<snapdata remixID="9036175"><project name="U2 OP - Mastermind" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage 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JwAmCyyrqdSLtFKNxnHE5QYokYXZsodmq4+zZZaytV6GpHjrHR9jf66LbmYtH4vXL5TJKlYYYcJryAAVwnBhzZv8JcRkzr0A8aD5vZCl93hTPdvtOD5Hn4czpAnTSCL6KKFahqAxDmoRP8nlR6AtdwaSEcKGxUMTqagkKVOzeGePOnZ54KR4+hkIJYxqflWumCwVCz6EoOgI/xmzG9XBkjTZOLaNYrKDTGaLfO0aaeAjjJIMabgyebh5KZqy0NRowcVi+kCM6FYMlDRXHEdKEa6pgbdUQLHnci9DpMpJYKFfKyOVM8X7z+ezk8ETiuXnYPddHr+cIJCqXbZRKdhoESTgcOHvzqbcTJbiseN73DO3aL8q1UnnTNqztKFG2BgOnPRjMDdf1FdcLMJ97giMqJQutVhmFgg3LjLC0GKBaIT4Lcf07F3v7gYRIejxmcYuLPMll6IYFzw8xm83FaF0nRpxqUJWMgyOoJIFs5wzZLNeLsuwtJrbKoVAqSobFZKFWjXBqw0apmMdorJ9gwwC+R+O2JASsrjWw0MpDwRzO7Bjj4VCyrck4gZWjoRah6UXBNePRFIHvCW3D003PSC5LaBqNtI6JRoPcng0/jCV7JlWytFzIWDJFl5DG99GLEyqQ1FaVVDARM3Fix1rdxlo7e467d6e4uzuA6/K5+T56fWaXBP0mKhU+sy3gPoo0+mrJGCfjoRyeeiMHVTPR7zkIAgelYiohX3ixeSr3zUcgjiUrwINKr2rnbOG8uK70bFx7sr71CrC2qglRPpnp6A+B6TSFohqS6QI8hK4Qvg/2tlA0BbIQP9Izkj0olaw0COJwMHD2nJm/E0bxZT2KHhga1GvXLpZzSn6zWLG3Lauw5Qdoj8czo98bK53uSDAHidJms4KlpQXYlo0knqOQn6FUIrMeo9uNcNzxcHREy/dRLOhY36hgcakO3bAzQtebwfc9MUZ6EKbuvhfLn0kAM4vlJjPMzmaBhN18IY9avSpkYRTMUMwHOHe2gtW1RYRREd2ei8GA/By9kQ5V04T/sm0utgtNHQGJg9EwwnQawzDJSxlwPAJjpufk3ui9mOURTGviiYnvaAR87kLBlBOraAru7g5haIY823zuS5pPY+J7ubH0mkKgGiaKPCA6D1MA00pRKjKjjIQOYMJgmyl0Q5dDwmCXK1gS3qrVAvJ5S/grz1Og6TnhvrqdDpzZUK5FCEAcrGkxahVxiBhNUgShKvesKMwKIzFiJgjk2OghJZNOmLnygLuCdRmdmnVduFKouhgrEy3HSU4oKz4bDZOulweCVBejAfFpLFhUlwimp3GShPN5sOd74U4cRX8yNJr4xYunymW1sFlbLG8vLC5s1erFdhJ5xsHBsXLz5iFGw7ngj6WlOkrlGnwfmEzGQDJDoZAiXyAXZQhZSYb88P5MyM21dhWNhSrSVEPgu5JZ2jbEiOYzTx52MiEo5gMZKFd4Ukk0+pjPAgkBXKRqrYRyOSeeJw49LC6WcfrMGsqVqnhKJieuq0rYJklJDMJTqKnMlOdQFVfCK406TiOEEe8hxWQcwpkTIxF7ZKGPp1pOsaIKSKex0cibzTxsW8WdW2OoqolTZ+qYjOfoD6aIudA6qR1F8Ba9iKZbKJRKGV71CfhpzAGCgORvBFNPsdDUYVuq0DQ8jKQv6MEz6gWCceNYQ6FYEu92eNhBv9uVhITej2Fa04h7I+HsklSDYVvy78x657MQYaSIJ+O1yyVbDhI9GrNjEtzu3BOIYNkq6lUD1Rq9aILDQx/9AZkDVZ6N+6IqZBRIpDMpJFVFHHgSopOEcDBN4iQMw3gviaOdMMFl3ba/R29Uq+VGwdqsNarba+3lrVOnG+1iPjIOD4+Vr785FG6p2ShgaakmXoOlln5/Aj/whNNq1G0stkiyptjdHeHwcCZlqKXlsnAuNECC92bDQKNhyU1GITffR6cTCCbgdfNFUzwaKQieFm6comoSqulR6OlIcJJgXV5h1aEqnpOn1A80DIY+jo8GGI8nEhoUFm1iD0lKElZBEvH0RQjoeTyGFf48Bf/j59KT0dB4SOgxGFmI2ZgBLi4WJYze3Z1hMvGwtFLFfOZiNKKhkZ7QhdimsQZhiihS5fDwujRkviaMmCGz+pCiVFCwvKSB0Ww2V6HpmTGomo7ZNBZe0nWZTFhoNGuSjXY7LOP1JfPnelSqdkZ/TB3h7hh2yxWSrymGAw+zWShJDF/LGm+jzvXVMZslcn1SHOQeSVnxmvz5yjK9c4LDI+IvGhpJWxqaiRT8PA2e58uhp6Fp3CNFFUOkrYV+GAZBsBdFyU4MXNYfYDR6NOHRisXNSqWyvdpubZ0502pXK4nR7/eUmze7GI08VKs51GtF1lrR6/nCSLPAS6/Dza438lJLZFjkg0gqXs0JJmGYiCJfSkutVh6mSeBLwBzi6DjE4RHDJ3FGpifhqcnnmNlYMG0TOcE6VElMJWMjiC+Xi2g2i0LuEpyGoYJuzwFDPT1NFMSIEwJeUi6J1FR1lTkEQwDTehpzVvmhMfPes5DA0MCyFU89sZOKQt5AvVlEtVaF71v4/NpXAq6JKxl6eCFycvT6dp54KsMuQZDVV+lFeP/EbdGJxzP0GI16AlNPMJ3zmQ1UKzlouo7RiLiXRXwasIl6g7jYwGzqYNCfivHXG0U0mgWoairQxnUC5PKqrBsxbr8fSOhlFlurGWivGlhYYPKi4P79CP0B2X8mBTGmM08SjmpNx+pyttbDITE1xQmsOTOB0DF3dHgBMSUdBclx1ly5l4YQ34CWOnM3nE+cvTCOd5L4exjtj4Zm25t2uby9tNjYaq+32vWaZnjeWNnfH6DTmcmm5GwWsMk1mXJjk/EEs9lMFpDZCQu7pmnDJgFo6XIyXMfBeDRGmvpoLdAz5AXomuTmohT9YYhul5xUIPXSB2GI16tUSqhUiygU+doAx8dj9PssMymyscRO1aqGYkH744IRtDoOkwPW8ujWs0oAF6vGml+eJ5K10UioFJ5WeiE+H0OSrtA4aEAMw8Q8KXK2hkq1gIXFNuqNNn75i7+T561WbdiSCPC80SMaUpFgYjEeO0L42jZpD3pkS8pGrAsyMZnNPRiqL143I7KzeiizW4b1Xp8eKZAaJo0sn9dE0EABQgpeM4dKNSf3T4Nh2YsGIiF3HsFxiYEZWlUUi8DSIuvLxL8pDu5HGAxJPWVJBHEmPW69rmN5yZRkYj7P6qyMKppKakfFZEoinWUyerEUmkp8StpJg2bkoWlW6sy9cDqZ7Pmut5Ok6T/GaA88mp23txcW6ltra6320mLBMMxQ6XXH2L3bQ787lxsnLqJ2i5im1+mK/otFWIYzO58T3dTyygps25KUuNftyrfvTlEoJHIKmwvEemUxmPHIwWDgSh2UmIEpN0MYCUwmAoVCThaZ3oP0CI2E3ogGqaR8bYR8noQnH5w8WUbKBgEZbR2uRw6PrH6KdtvE2loFUWxJpszFqteyBIThsN+bC74j1UKcNZlmWRvJSoLzUmUF9cYa3nj9TfEepzbqWFjIi/EMBgx13LBYKiX0MPSoDMXMIpeXS1heLmLuRPjuuwGOj+l1H3gVJigKqjVSBJbgqsmEVBHBPg8VExM+fyjPRgzHIrtmaEKh8DPy9P5GRlAzCZAiVgrxPoQqxQJQLNEo+awMnRESFvNJUIchlDRBra5iaZFUkiKlP5a+aERxTNIcwhbQBlgdoQHHMUlfTwxW03IwzFwahlE4nU73PNfdQRRdVh5kneLRqtWypaWbjWpxe2l5cWv91Fp7cbFiGEaojEZD3N3tYH+vLyesWCqhtdiUD+p3B+h1+3KCNZ2psI1avY619qooCLjgpA86xx30OsfwvQkKklQ0hQxkSj8cTESZQfdNI8vTe5QNKbVAYUhkhpWAkhU7X4Cm5yXbcqZThCEZaQ/FQoyFpgrbTmXTWV1RVUtIR3JLR4f0Lh5Wli1ceKQlCc1wSC4jQavFRUtxdDjGrVtDdLsscmcaPIZPgvsMhyhIkYeqlTAej6DAx5kzFVGnkDQ+2J/JgaEciQZGL8qwKRlrxcJCkzXjEmbzADdvdtDpTBCHDOuqcFk0ehoMX89QSyNhNst14HVEljNwxHNVKsJZCYab0jMahtQhGXqZURIuqCoz4FAOD+vTNFh6YBp9FCuivuBrKTdiNuk4HiyD2I8HlIeZ3jkHVeUeUEPIBI2kLcTQmCDEMZkBHljeK/GpnUZREs5dd8/3vJ2EhvaPMJokA9pmo1nd3ji1ttXeWG8XiiUjDF3Fc8egsd0/6IhBMDywik+vS9UGwTkfiPiG7t+y8+KxyGAbZh5JakgpZ29vX4yN7p1cV6lUEuJwPJ7CEVGUikq5gGYjh2aTC86KRIrxJKs3MqXh9agSYG2PRksjI9nKQvvykg5DJ06LMRqTpMzJfRJCsYjc606Ryys4+9AClpcbEhroiSmqzOUS9Acz3L49xuHhXHgwehHWTblBZNi5qRJKfQXtjTYG/SNJbBgSGap7PXpkejSSpYpgK4Jw8nm1Wk7WRdUKgnfv3N5Hvz8SSkfXjUywKZgHUl8k5qSHyhdswan0MIOBI/iUROvCQgG1Wl7wcLc3F1KXdcjV1UpWBmNmHXjo9Wc42CPc8ISuoThioVWU69GjaSqxri3wot+fw52zzEXKxYCiMowXRWkThxRNTDAcsiQXCablvVOhQr5UkiBNp4AhddwodFx/LwrDnSgI/rGhsdapFbTNcqW03Vpa2GotLrd13TJcx1EiZm2Jh/lshDB0JcVnGYmMPPESGWtNoVYpA9Oh8DgWiqU8DMZtvSSeodPpipybJ6JYLGTyHp8F6JmcwFKpLJkkk4VSMYCmBpg5CSbTjL+RmmXAUMAQ4gNpAF3jyeV7FSy1MrK304nR68fiYSuVvHxerztHrzeVchITCALpzFvFKJcYFqk4JSPuSwjkZlKYydJUVthOZWM6Pa5DgrPnL2DYPxSpEWkGhl1mccxiWRFhNYT1Rapvqd+qVW0peE+nhpCs9+7tYzgaC840ba5DIFhWSGvbkOSDGSTxmmnq8gxzJ8R0zKQqEq/Hb3rv2ZwyJF0y/PPnecB5PRfHnTH27o1w/2Aq+JexlHKgSjUvRsfkyTKJG+m1mMRxL+dSWqKig9wdS2wKtbmpIwX04+OZCECpx8s4R1XeT+ULBZKum6STSRg6jr/n+0FmaN+nN0QmlKabVj6/XalXt8rVSpu83HQyVXgyVC0W/otgkSeGfBVTXy4u+aGcnaBcgui9yCg7cxIGTOeYHLBQzGzHx2TsyOmrVKsoFAqYz+eiWSdDzX9bWm6hWmatj17FFfWnH+hCVjouN4MF7kA8gIBRjZ9CsM57yzaGGS8zKhokN4mnlx6H0pcHtcdsA8nCa6iWeTAIckkzpBKWJVRbzECZUWXixZkTilyJ2qxGsyVKjqWlvGStzHYZNlmkzknJKjOy5kIZlUpRDJWiz24vPFGmjuAHPnI2EycajC/MO6kWrhUBPrkwXpvUDQ8QDzG/iNMYnhmvGK6oliFXx0RiY6MkydF87uDoaCz1YsqniFEp62Yp0DB1MUxSL6ROWGLjYfGDjONrNm1sbDSQyxWl4M+abxpP5SCQkB9PmK0Tu6mC71h0LxayOm0YIp07cei6wZ7v+ztR8P8SOjUv2jRz1naxXNwqlUvtJEmM8WisUBnAmjKl2WtrlIhoGA4CDIeRuFwqXilY1DVaPj1PgvEok+4wvLIoW64wbFBCQykPwXFDanXTKSUrRwLAi6UyGvWqgOIomgrHFieUzBjiYRyXpKwvLLvUPYW5J/1AwAx52GKRHB3JZFYWMjyRCTEzlW0SR9CF6c9CXrmko0DFC2VNMcFtph4hgFYVEqBU31L9EYvylJksqyCUBS00LaytlQTPUFk7GLLwnAoeW1kuYZGlumJe5DPEVof3B4KVuGZMGLgexFrkvVgzZOim56YKhEVuZnz8Ox+ThXpSPKQqeICoaqVRc20pZedBVLVUsm/LpozPfoUAACAASURBVDIlzmRaIJHLEmKC2QygkJVGzwdmRSIjmbNIxPdwjUhMnz27gEajJM866I8xm4zF2xEaMDmwczmkYN9ABHdOZ0Npv4JUUdM4TsMwjPZ8N9oJg+CfZp3VsmZHm4qlbRcK9lahmG8rgDGbuQrLFLqhiJRmeaUsqUyn40g5hzdKT6eCRueLWoI3zSgwm8WI4qysw1POshBPKDMYIAdFYVZKdeZQFLD0aPV6TYClM5/Ccx1JFh4w7jxxk0km1SZIplKDGxuEgdBvDDnFQsZDCes9dcTQC4W8ZLCuT17LEyae4YUcn5Iyk/KkVseTTg9IVvyB1yQfxvIY94wekBvdH3iS1S0t5bC8VBRSt9t1xIhIetLjU79HFSr5JWa94xEFhSzqkw6g/o6CUhuNBhUShnjb+wdjOYilSl6qIGJo4QOeipCBdAMJbD434UvWN0BMKOpiihWTWCTmzJAZAosF9m9kfNh4rMIPWO2giJHhlh4zw59pwsNNzpGJRh6rawzBpCsUzB1PuDuuJ7m/VpPVgyJcPyvhMXmiUoWx2bK0VDPUMPDiPcf1d0Lnn2adqJa1Yrpp2+p2Lm9s5fJGO01hTKeh4jr+SZ0zj3qjcCJk9BHHLCabQjF4LrXpLooFBcUSs0WyyKz6JxL7ucAsU1VKhmz+7ISPYaGYRkGPQ4xWrdUkg6I3IzXCThvpVyhxcSmgdKS0wrIUM1yGNBHwkbO2yVWV5LQRw42HIzHaxWWeTnrPCQb9PiybYNoSTpCZJ70RVSIMIVRG0OORU+I1aGR0oDQM8n/0QF9/3cPBwUj+zmI76QbKmli14Ebx/cRX/GbixCRGlLcOQ1OWnVerVdRqFRTyKfJ5rp+Lo6OpUB+sgrAALmBb5bMbIs8iHubhtuyieH/LpFcPpIbc7U4xHMxlvekRmQSVyjx4maExdM4d1odIvFLpkimgGamItzLHwA42SsRLooAhrFCUjFQn20CZVqWcYG1FFeXGYKhid89Hr8uGnECUuOWKlZqWEc5nwd5w6O44c++y4p0U1R/QGwVN2zRMZTtf0LZyObUdRbExGgUKU3dyZkXKVvKmhCPGaMp8crkCfM/FsN+H505gWanoqCqVCsrVsrhUhgxmp/SKDFXSsSS9CJT68AHJP9H1koBlMZlCS5KeTBQmQvoWi7ZQDNxM0h2FIut2JQkDxA5RFAqPR27OtguYzxxJPMianzm3gtOnF+A4E+ztHUoSUa2SAAaOjiieZBkmEk/AsMdeB1YSKNqcUiuWaKhV8zhzpox6w8L77+/j1q2BlGsYqul1uEbsjmJxmdZNMpplKxomPS09ICspVKRoBrVfLdQbdSBlZWWKNM4k8jQkqkGInWikxGrscSDdkiVeMQrFipSkbEuBqjJxobfyRLtPQyY1Qm9JY5BkRad8iPg261ZilMgqFgnyeYJ6A7M54RChSYBSqYjGQlOIWs+dCpZkLwMjSKmUolKmUaUYj1McHoWYzkjNJMjnhFhONU0PZ9NgbzTydhzHvxzPTmRCfzK0dNMw6dH0LdtWBaPNZpmhEVdoKvsNT+qBBUpCqrDtktxcr9vDZDREmgRCsLaWGmguVAQnsPY4HEyFU2OFX0JcyZb0nAbMLIyaJoYKkrw0NFYVSLwSH2bhhhqtrHVON1lKaWBhoS6u33XnQo8Qu3DRWDJiCWo8mgjIP3euhQuPLEDTQtw/6MlmEAP5HhMahh1KYHwxLnpdZplxTNCeGRqLymTg19YKUqH44vNjoQKWW5SLZ91aZPaZqAguZbgnDsyzzzIvno0HpNebS0MLqYFarSFKWVUJoSkOdC2A64XSPsiyF19DQyO9wuYnriOpDM9PUCwVBP+xJZHJCl8XhGy0ieHM58IM8AQzKyWuJk1D0QFxa6YuYcteKF4ynyf3SAGnhemUuNaFoZvChZLimM0mImvnvrDkx+hCmZKhUxVC6inr8SWuNgzpsUiTRAs9P96bz/ydmRNe9uPx1dEIf2pO0QrRJlRtWzfULdsy26apGkkSKcxyXJc3SAhJNaqOerOAYrEsBCbdcq87xLA/kJDHFHqtTUKW3o4LNBMd03jsSgmFC7C6WsbKKisDKQ72J2JoxGLEJgydIvM6aS3j+wjQ+ZB2jpQDMQT7RZuCmZgcsKjc680wGlJCzcZWvscXXLWyUsaZs9TQA/OpK8oNLqYf0EPqcFxFlKLEmPS6BMVZWxqvQYVCVtSv1ogrE9HIF/IKnnyMEmgSwpY0hlDtOxm7spkE2MRPNDJmY6RSsnZAarcYLjOdXrlsSkWDjSA0NFYD6CHkGiqbf2iwWTcUwzwzYxbS19vkG7MIY1llQK1h7qgCDUbDjohUuTb1OjVomsCNrCwXCk3CMpaIQA1VDJdGROMcj6lqZnhmEwzxZRYtGIrpRXngSaqTVuK/84ASHxMyMZqx1pnADoMg3ZvN3B13Nr887/tXd//YBXWqWrbSaBOpuq3q6pads9vlkkEopDBG82Qzy2QxmgK+9nrthNlnS1eEw4Mujo+O4fmuPNzGqQZqVQuukz0gb4igkcwyw9PpMzUsLhUl5Ozv8dQw26E6hLIanqRE1A80zG5nhOFoLieQGIoGTI1btVqR1z5I+Vkqo9Z9NJqJdyGbTTUrFSG1GgvvPI0stHOxGL4ZkggFmAB4wtsRYDPMMAyRTiHmInhnqGYG6Qse6mNt1cRrP6Icx8Zhx0anx95P58TQaJyZaFK0+1L/zcSP9Bp+wOewsbpaRbtdFYNg6OOBoscjHuL9q0hQkLJRBtTHo0zy02jmsbHOrjQaOqsxNejmEsYTFXv39nF8dB/TKUlcJkI0RF0oIGbmLILTcbAng9wawyjpl+XlinhPErIMofwcOoEMUyqo10toNmtSaeHBo1Ey2symUwZjVCuKdHfl8qU0VUuh4yZ7w95kZzIYXh7486u7u99rt0utaFNRkm1d17fyRbtdLltGLqcqDGHzaYhen+A4QqVs4/SZFtZPrSJfWMB4HOHWzXu4fWsXs9lUcMkDhpqpL5UEdNWUGjEMUhZ96nRV0nqSf2StWVGgzJl0ATuR+gOm45oseueYGG8sjTE0cmZ0lm2JNop4hpiPmxqdJBDk6gi8iZno3ime1HRmpdmpI5/EzighHVVKjJjix9KKJ4Y2C6UawVDM0EwPmy8UpY47n86l5MYqxAvPsr/BwP0jA/3Bg54IwgzKo7OOcypYqG1jBsjNHo5C6e7iM1y40MT588uiQyOpun9AiDGRQ0kimRwhOTxd5zOw5hpl1ZNKTioN8jNDk0YVO7cgEODmzQMcHR6JIpqJBLNtqlbIbxYKrAKQ1M6K7txPelCKA8j5kRXIogE9J6EAFceRvJ8erVotwbZJwpPaYELHTHSKNKHINRVlSLlSTVOlFM6m8d5wMNqZTiaX57H/TwxNSzcTJd7WdG0rX7Ta+YJlGKzpgGWXBNMxMytP8MfSch1nz61jdXUNSari5o27+Pqr78QgDCsrazDUBQTIbKcnB8WRBCqwtJzHqVM8QRZGxBVO1hxRq5mSLBBP9wdsQ8sUBKyVEtwrata8QkPnaxjOiR3pEYitqF6lwTA8iVRpynAUi6qCpznrkaRXpko0E/NljSrEFpT5EFwncq8PDJSkpOBDm9J1Q5qk+92xbNqpjUwESE9C6Qyl0zQOZnR8P5MdPhe7xGuVzCtl4JkluALOn1/EY4+fRaVSxeHhEDdu7OHosCvlr2KJRXNdVK30QGTnLZN0Epum2d6YFc9ZgVhZqQktxMrFrVvsj2BXVACdTccFNrewh4HMQSJrzMPKg90fMNMlZEjFwwpHF5KmSoUy4TUEOqhUf9iolNmSxxIgowGFCxlZT1zOum8uJ7J7NjwSUu6FUbCDILislvyrn302yppT3vrFL8qTcLgZRdG2qmJLN9S2qlmGougKq/WkESh0oySImIhtYe2NJZw+vSr45WCvg6++3MXR0UAKysQolA4RGGdZKv+cSKbUbhdx7qGqlKimMwWOmykEOBOCxC29EXkfqjRkmIwMleED81RSkUrwS0I4ayWj3o2p/MKCKY0rdPc9KSWFCGN6k7wAc3Jo7IjixlHfXquzuJycZFskIkk80/NlLDw9H0E+wwtlQoU8NzfE4SFLRUCjQXadkiPpxJGaX97OGluY4dEBsVzH0Qurq5lq9eZNX1oSDSuHtXYLjz56DisrixiPx7h58w6ODntCOXBUBCVFbIYh3GCmbJuBVGgo1en0eKCyEHz2HPtjS6KmvXWrJ1JzRgLKtUiDkCZhBxg7u0hZNBdyIuBkmD4+yhp2hPilVIoNMiozUXKJnKeSHUrR/i00kMsXxABlhgfZ0JwhRfXpdCS8J0sFum6Fdt7aq5SsnWLRvGyVjatPPfWzzNDG42vlft/f9Gfz7ShytqIwaLseDNdXFLLhCgk+cjZeRs7xtCyt1LC2toBiMY9+d4br1+9LYyqBq1SfqFpl0Vi0Xtk8B3I3KysFnDtXR61ehOupwu9QTcDMsdcdCU5gDY8PKIoJMdKMvSfeYOsbT5wfZJOLaBT1OsO1jUadhGSIoyMqdynPzkujcrOew3gywd27x0JbsChNfESD3bs3loI1pd/lkobFVlbIpuqj22XKT8MEFpqaSMG/u0UBAF+nC0fmyJCdTG3Cgji9I70m748eknLtjXVbnuHb63Pc2wuEZyTGXFlbwuJiA3HsotvtCSlKXLW0SJon07VxY+mRFLAUSMGmhl6flEYokePMmYZ4KY4zuHdvKM289Oaannk0asnIR/IQ0+NS28aDQwMj9qYHo1SdMzhYispZqlR6SOoyAYwTdlCVsbS8jEKpKhi41x2cCCpJMQXodzuS9KWJmuZyVlhvFvcWF8s7y63K5UJDuwo8lRnaqVPVcq/X35wNj7fH487WcNhtj8eOMR6HCsNQHIWwbeq/KPsl3WCi2arIaCpdswRcHuz1hFAlpqGBUKjIzKtQZDklEwKylLS4WMDGRh3FckG8AZlz/scyTOeYE3lmwoIThJPLYegmd0ZLY5pNjonhiYtHH00MtLJSxMZGAZUSZJzB/SMWlQmU2LjbEEwzHo2wu9uRzJOFdfYzMATc2xtJtkq+aWnRwKkNAn9bVCB7e46Ue9i8kRlahJu3XBTLzPxICbABmN1CNsqlouBOhnBTp7elNImtfOT92DEE3L3L7JhcGnkyAnVLPksUvaxzGjbqdQ5RYcLCNkQH7EIjIRqGnoR3ErLEecxCaRitVlHkRaQwMvEAP5e8ZFaBIFbjgWRSJxVohbIrSs1PphUpWfWFYZj3WS0pkumyRJYR7zZUjV6wjlyugvF0jn5/cCLULAtRG/gz2SPTzKWlUi6s1XN7jWZ+Z7FVumwX7au7u5WJkqap+rd/+3+Wj456m92jo+3joztb/f5BO/DZbhco3Y4j6gSCT2YtxDUcUcQKP9vo6H1ojOMh3Sk5oroYmuNMZShMvZ4x/WzFZ4MIhYenz7ZgWQVRedI4qWtiaOZkncGQMziIvbITloJCvozLk9a7AjMfYj62yHGxVSwvF2S2haFxUIkj6tTJTIoiMuyE18kK+BPxEqUidXMPZm3MpZhM8nJl2UR7NSccUreXoNONJHyywM3xTwzrxDUrqxWcO53H/oGL4YhYqYB6vYpmizVOC/VaAhWU1bB/gmW2FLMpKxts2k2lzMSDxDBPDop4VTcLqFQWwIF9SCMM+vQSvF+OCaO+n5RFKqUz1m+lQz8g92eIephRgyGTxX1yZdIPazDRYThg3ZbRgSO8MtzHQ/ZgICP3i+U3Dq0hJGBixHXNF0swLer/iJcVqT2zksOMk83GtWpJWIB6oyQ6xUKhkJbLZpgvYM/Q0x3bti4rup4ZGj0agHL/+HhzPOpt97r3t8Jw2K5WFcOyVYX6rIN9Ypus64WlGp4iDmdhGkwB3WxG+Qy7lYuoN1tyYkajPgzdlzScC8oGXpK+Fy4s4/wjq6Iru3t3gnv3utJRlc2J8E/qkyZKRUpVTOmWGo2JDUMJneTpiNXoKYgzKP8myUpOiumQMwsQRlwoG1aONUNOwyEvRl19NrzFNinfJr8Vi+u3TD4Xr6GjXOIpZhMz8RY3KpvzwWyUPBlDx/JKBadPVXD//lyIUBp/s1lGQ8SNNmrVFIZGIeQQt29NJVxS1UKvxglF1IQRfLN8RkJWvHSag5VrolSqSR8CVS08TDQOkqaz6Uy6nSqVrGrAZycRLG2KDIeCQ2Ppfuf/M5umBySLL5ONpFlakXJbdnAzSRONUNTKSnYdihNonIxGlFORgOfoBmEdWAGRXlBWAnTpm1hcrGPj9LrQXYahpKYVhJri77metxO5yeVZNL1aqbwyUX4OqG9dvFieJOGm53rbQeBtFYtonz1TMhqNvEL6gZ3VLCazAFsuWSJJpvpBlAhxiMAj0PbgBTnkClXZwMloAEXxJbXnQ3kuObgKHnv8NM6cWRWg+803B5KSj4bsWqK7hxhMu13D0nITYWhKXfH4qC8aK2ayxGOtRTa46Dg6nmFvbwTP4XSdTETI72zjqxyhJBng3n4HneO+eE7eDzkjYk8BzZyAWM36N1m/ZbigvCkL1dmwGJaQiOO4uSy5qbolXVEOB7mECaoVUwyMh5CeiuHE1Nk3yUM6w+FRRrZmvZukEzIVTBxyNBS73NkMQtxJNQaFiPwzRQqZuoIehLo9TuIiT8lQx/vh5J+sHZB8WpYF02PS02VSqqymSQ/ImZ1Za1zW/MOBMoUcKzCezOOYnnRMcV3Zx8CkhIMSSX/4IUuFEZzZgz5W1mBZHWLPbQ2Ly6vi0aLQSwN/FHrefG8+m++4nndZdZSrr3y2mxnaL05Vy9Mw2nT8ZDuO0q1CwWivrVWMxVZJYdZFIyImYNc0VZ/sesr6CTlxhmklG0ccDIZsTrURMcX3yfYzrCiIQ5awDCyvtfDQhQ0pH9G4vvn6Lu7e7ZzU3rK+SE4COn26iqWVprShySTF454sHLkwCiNX18oSnnd3h7hzeyChnWMH2KXEB2cNktiHRXYa2r17R0IoU8q0vEJ1hI5el4rVuTwHNWnZQBiNZ5VNFnJqebJZO+SIrqw+GMPQXXx3i2UZhnAOzYOM52otMORQikOdliWeIYlZtJ+iP8i6uRm+7FxB8C1LakkUSI1Q5pYdu5ixkVrJZNxU2tFrFCXbzeaM8B4ZqujFSBCT8M6K71S80ngKIjolpKCOjHVgmb3GoYRqllxl/bMlLLRqqFWZ0GTgnp/PLJ0z0xgZuN70hJKAGYawBkyk+M2IxapHrV4QwUK+WEaSmgyrqTMbh64z3Yt8dydJw8s5Rb/6MxK2nPh47Vq1PLjvbQ6G2B6P063AV9q5vGVUKzmF4JMZID2mYRRRrtZE7EYpj+NwZkbWGEt225lDRh1IvY8ZDoGxyYySw+kUSR441YakI0/73bs9HB7NpUhPF006gFIUFpJ54qijIrhlPZX0Bj+X0ui11Rqnl+He3ZHwRvMp+0s5d2NB6qAMCfQI3DCCXp5YDl6hp6nVMmkTN2owoJKXf8+GB/okeFNmjhRMnhCitQrqtZp4q4VmiGJhhtffOES/50vlgg0h1YqKhQZDDz2HDdOuo1LlgD52pY9FVm1b5KiYNdLrV0Q/5s7ZXZbxgSS2uYHCP7J2ylKQqciMMoL5wTDrHGfBXpKtOJupQe9NikdRTOhmUaAC6ZJBfyi4lFm4iCSFtsgIaIoPOAyHSYehUcxJJ8GQqEtZiwJM1j0pw+KYCtJDpLiYcLBMxeSEHpnVjfWNJiwrh9EoJjeXzqaTME1me3k73CmXcbncUq4+9dSJod29Wy2Pj9PNTife7nTireEobiexapiWqVAJQFBJoF8qV7DaXkG1WsR0PMbe/gGGgzFCknccKcCRykJJZBwLgSuUGIPeVIyBLl/kK1RIgIoGGijZZ4aeAhYaDH1Mu30hc9lISwKVLW0GPUDMEQkWlpfqomJgEnJwcIwhh0WIVLmMYrEoXBbxT9bTyVIQP5NKV5KpU+GUiFVU1Za5HszMnBmnNbIofaJe1akmLmB9fQ0PnT8j7HmpOIKuHuGDj4f49Op99LozIVHzNmuSVOTqAupzhXrGYQlJHKBR17C8pEBJmRHHMjaLNBGnXNLAucY80DJRlC2KbihThlgRoLERG/Ogy/gBzvVQOUaUDcElwWw50hN6AV5gSdNLp9sRTEcvLMYrYx4yoahMT1XopbK+WdaXWcTnGAsRlbJ1L46F/eeICurSSLmwJDgasJQ4FkPmgVjfqOP8+SV51l4vouNI+71uqCnzvXo92VleUi9blfjqxsYDj/ZWtdyZRJuzKbbnTrLleWmbihNFMRRq+1ni4VexwDmllLiUZArQwUFXGlYIJmWsqEoZCrtwqP6kbIeZHSXQY2H3s7asrEE3K5rztYCVM6XTnTVE2+KAPU4m4unJhjJzUXl6mZCwvNNoNrC4uCQA9/7BoYRF9h9Q9MhvnlwpH5nsFM8APQvZ9AyuQ+kRr0vGPxMHEFOyAceZT+Q12UTIbHbGensFDz9yBsvLZWhKB73BvgyzuXaVoyImEi6zORRZVsaSkpXj+AS2v2U9maRzzp/jJKE5vr3RxzffUFlMvovdSRywx6wtL5vMBICNKgy1fFYeLq4BlSLcXGbhJF45qEamDYHd7hQ75qU98P79LubTPuKEvGd2T1TLkGaih2JBnaUnVlfYDLS43BCVLvdxPBzDcygpj6Sf9tSZpsAU4jbX1dDvxyeyr54wCksrFayuLKBcbmDuaNjdPUrvHxyEUTTZK+axU6njcrleuvrUU7sP1Bsoh5q9CUXd1k1tS1PVdhAkRhQqCrMjzmVg2OIMB86B4CaxB5PcGDeJeIMkIE8PR06Rb3ogdaGIkGSs8DhSJcgk0kpKo8vEk6w0VKsEl4S2ZJrZSU2ykriIw+eoQqC2PishcfwShZJUnNKj8vTys0XefULyEpcwnPKfhEeisjRh08lJ1qcb8DnFh2Qxpzu6lBVl3VxhpMuIBY4BoEBxdaUp2FFJBzjqDtHtKUJSJxHrfMRxLECz4SMzNIYfZsb8JnWx2KoJQRwnPm7e6mP3zgj3748wGkwlg1xoNWVEFA/LZDySCUEkV7nObPZhpCDHValqQh4XiqxE5BEnNoLIgMlESFNExTsc9CTjpTCS6pS5y5lttpQGeX3SSfxmJs1hMguLVc4DF+9KOMP6NNeZDdOnzzTRXCjI/DtKwWcT8ndTuC5nrrB9j3CH9FFJ8F2vO0p7vX4Y+O6epqc7lo7LuVp89WcsQT3oVE85WtTUt3M5fUvXlXYQxEYYxgoNqFrNpmMXSxXBaWSUu92hzJ6gtytXTNSrzGAyb8QTQ89GrMbeRRKrdMWcx0GGX/oOOVGwXEZzoSnTguja6VFGo4H0GIZsDVA1NGoVrLUX5PPJ/zguh5gx9LFrm6GVB6Ao7XuZtiqREDibzyRD5Ewx0gMkhElpnNpYwYVH1mUiUn8wkfoi5TVsNiEX11xgxYA/SzAceX88SCSr42gGK1eDaWZkbxQw1I7g+6wZ0rDLqNRqIuMulVmSYugMM3KzUYaq54TmoFLj7p1D7N87kGzx1JnTnP0q2Ofg4ADHh4fwvIz8tnNs5KGkiGQu5/NyVMJMmkSgUJW8LHiLWfvxcR+9zgE0ZSyNyKpWRxgXRSVMCqnb7QpmZHRh1GHSxEPMPZQwm8TwnGzqOuESa7JWjjQQSVnWQEnREFpkjdGECsTvxNj8Z2fupZ7nh0mS7CnAjqIrl/1Y+SczbIvFTUXTtk1D3UqSuB1GsaGpqZIZEaXJnNlVRT5fE6Da6QwkdBD3MItbXCQoVdDpupJlkcuRpg6P2WpWnKWshR4yIwgtGa77yGOPYmN9XQxw794uvrvxrWiq+MVG3wvnL+CJpx6WktVoNMHx4R4m4/tyAj2f4zyXsLK6gdbiknS2M4wPh5yruof9vV0cHe5hMMgKzRRrXtp8Cj945pLIfvb39/HFtWu4t3sXpaKGxx5r4/yFczCtBg6PXXx3c09e4845Q41eOcbTzzyPpy49I+GNfaq3bl3Hwf49SSDW2hs4c5Z4rg7TZPWCAwAPRKq9tLyElbWzKBYXJDxe/+ZbfPPl56IoefTxx3DqzGMiYbp54w6uffo5Dg7ui4L5zNnzOH32LBaaFeRt4rpdfPXlt/juZg+GVcdjjz+Jxx5/WEaNHuwf48a3X6PfP0C1Wsb6xkOoVJdEr3fj+g188/U3ODo6lEmWLDFJf0OdVFE2zZL8mjun/pAd9NlILapjCCUYLUjSZuKBbPiOzHHOOoUk0rhekMZREiqquqep6o6mKJd95XuGJjNsNW0zUpTtOI23giBoJ0lsFAqGwrogR0kyxLDtvVKpSwo8n83Q642EDCVg5WjKYoGeIPstKXOHE2dOSh9MFChbYZZUzAYCk3HeOHUOz7/wEp68eFFO73fXv8XVj9/D0dFNyVqXlk/h4qUXcXHzkjRc3LlzB1998QmOD++IxKe5sIH1jUfRbp9GtU69lCk4kP0Gx0eUXH+N765/gdu3bsrcjnK1hR+9+hpeffVVlIoFfPvtl7jyxuu48e11mWVxafNx/ODZZ9BabEsf6GeffYEvPv8sm6rIUe6xgq2f/gX+9b/5b+H5HnZv38If3nsPX335pYDrx598Epc2L2FpeRFhOMfunW/w5RefYjQc46HzD+PZ517Cytq64MTPP/sQn378LlTFxxMXL+GRx56HYVTwzdff4e233sH1b2/I+Innnn9B7mllpYU4GuPG9U/xu9ev4JOr30LXi3ju+efx51s/xmp7HcdHHXz0hw9w/ca3aDTq2Hz6WaxvnMJwMMQf3n8f77/7LnZ378jekb6pVJlYMRIY0jqZ9SX4CGVWbwZFiHGJI+kgSIyzCkFDowejp+QBo0HS0zlzNw2jODRNY8827R3LNMXQdndPMBpn4GRr7wAAIABJREFU2E7DcDOM4+0gDLd8z22nSIxK1VZWVypSsuFs/zhi9b8mg3+JTw7u92WQLykExnsOkeM486P7A6kWEBORG2O2mRkaW+1sAfZQbLSWTuH551/GCