byyV+gSa/SDVzSLVAtLKRSs7AJfKkJ9hmqciYzDN/gXQjfzRU1F+kz04T5mdWiDdwY6o7p9pK3xB5NXDZDW5E+hVDmpWFhoEa9TgL3/Xni6KGvOJK6wmy2DqFkQwMrDm5aEP/9XbUtwzf7BRUaX71EDcJY3wVmJkoPdgt+fhQG4UeCeMbVE1uUrHQcnd61Q9od0MyrEcCBdai9oYUrGXO0KODDJ7/ilpEoNFyhFkdpIOkq2m+f6+q9XRKRJp8y4DIbcD2/kBUSiNhdvTLptrAH9SL4otMCn+Fldge5k1xWRRE9B+/kYljmlTp8lhaaNz6fsgFJMRmEZcDykyIWM7W/2kiebVgTWNMNLedJ0yrPSdnK176FYZ359JGWDXHEw7jTwHymRcnjfXL4XDD86QFXQm5cPcyCve9POMFQSLTRPCvPzqSGcJaqveRM1+AkBN0DJJbzYI6vN7qpYHUVzYk/rFwyvueLUFOHhz5OBpSY4mJBMNZ4hbJ2PteMU0f1VL8bVbl5YIPZ6toKZ7E4tB7aERBS8HErllpsbcPTq8hMcJITO5TlQRnmS0PiP0MgPLY4ZoEZIUQYqwRyb7vsrCqJUKWnnZpOQRC692SMk8hh1iwraG9TZcUqbRH+MXUNe40+5Li4XY733b90d7e7ze+LsLP63rsvdY/hq7wzyDH4JlCr8cmoFk7fQ3yG4GSp5DCcwqdKeNvKRCiXT5akrC0SRA/Gi2oi6+6W7QsrIHUrIciVupbFgnCbtdJvAWL+VkKghpO4lExlBauS6cNohkNWIHQii9MBi/ZH7B6J81ZGUq/H404Yet3+5HMW8Lk6ux3KCCYaanMZ6UqHguJEQZDNv7a2gdCQdco46rEamGmBNWXItB0Uj/Yz/cwZfueDJvmbGzqW3ZA6Y6Kkg9wVmAhYCIZGA+mB2kHntkLTj0RqRVRjDrYcMenxfeNMJJA7UE/nmDBktwMga0Qhgf+MWD2D1ODq9HgxRJI65I2dq/Cw+xGNBGkCqMF1L81YY/bXMA9YrlxQ996euLG/ks59ZOPQmlGDgS2ditZLDnITLUmVLZhWXLIFYW5LCt4gSTyfUq9NHABEtvqIfDEqJY0UVOwDhYhPizODaYSsptTt8ls4/gcVM9qFekGtq2Tpe7V3d+j8AjxCk2ik64D1hZ04lCFEZoOMd7ZHgRrMWBFAs6n5fNHH0+EdXvM7HewYdslMY1xjf2vLYUmNQ3nqVUj1HTrJcOheH21k29d8BVuOGXi2xTu8w1Btsh0ENW/iIUDCcbKTiQbC7xBqvmgbdwoQjil7DGzfD9HB7AihberKxpzJ08AjtVCp0kmlV23Tlitaa2PVJla0GnVqc2ZnNeSMvFHnIgJTQuKGBIVW+tshHb7Vwq5d++zKie8kHyNss/3bvPX3VLfDeym+4ik9PNp3U9uTP/o9cjjs7jq3xVImrhvun7pxm9dOqYs6Ygz0fJUXdhIEsJhn40WiPdlDDGmohfPxueVIgf6LGlpQaAjKB+D8B6Zw/ZwqayZDD8+006ArjfIFAIFTK5wuf6qCJug02JnnmbMXUGJopThnFTYpgw8O20sBcleJwuFvbhywFT69lwod8oI95lhb61VAVjFU3CcoI+1canAFXOavIhDHCPzkAL2ygrYQcXBwRn7h0hkYCFMBChg2hO7G5huyGqIm1WZ1xHVSIjO88gpIOgBSEA3IfAjK2Al8VdNywA+SdhI2nwLfHNYh/aLJpHN/D4PZkIp2yyoJkQoSGkww0bBEJbMXAZM3BykhgNqDurSQpBJShOc679M8zc6hB2i/biWsUcinALLVC7qtrUvnel0UgiU+VURhKGGFqHJo/Im/ggcj6sN3/xBB8pHWtf14iSPvicQoXgWY77o/gWTOxAnSkGt7qKhENiIWhckgMC4ta2Z2CqG7MRL6PN5LfQCI4waO2cnhNj5BzpXmx81qdUBBtNcj6DBhjrHvTNdZsBMNjfpNbDRhqJGE55KbP+KCNEHLco9YvflW7rmIXcdrnRmaFWY0GMKAxwWbkS80lu8hT4XF5GHNWS+wnWSM8Pk5frstyxeS7Oxj3DW2XzeQkyG1lDNjV0SM4z/tsH5Nhgl4zdVOdi4o5F5GSWBHljrxCiDcISI2nbapzmyFnGz1SX2Ws+7SojkdlXJgHPijMZ0IwGo2tYpbyq5cfjLHiZxlDd0d3b5gTOl0+smUd67Z/LrFW3jbbLjguGvwsTx2bfCxdirmwnevAb0L8lxbqDwUTnGTKWCkd6eCZQmlGXnoyyVvexCBytZ/W0ih5VuqA7PuKU7XKBK2ApW3PZnRninAE5jmIQArS05yCZi6TTK8MeS6U1rIDgsiKb6BDGW0t9SKBwf+oiUOZHx1Hlmm4LoVfzRmOOa3cR1K/WUh13a1i9ZxZN84vMlKB0zAma12FSfdGuuUO0SAxghQ5pcIpEtqOsR1edgJXC8+4lgOTYZj3q5bZeZeP0xYWtYmCU/v4oKNr+IeYaV9W+Dpeu4aQugmBbWxdFEQlj5GzQbyqm1y8oEtRgBrl4z3lMH29LCjZIp2x2QxP/X63oj3JZzEMfTriN/bu84+xsvp6NLjGNtWenvSv8t5Y80R6pmR13XudeA4eOBnF4P+C7woo4ZehhPNJjy7gX5zJFtmcpddIoKQeV4smS8h80nPUfQS2X8vwVvyJOXkoTJEeIpYwdA6CgzpZn77YE2GEm/uyW+MNp0HnLvdaIpKQpcFvXb82Qawj/hYQC2o/e9uZQntiVnZHgWk2HEw/fiQoW6dYUWDHGM868tozkOEJ34+Kl3HGB9R5xHLZ+u4f6SV73OMOIvDLWCLfXfWOBEp22+MVvTnGVy9cR3Zd5rpJ9FUtkdNvs6mgqIBTEXg864He/xu72lCMOSxRObsfIWzALXV8rMPwLRp0eoIh0t9RqywDq0t50Hmwret1SkVFGhERSHJiA6iJkex2n6Jk1O3SNellbMMSbzJ+yWbm5zWAFx33yB71KWPEkFF4BzGfSVC2zqnREA3zndNWg4sQNjVxf0khFKpXZ4UO0uj1TP5YAd/Ii3fILiMTs+gi9j7eMgnkwMbmE/lKdAWJLR6vLUMz8Jp9XJjSuBXiSZmKQxAUs2ffD4YZW2VW2NdTeFMWA2TaHGkhAI0hmDukBnxEwir4sK/mxbm/F6vW7eE7XDjXkC1nIzUDJrgE3MbukOyv//h65dq22oPBjyTGg1tnRpT4lFq0TCHvIcS57FMgqHBFHKrKWbAMagp4hBje7xNc4i1Da4DKyQKgrYYJUBXLaMNx8YFXgPd5f2OdYZWN1K4qXaNdqkRsxvbyYoNpP3Omm2LR7QJT/56JHCjmzxwgqbAZHXIlqg6EbyRTnaEEt0JtkUfV5R8uX+LJTpPk8gOagSvXvoyHx022t6d1jr5GVkYOcZsSNQpH7qBWmlA6hFPg5cSvl4QE3vnV0RC3Pq/pArDj3EgLaH99BBz31dhpj7cGaPdUjH1LfwTUezzpl6hprLAUY5aWIUJ9UMrrDas3RuH75XLl3mX4lYYq3ZzdltMQLCw+v3JKx3CtlhjXVvTBXkZ5kxSgXDWbD0ThvURPR2dEjeMmkevvq90qrXcYbPHSklm0sJC8NZHm2H8WH+kth7McdaaDg3sTEiIzTYvhR97dITG9XgPUIFJOs11qDvUctIBeTw51bXiMVreF46yxEhdIumvcI45XUsfn6ZF6kKAtf+c6du2TOggoQIjLSKwCF/WhBHYeCqoJ7u5GcrBMu13+M5KE0uAegoykaKTaIPWljF/4svj5Er4XVWxPmmj+WDn0I9q/toP2JgnP733Yzf0wz2yhFZw/PfRCK400r7MbbJzCTF9TqRfFkxqCaJPPcgqZ8SzA3ALpuVNLEJ4n+zLdJlXBBETe1vyUqcM81iyPd4L8Uf6PDFef90q73kcMxzrZvC85srvrM2zVjgyF3tuAuP9ZUjf23VNeYudJk4c8qqlQwbA7RIeGad9pIB6QNAKeDFuMYyLJzNk7T99cvR8X14/YAgfs+Y0cyMEAqf9Fy2HgKrJEmijM2/PdpF5DGbgje2pFkfI3dywt+ds1tmvGnFGp+JnYYe3cCWd6c6fv0Q7eBMQLb6HVvTkfe1X33OuVzYRToQQAyICLz+1C7NUxwPzrAifuJRrx3x2RolfOMa3R5yt1GMQHym0XKBJpcWMV2K9jukcQzopjYTMdCZK+HMR6/pOnUASry2snVgakMoTZDqfICXLJayBS9NNZlGSMvwoUSnjcxL6vIm0WD6VCYKaJQVMsCF9aPXwGDAtHqAnejhIJKXy8J2bght5J7daxbNgHE4dkvxlyBnaLVvqKWBPl3h+akbsxARNM661XzXDPnncnrSHPejGTzc01MRHjcbwjQC5vd0e75DrK45qJTV4BIiyK3OGeocchMAlvcwiKSdFqgNzB7OcLUvLmsViE1GXw6+M12QQT33jc5i6jm9t4c5q8aesOKqZ9tm/d4wW3Mb2vHiGlRY0U34RiY6ivPiDAk2VagAAN3lJREFUNbqdxMMh1t0zajZDto0hCDqcS+ujHUnLSBD+gq8y4xflpK/RK8B0lu9ObWkk3Yz3CJQpR4hojvjq64h3YBYDzq1BMfimoqOP9MbagDcIoIUiGHYJeQwn/VNlRov5XNwNvyMrFgCgvd0PaqCuaRLP/C8DFZjdSY1wnx1quD+JbTnUumqKhL7+ZS6RAK6QzScmgV0VxbnsIT63eONM28QhbmfnDATQeGYo5nmMv0qii+w6Diy3S+mYVrtIpLhXSFUI7NVW6dUBNKcdwACFRBwdWrUd1xle+ekpcpSmXJkqoAzx0pKrdXn+ijB1klecsU4yGHrRxitoJRnkKgSywgyT5UDcHCOEbgu3xpAJxwClyIEewbf5Ae1MefuPodoX7s8iiHZCHcpH2ozgMES4VyCYWr1mwsgU9PMMRl/59FeV5mgumpX2oDCDopchmzSykcKlSfcdAs8VIusIH2ieI4QdU3Nmk7cO1dIzZlY1QxffavEKw3fcN4w4GjOnAmzsn63U4KK0Atg82RGnPjHqmcYYcuHWqx9ZYEoELDALcAmK96cqyiNfVN7H5t4OEFkLJEtE3FOBvdRgHX6nk6QwWgS7aItjL3QeDxYeaTbO6VgeSauQOP9ys6dM8A2y8nGpLRhOGeok9DrlAxmiakP5+7pqhSOGjpzpjANaDUgkQyeajGEyfRiBX1mrjjNECzpEW4fDvPsQfQl8lHYhmAiE27m0w4bUq5Z2aA7N4hpyOKNR4DOlXlntWre2oYRZ54dusArZEFBuEGfKDqX+DrB+v006xhT3jevKDuvSKdqcbpROJd2IXzCbd5VFCoNaaK5m9VeV1PBOovQ3ukNmjL3nUcFO5uz8znSvcfzd9pkLdBo2U2C6+J7ytptk+7a4fU2BlWd1CpioUC/l/WkxEv2KaKXxsjlbxokOy7lWDrOWYLXv2EikCqykT3gBx1cfTDPOYAPrrj0mMnE9bBlwx3PLb9nAMvVOoLUXrsr5Oxhnz5yLHXeZ3TFHDBP69ezhvMwLy2bd9jokVjAg/BRCZznKZODGKU2aWjA7iMFHpjvh0DUiEySgAoMEoh3Qskw0coqUWpJZodv4V2jPAWvDrmAYnFW743mhFiHOExrUvAq07+K4ojJwIkFwWHOoPOT9Fm2wbDqlWg8l11Zc0cayEyL1OfVLtUXdoQqzamHprnFCso4dqfArdLqdnIUuFNb+WbPEIA8zxCKUCmwmapoDAUo7JbudlN+2G7HxwmBnVei2d+bpHNu8zupWs3XMH9s7Zf3Y+bOdI6YO9S9YdvQnxvIKQekUISsYJ0IIXSMEqVt6h/P2ospLTFS17RZpn02yBy0LcmtQi6VUBKtl6OMqS4qbqfpCwVpGJqGeCi/rC8S6BqSFeYRK2rAyN0tX9NoR9hOSlrwrI3o7RHT25tCgvaV/LDPMcMA2YvMQL1scciW8G04xb9CuLDWR5rPtjshbdfIwM4bZMk7NaNpgKBTeMMN+O2BnSzBneWAdAcwxIjBEPMiO5uB9DxdUgbvL0LmCJrnIj0fLZM910bB3ZjsivzucD6a4YBiWBWqdnnEzR0Db7meR2t2/hQA6+8YJrhYDT32PseFpnWZIHNcocTuV9G+miQRVcBSgVGIbabuCr5IIuUjLC/O9EK/TwWLnQR8PWx+xKqTgaypYZ23u8MokDZxoEbAlINeofh4NRjcnZk7FNBOVQapUbIYIXmFRgsd9ygkgQaD9rdfcV1xuEweTLGRo13pafvdspjgZzCO3+7AUeJ/VCOYCjyMS/EFDh9qnfLdibQvlx+/ksv9eDUIfDz4D/FJjLOJ1NKIvF0kodynL9DFxx/3GBY3+DWYDuilEotEqNFCAGKZMEjUFWjhEI7A4g2G8Q2KGP3ipDWrlM1w6tim+N+Lt5L7fcQC+ruJ4pJrb/9Vwly4iiODtZtVMThgGre+AiYBDm+8yW6HY6QQWvrNxtU5+xpXM68yw3Y0jzrZPX6aLIEcYgVMmBK4tRwjRuJodaSMN0h+ZPZPci7EjgOaLgqV/MmfdcFrDgAmHAq6Mrq+f49mOykgiLch3m87gUqSdJT+YjZbEBnUWWQwNAfunYmXPaHscmNrQEJw8dQV7C9lcLopn7rlWD/NZ8SGIWK7WRrycyr/3ZqvnHoQ5CcQJQiolkxczt8+p6GXeKrKHzeSL6mfPaYyzpZ0zVRYr2GBqCsFpW4Gx9onn5I1p4xS5EDf3xuWUDvKNHRoZCse836vAeCRH81c6c9XQ1naMTcV1rtOWctGCCoT08ZlIdYnLdIhG8mdzA2jYpAxR4Huwx9IeWnQGJ6N93ZaFxtrHnaRNtcaQuoZWuX2b8wXlNLA9McFVCu1WhSX7BWmnOKi7kICQzM0XG8y63SlOz0LV4ZhGAx+7WoIpMCRt5rvCCMsgwyzRxGcih8aWYv5smAjP8Efa9gF2nxNXfZFuefNovKNDaDZhwsRO8XaS/wHCesjkxDf+DhHEGS6j8+N7ezcMgGkHFVjFqQBgiang+DFPWpJ7iZsIErg5eaAMDaAHVQnygXAJX5/fak5V5a3ydzoIuuLFAbHgofA7lVHOJfTX9tjHOQMdsSh+9twZGo6rgh46WLFns4oBa3SoiqO92aBrwUpdllt3yEKI59z7+ye+ROSyVNN84pJhT7uSoBCaJkQF00mbP0+m7agQOqPUD6mGcQOqdUdbKJiUJQdiSborLnjrNphsuOaM8gBvhi9X8hGCY5a09Pdtb58lN4LIRtf456hPQVQAHQIF5XAnjuYLT4B1xOuWCrIzfutxJLDTOQzH2c5TVjWAl6ZxVYvL37arSDwbHbhJZ3I2PB7jYYBue7todTrNuXP3gJvuGo5ApgO7GmLdtrd8pvoBIYACwj9gCXJaZ+GS6UbySKJ5+j5VEUQan4JeoVEmKapv8/MBVRL89OHUrTEWS/BmmbVumj+ykpoQ8iQiPczUw2M2MSS+wLVv7aZN3mN4gGJPccqpP4kwZD2UFStWK2Aow4/C4s7lnBMYLe+EQ347eWAIUQDUkhA3hrxajDL1sSbcL6Q5N/HwIeMVOtsu7NZKZCF2n8LruTFq3tqYUGOHPzzohtocIInkuc6rfVUCzMwdJitQnj+jEe+weI4dKb4ioD/OIVf8HObcBS6zfa7RCDRARY0UlHJPByM98cAF88x042vkXkcx2JRgoiXTydS6pJXdagn/amT091DMYwfY3/OKtgYP32l2g7CmxzZHHrt0NzlizyCuohgu0VYQ3o2OsaMgRHqF4oEgQu9C2keqp0V25EZXY5Lu0JQhx6t0F7lcK0O7TYqwKlOf19gWKidgBFF1Jqmwai6Xgm1eiXBnqBiFlh68zruz50fdGWyra2iewfEBDcffRe8vAXCxnl5LTQ4x0Vp2NRhge6xH+M4M3f3h1iltKBPszbpnpIkCqFdAhiu8ZI8AWLg0BhG0SfsqO23oHM6sJbD2Un7SguHePDnOA03ncOykoGlUnez+tq9r1R4seXhzn9dLz6Hl13OwkEJn+fgxYbjCoBtGO1R7UgHUx6igADRKQ9yJBAfKYnLY2exUipdtUD7chKCW9EUo6ZHyjgzKDcGlwPEYZzaw4yoCb+08X4/wvOsMz2h+/Z/i7jnVKwhn/IDAoyoJXQJjBUU0K6I9RChv5tH3V3+l2oM8aZFI2hENWHQuGEu4AE26mYVUIVcJYJ0RyFPCFG1EPIQyXwke9+QVR+NkTNK4CqKCcXYiAokK+hif2YW77ok/jTNBmZAgTBB9GIOQYQSi841AWUBHL8MEN4yIDMPC01VSAidkVwZ0M2hcxx9KDv1kOo7rPEB9XoWFmA3dVQIch7kFAqudZrOVAV/1VABX+MxQAjNcKPoKFQRfhM8baCoFZ964bPLyvasICIzujj0mV65P72yfw/VyO/jUZAntCczSwgzJCIfHuvljQvoOh24KsNUIp7xXWzppGWMDOzhqchCBVtat5KwdgQPpY3+OjRzxo9IAtajnV0/ZC6jwuUtHd88eboONTV1UDPm4u+LSAh+FkG6OwPpztBCBpwpSxGcDCJkgsa0091z9UzPYazPM5FpDyElhsgcW+SRwu4epiUhcX6lpPielj2tJ1i4eJJquZWBSRM1iwdFrgc1NX7ZPIqGFQX7LYwMb6Y1v8gdh0Dxj7CHE7Bhm2vtllIa1fjlfEh/qbMZYWbASYZsxa8CBoRNs5mjKDNni6B+EVfu5AydtAZYCpIZMugKEUA1kKmm6RYzP7+qBQ36nA6Y6Saqg9oHJ/YzUOE/cMigk4urskrGMZyc+C4a6a/g/L0bL7THsqbEHbhpgIhM8wGU6Y9Ys+xAah2o1rDyVnyAR+MEXXnnoksIn/OzsJtXJUm2osH0Io0M4IevsjCGaAtq4OsnVnM7oAYyw0VnQePW7eGpveYvnQdaGYJKDRhnCz/5exFhTJ5LGcDGvN16VnSrtTX0ilJXLnMkoqGgvn3kwa8LyRpBCJwR2MbVtB0p5kgLbbJQX14ABRpW1kj4xWNke4ZlugAgI30MPPRgf1JvehHbArzd1MjCsIU5bRs0hL1BfCAM2EoQbIYRhMgAzi2Uo4odAgY+QAlymZGYMg61UwXPzpnWrrhHjlFN8cjRHP5PM2dYUcVcJtZI9DUu78raa9QEnQ6FtSmcXuVqV4IZWYTpgJ67BcCdL/v7IOi4n31rbY2bqxgttSjWS9NNO9M3A/DA2eEaAAOmGi0xEgOWhojrTkXiriIYcM5RLc2npRKOEDzz4y7q0MoIq1+3ljpsVfiJsnQb7u4Hnzp9BE3IcMjat9usxBviQjRZ2CpcC00C/7QHZpkMcNRQxvZeQxUXi81/P5iF4ORG8iqvIvmyi+KIBSwDe8qkm9dFhWMXzTbV9/r7y6iDG9UG4PObCFx2uqjDZbBKFYCdRQAz+/NZ9993bXb58hd7JcDPBbYBLwyHYAxudtaWNwmO7vJtGE2Cius8ViQzXMFItpj3XtEdsQSuOEJbjWya6KybKhfhoNaWWUCMJPjJw83RVHb7+ia/DfuCQJo3com+8tpcdU9vRLV/CUHtrJ/puMmNatoP5Mv4O27UWTFZue3glguXGhrAs+NFWJzyUV2vP0+GkE+2njmBYJAuu5nPIdgXH+nlMp9LeTZsULO1ryrjzpZtf7S5e4q25M540y8yclR3pJbm0RSNe8IdxwKpSHVdr5F4EW2ySIEGPTOjCfbSEJYBkzw2TvQrZzzIkJTUEKkkhqNdWbfL2hOb+JBpsM+AJz1InKSlyxxd56j8Agq/F+iBK2iDZXYJWu+uuS+S7yMvjV7sn38aaJ24JocvMbL7spRk9EILH/4VE89vPUBANwfCsbzQLHbaeCtQyagScinw7TKJFsef8DY7YSzTYOBHUJxf1yTBn2SOEg2UOx9fkDcNVCJBA+rqhIf0xMGoSJP3GCKHN9P0RNwes4vbZYH1Z2/H6Nc6uccJCxj0mA4a2ESGz7dCHDkWaM2o30jq85xcRSHM5Nu1GsFd4JUGbc6b2li1pKR2U9in37gAHgwz/FGMAQeAR+rxTI54u/1HWLf36NX0tVX+r5EwDyHPCQCDk2ThCS8uNiLWhQCZZW8/53Jk5HwWv0jNcmhekJZoZCibfyZsn4ksIzRGYSezLGUW9gdWyB/NTWb0FCQc9i9bkgMhUCj6UVwDVWp4NKC0961FCP02efU6R1zbKyg8ErZ6NoJDPHwDUpnLIWHVGqEqj3IyxWAxrBllY84AQ6bjVLiwbKbtRKKuWEw+3R6nTmsazc2ayhxYZsbZsE4SmQKtlUkaNCw5WrUmQeIbdEibwo22+U6LAKhCeKTOZ1a+ybzM58CfHMnyKHx81r5MmIgNXU6J4VJ3dmX72BBBr5/Ig8zrMUszscAzb0C2/GU1r3eGSjkj9Hl/ijm0PBNjnnEZP/NIUcZbupGSoeQPMdB8bvhQ5CtezdJcAIGOc9OC+SGxuY+paaeQhH1/EnvwlW1gkJAhJI6ossATXh4J8KiLxBbm6nBzpn62GpwzJuUm1lZ62nOSzjgZVwVMLOivWWbxGr5yggTYYlrfZu5YfloFptqPaosbSVcrQ5cgEbLo8afZ1h2x6MBrt2FUV1IAC51DvTNZdRNasAImtExvL2ol8m034zm4HzpS5j+lDssesAYQ6LU9aBE6aUYXa2Tsf6gtYYHKEkKPpMivPbJNny6FNp/ykq5sFHLr9EWtPvHLCpDvJOqSDddS6OAiocg3g5ASES/LYkuTB/qU4HdnuQzbLqtVam3iOCwghu8WGYDttwPF11nNlmCG7fKe54hJkNGDfllSWtqVI/0UtVtQa7INI5YubYlSL7PMan78UrEgYE78fDLCRzX90Ul9IW3WZJVVa0alApHDNaUoYp8AFIco0YMHLZwuYlzLUfxO/1C67My5sMf1HiykAoqMGcRnL43pdZZDQ/ilUsIE/AnFTtJ09WC0EFUs4HDJlDn+xMyM4FmCIIa8rAEklf1w24BbtA9PEL1oGGGoDGpI4FQD9NLiryYQQ5zT4KmTV3qINyXbraD9dQ6YpcJkBI5zOROt8HPfq8bIWmxfUXHG9UIWa2JUPJyPyJBsaaKuWghs2VjYQEWDaZjW/PrzqBGhOyDvNkXIKlILscCw/pA30gpZHxN/m53JlhbbgSn4Couhu3gigZA7xbLi0M1CppWzmcgZbbU6SCIUQ5DMrBeqTZ+799x5pl9D2GgmrSk9uhRDCphUVldtl/UmBoIGbEiFmMvmYeHVqH1KQrx5+Hr23DcLnOrd3Q2RnbTMYo7crx5EBSxw1kjNEYSQzH1F2SVH1wWCIK3EUBJkmPCcjc20gNRMcK8YIC41FnHnyp/+IoGA7miisDvPVegRcARQW+S1jm9R5auzQDqHzappBmii4ah8H+NJg2FXEiZsujxk+uD1O71LzRpMxPKtlj1hN2WI1ws0Rc9aCFTw3O1iXH18NXeiC6ttkpxm5gdT1cNKomCU/Xfagw58baBd0zJg3rpdnXyGpthP31gRbUNeMrbbzjrElVznuLb8zglCcCCBZTjeyNdbmUg+X1njuU72XqshrBIUG3BEH8q23aieE9FBdwbPnasNYT9OGVVFBlzmtbDKnBghgSH0yhH+ZalzPIMD26BbTzWuExrftUwiPILxDkgSXedWRzCNsocl88ephCcOhJxsN7JQwCGagL8iH4OjQth3CVCiEC8ER0eSNsOjKAX34rnQBmPy2oydZhneEOLApmYMmoxlLU4q7dDI9LxBRj5QK4zX27VTYf8gOxr2zd+pnePcgTTeIIhvVVnDWVeIS2ZBDlxRA2+/ZMzZd/LVfpao0ameG20530syd/ePnE1/p5+zbt+ZctxY/65ocoB2lJfx3584U2GOc1L5LvLZxvjtzzgka/keElVrTDinCp0Ia2x68mqcF7lsR+SJBIkgSk096t3lN8xkk05slGA0q20gIfbAcxEmdvaYwRW1ZQapwxyXbw5JH4EakYOrhIf8yVtb7bfAutZms1rGcRCefNpzDofhLeMvqC5u7FYY4Faaazxe3hRMc1WzkTbsBpc9MreOzTuww1IpxGh9RDyIXQXOwEY96F1cJrEZ57IfrpMds0vQdj/z2CHjYMQxUkXYpxK5MQK5saC3tB97UkVcJgJd9flwPeCdjE5/bBKEZY1O688T3Y/wBR1/GEFftXV1SngxhKCUAcHqhwqa2dNZaHcPW10yW6Nw7UoxAxva6/GZ5h9hDXsAKLUF/pn/VsxaB6ZYtC2qDuutmewtZwL7WHW/t4pCg0KSRfElw0yRcvmWewTyqCzNKJ67RJj6YJkPbpzG2ryMTAHsWUANfBITjR7VovggXcFMdX32WihC+AmGQwXUX+9Io4RhnGZ+5UdgSK67eg5v5nBG7nqr9FYbSWxfsBcxEonfguobq8hfUAoY4A0n5CY4IKW0peNZFOs8jDHQJEy0EjrovLGaAtxFy5j4pJ3nSae0U0gxhd3YufYOzZSxInFqccZaj4XTZYH+ljlquc5dxGG8CuB1xhIbvCqsBLadQuR/wgAlLhA06uE0tO2eoy40HvoHnLFqXkR1YS0N62cEyYmhOQQoxEz/rE5YvXsWZThzZcTjjWvCeNjnhcILiESTakBPeWcmvCzAceH4jVaR5NjFBACFyqvFBYso0NQC3ti9MBokU9cs8PJMe5EgoQeYKIrVTpYZghS4QuVZdQlej0Nuqpv6bdAAGHjHmknsKU4ZvUgz13d8IsIU+QbhIRfIFU7UwBPaEAn+eSpslLgaIZYggg792mb1bjZVWVWOjccAgDLWNLlEJPKcbwJ3oNuETr0ZzWPScPVcGqtuRHZr4GkAmF4C3VIZpAAUc7bBDaDPBv75+ultwVaMi3ODvzh4wAGfWtklzZpl3dinh88ZW2bRqYemn3ecLRS6bVeeHc9SjcLnLO/fUmdmxth2wXa0oXkobhVfXcZkvjg41mSne6mEQf10GUk26DtZKdlxBsiMcsmNmkzXr1l4GAAvQED5W7J/IKkwRld6LLyNtLpl7hHxq98YKJtRKHr5CRGqKwMmZMADkJWA0CvfGGwp6IVtyJPQkADfIALDSjTe/4Y4qTwtg8vRfDNXmThuiguihPGV4ATuJIRNkuKjZm6MlYEA6C7kdqkMbUGkMIVMP03pIsNf7x9XhKc8IikOUkqSmcIi3zTqnXRGQFogOfQvB4s9iukjUGugdY9BmcFUGqqnRe+61U/DFyWE/vANRYeeXztXA4OPOmXVsMoBQBqFAe/kSUs3C7WT6/5xwhBrAMc0JFs/sO8x5MjERKEueNYZzlUko3xPeThphcYOCCoLCc+uSkGmBQ7AdAuEDn61N9kIeccA7ncVlQQwCagv9uKZiyZBbrpWWGtGE2jtKcRhgITAJHmJEQ3wovCxX+UpNh/4wFnLSkPamnY2i+dQC2hBMHoL5Sb15JLVUHk+EHl+blzpy7b9CmVMRwjQuhDFeWLQBojkp8pVFiS7OaRNpziCPOS0hvRfO6AZpIbZRIQ2uCg1YUFg6pRpg2V53ujj8ZuhDhKf6ET34RfjYe+JB09mdguhFAIKAFEtVE9718L4YCmnJLT4VTmwutRPzn4QM38h5AFuVsVQiDg69+4cKsRpZre5PdFWbHe18wch48RODsIH2tV095pU/ngqxis8TBU9+zBdXV7i346pk3Wjh7JkU6ijbL8Boo53QUyg2WSCWdmpL7cJxhkdzVa0hqIj4GM5Yuff5LoKHTJE0iRJSVXo0lAyVeKVyncbLM2eEetLtww49OcmTPLplFArrbNcyAazTaNKqwnYxNrWaLgaFn09vH9pQY6bK52/jsjcOovh2mi/H5N1bmFM4QyAnGvZg6s1koHEF8CXQ1W20b+x4DtNu/1er0eq0036iQ3pO2lD3hELJsKuNp2dRrcv+4GhesZ4wjE5jf2Lb8eaeNtkqmjBIc3IWIgzNgBN7qvhjntCaqzb36ilNfxw7Ts2HMEBDVzmcpIS2jgKkO6mTfm0Ga74sxzFD9RczaRqBuqiTKijC5lxt0MVBBMhXRa1fYdNkafTKDmoK+LO2bgDR7nPXW+1HxDEOzT3E3R9WXGrAKp36rLUPwQC4PYsjJKLsh0ZQeT48iUhgiAX5Y/tRSbSGsyk4Ej+cQgo4hc0GpwH0ZOOiVSxtF0ug8ac0kFGpx2qF4bVhB6xWqnDpIRCf0F/tDM4a64hcWiYOEMvSukU8GNx1Wlc4ZB6Sk+IO0TZt4VqcIGlbTTK4JyraTo4Bzw0Mts8dMy5d+RaeQ7C9fszsIydqQcPCXzh0TgSoJlK0iMat0Ak8UDOTAhjsCQJNq1owfwoeZaW1SGkw5PUB8OubSzr12Q4nQvxJWumbNWk0lhZBJhCgqMosXhMJriMERPr4C5/NXInNKyTi/albj6wTF21p6e4kTHtSfISrnzT4QXid/+5HPOSkVXntz+KWDUhmp16D7DejIMVFpDVC1IwJIDWD9xIh9xLOOGNboDQPMlbC2vDSGcTBiNgRIkkFbkmSiOZR2CIQMACMbEMY2aB6XQogEKuHCpkgLK8EhcHCwvCjsOaOq2yovOBMgjj6frDDnUg3oZJ46EFYyhBKvISaoaVG7kbgnlbAGG9kJhigGdzR0up2ET8n1GcvG9qHl3jECnHDQ0MZDXXgTmMeQENSspIhqtpOTkGBmzKOIuS1wcMpM062Ms2x0aS79JIOGjJ2EgVfaAbTwJA2eWoDsaZrcdIzaHJoKakWdJjQkC/PlHFod4OrL9WvKrgIqh3WtV4VnQSgttqB4yZZYVCRwueaeXUK6Av+0oiFJq50aBzTjD+UL3tYU8iFTjHJpUCLvM9NCLg3QX6lJpOrjETzY+HcQxDvIpx1BzISTwR6snDvcV3RkLRGrZNeKbFshEhzk1rNS3VcTCi4Vp1Y0TD1JI/5wKbihUeycRnauQrjCGKvc7RsfviPoQ6Sl9BAIAkmo2WkR+xajxtFMRYzJDoDzDqmQMkbV5Ossz2pWRgIBWolmEGP+RSBgAYOUfZ+hy1f4QyeCGxhL40KhlSvja7UqeBluCYfeXUbRci0YRnTQltyZGJjS6U1FdtxIAJKVwIQD4F9QWnEm25pE1F2tAoOz5GQwI4bSY3LBAHUqaNWS/xlz6rPlqlUoBNtIjltU9jd7S3v8LnbIyCRwslPV+jeUUNCR9tZkx/qhz5QlxsLiKgzBD5NjReCtsVK+XCNtvO5xdkkAJ2k20T6GZip/isNdNUES4kwP4hSl8OBzZFI+ZOB4mKcF4PlRIH4wqUSjBIPn9QAXo1T1OspdEiciQHBjb4/2eQ5e2oHCWOHiPsBg3zIIY2eHBr45oSQPjSB157LCgwwMxMVPzCQJPZxDmsjc5VRILO+ioCH6eTxnECwID+aX/KTNUN8ylb7lw5tmFqzXzW0OKhDZaZ0r86yQLNkF7f2IZg4wsBF7oOgheg4aDLWF+PaiSDYLrUn1MJHJ/BoMfCznPXYHmrl5XK1onmIUF78RoPb9pz1x7Oa1SU5RwwFU81nXXYaG2lJhdp4NV/OkNHUsSKqI5Ooe1fC4X1VyFUqkUXB8r8e+nuxNI5rS9fWacTO8JQS5ith6SHwDFy6i8W1kU4Hc0pgU4Na7qjBBymVeK+iXuJW14JXzelhC9o8yd6uxuk64BwVhA+UU98Id8GRQokWcwiaYy+aKFXsCP4JNbN77oYwVW9+9tCRxXbH7gF3/W5AEDBlFTKFEJbyrHYKLIRwNQLAE3HW4zLgghWL2H8IC5XxDJ9YOksG043jL3SIxuUJxluV0Yzy6bc8JcKJwpqbSYHjPrzgD0HCHzuYxEl58AcJ31lWkLyaV2+AoHkCvoQEV2A5LHtWTFZDgKPrSDPEtuS9YctR0DXjqtOZe3VuNarvyYSBhab9F2SsyjqKY3k0vYLE4dMevbFCmdZ/LGqP9owVW1N5SSfetHwvASQiCFdF5kNIhJnMVaJK2asJomgeLz5ISGOIMNZyldYLm1mM4V9ttsZRFdAgmkeCxnFgfcDIBxpnMyn9P22NfUhTyCPR5Fdy8+ywowDnBR8KZ5iinhzj6yhAngN6+hoCNcBOdC9J7cKpGbjntqgC1HLRRuCgAFjO/AxHUaahI/XwD53BywaAiEy1IWFuj398gd7bZBuE1omGDUHF3y4jxYrGajnhSt1sl6NOXxayqO2PU14+2gmkIcIsSXjk5XNKeVyXZSlQeBSdPDM6SoEy2pzlmvEFJmfVXtnFTUnxSCh5S7XEhaXCFXTLIkaVn6tSnp4oEQg2MsewYSs51gden1ZQ+CYSkHxKOBQ2QyYg3vfg64YHgRjdE894Uagy+a6HxFV+bwtqu6k6kxt4cZsw2/UMZ19T9Ce74mezLpkFgYdoZLWITuEJdqPDhiGdDOgZSigvU9T45CaWAlaMZvVeIdbFof21qv1IXQ6PeWUzXMcRDc0KpnUxGYJeatBinMCkPS1CQnKCAaSW7tIl741o8SUbcYn2gRA8iidqXgdlkC4ho47s/CabmJtV/6edJ/sRLQ69nc06PQyfzUlbi/a2DXgUdIZtXOOJMtA6g7uLtHvtMBPMg9h+MR2qs0VJUVdQAEYQ8WpMGp04xa+CiNgzVa1Wkl5IUvWulguCup5pz/E0gT665AiMbS3Bi0wyvkXaAw2RNWNTtjDxNnfcNNzMa+irWN41YvRVnUpP9mIyBHUCMvKAb4bKMScmHHOUmW+92Z7s8s3sWKLLZGqFmAqG2iKwEVaNpMQ5rMhYGOMEwWUq/Xi2UW2hTazmc/gJUyjqu8F1aDnlEHqISrrDNmXIL1zb5pkwGvfSXE6nbhvpv8+mAVdBM9F04/y0UE5r2hmWII7gkgkBxMZ6S33aaG4ycA7gXkYP6uQm/BZOfLfiKX52EugESShrTAmkaFmtcmIICtBE/KM5ozrLD2x7ogFL+6Q9PdIN8QJiD82wgU8sLhOS01gIrU1mz2jCY6XpMQCPyl5iIZI93OXlTgE0awvWnGG4b4jxQAySwq+g3hFueyzRTKP7+JazWkckETLZYzj0XdkO3TAz3xOmoJrNl3X0WS4mCJNthYD+UlBt1qTziQa8CfOpPS4cKwotsP3cHsWf4qPgaXtNcEJ7KLnD/z5HVezzSuQWu4PLWNdyEjfyo42dUBRs5VvuggeaRp+qIYIpDfhP26U/wpAQ2hDrP23xr95Ec+hVEIQnzvKuigjI59h01KHmzotXgIzNSn4dydJHHNXiVhCTAXCOIo6YTRGZWsEKTnjsiOMSox3K4XmH0YGxkuyW4BN0wSoArChJ1KCIk+rQpep2OLQzaqSmIPmUePOTQnYhVKO4OQk04KTN9FyzJbTYgtHKmrzsxQCXCCdEM1c1TuIVmIKzBGt5ExJxZx7XSaFH4Qq+btq0Af6em366GPE9AxthlRLol5dqHMz6BocxMqzMhGCCM5uMMFsmpQ1cDzjrzx8k3PBc6vgFFSj37nlwt+fVsJME06A6PIIg6iEqQq0G5WOLFFpD4Eprn0MDKUIpCOvVjlOCJWR7TD2bWvkZdklxtEpeYPmONOdqspVKLV78sOP5kfZRRBYiKKj+xor0sW8oH8JRs8amFTfKmK7syj8ne4igS3BpRzSg6JkRrErNy1o4UNNpCmcoMd0cfdY82Y4TQcu9OczU4r0W8BOBsy4JljwFyFx5juZsaSewzRVmKPm2hhAwyxsrreBdsrSoyl6J3LssJXtv3LqaYZBpAcMLzMARr0bE9SwEYEB0CW+V5M+wQ4pEdsjLRCEVOetnSHIiAbEdViM8S1pQHnr6Mry/YbLCOYAex6sWlaFuT9I15BnPGWrhpp0zO64jdGpdkEjDQia+6OjWTUUu7UljR4yWSVrFL4eSiKaC4Y4XiBITDNtoh7ENqgy7EymMBC4p6kDPey3QYqD7DE2l9LlXMb8pQi3ac6keFLRQynGu2QBtdcpDh3VPigWlMtu0t4FDw1ySJJa8THa4I4AaBCWOSKfefBgGNCLT+8kR9QszJKw1l/zYYEr3Dffaxv7E2wOIMzky0K4infgSMIUvz/Y46g88CKxRHMO3Kkm9TSMmD/GB2+OQe6mSCluKhe8M8UextLEJw/dYFlrl3Uo7mz9iWBMEhgZens6pq+BjnZ6S5bzMfGk1dTic0GBwgJgy2NEhggkhCWoyWevvgPj7bJ4vqGaYHTD5gPKefK+mdNhV84lXbGvKRriBbFOUMgUnAamtVyFrNLE/KsnFJ+l1QpNoX8tKU3A0LasU4GkjskyKf2/saae0MeYIeYu/jAoyG02ogCMA5NM+tN0IGkk5Z5FyOuh5ihAiObSLOsmfcw/Jry/QZqgh3Z4v5m5PyzEg2c9l5WiFRCh0CJ9aIvaQaSAlLulxds36p+JidjQF6QYN1QTz2BYyF1Gqhy6TifQvrLI3R+AoA9MUPI++KFbTI62QYP4E0hMETMh3f5+I9kVlYmN6sOLLtvhwxLZxz9rz/JZb159OW0CBNIjnMpgGOELlMOMmCtvomX3iLwi/2jAtrqEN5XXJNKzsJAyc9HhdNdQN0e1g/tCh7S3hLcbKXJWAZYMvFeUZ2NEqwqVI7cdTewBPgaeOpomRFTOQj4zeIkHCoCVpf+UHPmWi6ZMfPlO33cjNBspmjgq23QoaeVM+zKTSQBIXdCgdRxDu1M4EBmFWMyaOb+su9xLKjUg3Q3hqvnsSbUfOWxRgtlcjeKVWbTAfVGi0gnUWRDEvATGi/nOtLC2TEInh0XgJIsNgYYQ4CUkpQVPIYjtlKCCOQjkMU6bGvaEWCSRzCjGzTFDhhq9EtRTKVpZlXuuP9k5J7hGibOyEof5U64IfhJnyMwd7nB8og13zTYf7f9s7m96+jioOXzuO4zZtlKJEiQCBkFkgNUrKBikLxCYSUXZZsWskKvEhIoUNaxZIfADEJsqiyoYtGwQCgYiAqjGSWxcRhEMFVZuQNH5LeJ7fmbn+2zguVZfcse//3jtzZubMOWfOvJ2Zy1zZwlEFAmF0OY4K+czBhVov5kbipQDY/FamNmvSDpai9YDjWXgtWKxp7rVw/8iWy5KE2QRahGgvHkwH35QJcjSM6TNFMKGCPIHZREhY1qtluNoXgZDCartYzHQY0m1JJczExTYtXRiDxKnVeZbfEkFv49g9cELJEbQinUrDe+Y6RTy0lblQAvp4apgje3FxEt5j2FxO9JRZSbQUXFU28t4TxKBxNJ2Zk4iXCUlEmSaiOlFWC2VwYcZxoJhn7sBG6PA37hiONGRttYWPQS2+BTUJl+nUIjlpAMR0Eju7xHgWpmOjgIqBgmbtDGHwyeDOiDjDiZCfdhvfbe4ePGQwwFkq6Yeh6Tw61/4JFBCZ3D0l6ynaUSuUOQwsn2IFc8T9DexzACTnC2rLh6Qlv3yeS0Rt3azwQSJyR96UTSYT0SmqnI8MM0ZaQQjFhNyDvMIng8TdlRX5EtMvVZw0BVIYGd1377mQFL9g06ilQFPhzD9CQ8xj8NeWTvoqCGUJDbynOSjcjUkpFeFiURrW6iZe0AHtqClXmdThRx5uOzhqCxEN6shf7OWOcuVEtYLoKNgsgONyjZiVkNKAqmGR0km7aucB5M9/PUXYNVCdglUB5V9+ApKlhUhSJci+tpQS3n8iYHJKcJngM/GcBOYl2fojMbjh1DoGBStfIQqhBvKci1scmVYc3gqBvG95PC3upRN85ora6h4JmZypE6dlbB4lHE3EnFbBqbX42IHG5UQCNFgsnsMIaIUQS0fxiP2jtAF/iZ1KS9mcoE8pAIpMmAsa3tbHY9kKfcqHoHa8NXVSgEIWGIwopCi+h7fcnBJxdJx5RCMqBMJy78oE3/A200WkIq5qdXN1VcQuhs2oFdCkTWbsNwrfM7QZlgMAGR7oxK04mdTn7MV0c4C0/UhloQUwT+Ur2zhJT167IoLgKtfSC08oRh1IjVPTSNHinUQQtYZcOJ7XhBum0AEluvHjJqohduKZnp4mqDMOt2i0Str+Lt7gI7NSUwBo4MITWrfmWUElgAanTiTMF/+FyEPuZr2IifoSLWLOuyM9pxf454lDdZgK2d58xOiNLYsyEIJRt80VtL1q8tWvQhY24Km/mNFM9mkS6Wi4qSoILuPbN0w7BKJqFC+dG3d8ilBwTzmkJZ5hGn6OsDWPCsFguHtZwA7NzICEpTArslxMP5QEunaz7+lgMpo9eZAGMTUCUZw93KgYpPYzzPzNWCGTp3JIpwaFaJ03gKiVqwx2I1zlwbDXZkh54l8dYpfOdNwfLB0U0MiZeeDEj4ZFphLRfwpiwkYaHY+Rt/hJ6nK+1puMaZ4SLs2E5VL2C9EWWvD4z6ReQlfUToJhJgRSle9x4tEjtvwC24EM80paBVgYFHDH0eMpQn7KWYdRFqHVFjJrk5OkPGxxyeNlEUQ/S2QlSQVjmsYWwIPLN/F0Id7JVbWBn0E1DXFwGkZn5Y4ZEiUXd5svmcs4OPQWJ5fxvMuHKIPAySi0o32yAMFImYvLyJO8ZVPZMTblQF4KvkLblYXwVsIMOCi1Gr9ariqPAuISWdIBB0frwkdIzA9cehrpM5pHS1N80zfEIza7jHCzsR/z/xy+Dg8ddFhmy2WaPotjWtcm3HRxTEpE/TH75kbP7lH3DqFw6Tq8dMqFzx7h62l67xLEc0+++7lx2qmMSrSnOtIgD8bR7YbWu79jKZIwPz2pMc2Cta45/ZF5KwYKHtDoVda9mL7z0WoPVdxkD8XSi3Skl162RGnxMvGKRkTvpN+TA8zBe9O+DQTVWDqWMECLT9ZqwcMyShMtbMzfpS7p7rLYU4xcSQxPLnICjMLY7zKMNIigAOldgxGFW43leX0KPk2ntA2GRCJuqCuDiWQXwH7nUfK2TtvfdvKYhFMOurWkX30/vBIn2tjuhU17EMI7edkClPaPdiYsvCZP24FtLJs8Yb/PPyrgHmZp/9VN7SZlmfr+aXJz3hEFTeJ1SQALYIb+ik/e9ryrZCiBP8k4kMbrF/678QOWVCRyFzjDIQPEIbZEs/Qk3GhAiLCVC8FCBpdCq+D07UI7+gRdfwo/SzA+E9km01qod/Lk0ebYPasymmrtWBZicojjY0QN4rl3gXobTeieDnG2abbT3kePHp+WCV8LZY4w3mPenP3fsj0Kd+2vVec9LQ0wR9jvobiiExFYpymaliE98UunCFydspBmlkpNsk3eC+afzIAjgWoWFU74icCFB5aTK90J/KWF7w5yQCbNpnBpcQygZFYOBStEklDtqedtBZACTrrbVVE4/TNcje6nGqy0HhFnfrbJti7Hnh0bHvCFefHPmYTQB63M9IuFVTjMSGT6xbsuBeEeGWnv6W+05xGeBGzriUBIAtut0ux+hlrIQJGvzGqkSdT4p1YphsAqieJkjIpchNen5ZWpCGDN3kJbbF3LJfF8lliG5TBH8tCg0q+rn+TjhuKxw4ZuP+q89ZiNQXSSP6LmHt95gdGj57i5GoDASCuMWRU+N7ttsyXRLYZzzPArdCQURoytGDCm7SqCIoXCTHOtXqvKpSw4WYuWQhJSxECq/SotBbeUBUVJIXdLKJUMG/uV0CT9N2kGjp7pnJnv0KZpIaqZ51DbPKaZDN8AA0caaoCqv4ZuDybmUWvRVM903MELnLSm3kGGmNwsnlJBLV9aGoROvrgyolbUCNVKku/xOXDjj4801oSzLykgzHmHAzV/84Gd1YZxUUR+ilq5xvj+nr5FCgwZ4xl2t2fjNUhuCjK//JXr7+2Vm7CEdgAFMK75t7ddADzEdYQbAfDfzUf4rDRoM850SkavDjKevoSwcY7d1vHh8ZGTw6NFvlA0UHvpJCs0i0wjMGOF0GBepAaFn7GiZgVlRyuaF+hHUegMQuhH2bmOhiE/K5rO0bHNpdhICxlh5VKtpllSIBwwqAFhbMUPxpWGwkIcpDzvWutkqoj0rYSGJS+LFp4KW0pF4XGiWKkQG/ljf19BzkiZe9A0HQAaZoCDLR4KmhrVd52w2ftMnupCux91cio4IdDR4qj+jPKZ+9yZ2xiWd9aHzy8+zAlkls/uhC0PE/BEkCRihfvB3bnhtx8eGV7/2glGSfGafiYKfCYKuAr00z8/GL7477XhO8/+QFrIGi2LNWHBxWdrgtrvl+8/G+6hCd55/QsIXwnkZ8p5ijxRoFHg+994ZfjmmwvD3ft/H5Y3/qpqRwPSsmTqQAFE3n6OAF75MieZ8257vb6+Hs3Y+3gTNScK7KeA8nPq1Kk0p3fu3OEbdnUkcIdbXV0drl27FplStn527/Twpa132yAkE9HVzipkH7dN2EZeWVkZHnicK/796olmAIF/v+s/+9zhnnc/CLb79fvz4urfYfp91u+weD1sNt5+v4PCOky/d5h+13/2ucM9734QbPfr9+fF1b/D9Pus32HxethsvP1+B4V1mNm7MqHw+V3js2fPJuj+/fXh1VfPBb8Oe+bMmeH27dvD1atX47VJn1Dt9wSzNL+WxFLgTEdvptXVhMaPinh8V1YNZuF66tP9/5oCCmBNbpfgvPba13Pk2yxRtHV0yqU7BVcjhHk+penAiLXgNlIiDXRdh4vWU/Be5OxkhTBN9Rg6PUwUcAxRreNBtLh169Zw7ty5YXl5eU+wa92LrDApaxFA9CUAu4LXoVXFascu5ZMAdspM90+iwI0bN4bLly8P58+f55zqR3vAM0mOXDnG0ACkVqBtlJXDfU6hUwgPk/R9UabXiQLDlStXhkuXLv2X8Eka5zefsDdGBRdjBJVfJhYPIJxNsEKoAE5uosAnUSDnQAN08eLFUfj6eTY9rnaXfkbCrp9hrp/j+LU971DcL1y4kAMEuwBOQjhDnOnxQArcvHkzmq0PbNVya++tDW98940RXiv3rQ02JdGyurKykIV5ghXEs1gf9akYRzdek5so8L9S4Pr164eCKlvHNz/KWrsa0D4gm5zaeiXS+L2vzg8//tOHw09WHh6a0BQ4UeDTUkCZ+tGdfw3f2ngra8W14Yp17Lff+0sbfnibG1aRvR/e3Rl+/c/m/WlzmuAnChxAga9s/G349pPfD6e3P0hza//v5Of4dtwf313TnML/MiZB7vLse3qFefClXLeIaK96e3Vx1dqjmcQ1iN2ou73Mgva3kmVVxb+eiDF7fs3P8Fk3m6f+CfWHAMP291lbEIC76fSnpDXGZQM5s/T31laH3/3qF8PK228N99//R8zJnVA9+fIJrFdYS+eYDY8l26A/s4HZ1sd8GmsjZyZre+f+ml4ESo1FidYwemJ+BK51UI8WRNrp2WfSmmaRXWSiUbZ4psOkLfCmpOkXtiqsHGBDBzyL+PiXS3weR4Mg0prHENT9Htk4ZBKUe579vxqe+FEczVOlUQ6PZGBwjG971FbcWpgQBz+uPY/5mSSr8lAWrVyCpSthWOZoesWmLYUGm5mYcy2y8Z7ZZuKah1Y7mmUxAiaeWHeLn1dOnR7+Azp9Gj9oY8CPAAAAAElFTkSuQmCC
all were covered previously
covered previously, and it's obvious
covered earlier
covered earlier
literally just here to make the code look nicer, plus it can be reused.
helps with reusing
revisiting mechanics
go off screen, ghost, what more do you want
go to spot, fade in
revisiting help
do I really have to say it again
more reusingtakes the minutes you were on, divides by 24 then 60 to get the decimal, aka the percent of the minute that you are on social media.
makes a new list that takes a text and splits it by the words in the list
takes the list of text and splits the text in inside the list, and adds all the splited words into a new list. however, it doesn't add the difference number of texts into the final list
take a list and a difference of what you want to get rid of. it makes it so a key doesn't have multiple answers, so it can be properly called. just appends every single item form every single key in the list.
takes a list, and starts adding items to a output list. if another item ever is also inside the output, then it doesn't get added
takes the list, and if a item in one is equal to any item in the other, then the item is added to the output
checks if for items in the list, if they exactly match the text that is given if one does, say true
gets a new list, without deleting the old list, then deletes the last one of the new list, and reports the list.
just a block that += 1, because there is no proper block that does that, because they are all reporters
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times is blank or not a number, null. gets rid of the bad answerif rule change is blank, or not text, null also gets rid off the offenderif living is blank, or not text, null gets rid of bad answer5just so they know they can editfinishedif living is blank, or not text, null gets rid of bad answerif you made zero changes, then there is one answer, if not, then an other, which displays your changes too0said how many minutes you were on, and does different messages depending on the minutes{Null}depending on if you entered nothing or not, then either one message, but if not, then it takes the time, does it per minute, then rounds it, and gives a message{Null}{Null}Apparently, you wanted to "" In Brimmer and may. 4say the rule change{Null}checks if anyone else had the idea for your rule change and gives you a answer depending on thatLastly...2It seems that is your dream residence, if there are no worries.just more messages on your answers4{Null}checks if nullThanks for taking this questionaire and wasting your time! If this was a great use of your time, then good for you!2closing messageremoves duplicatescompares if the things in list one has any words in common with the words in list two, then sticks the words in common in a listforg18030{Null}idk,I would add more food,I would make Brimmer great again,I would change jack shit,make the school day start later{Null}idk,inda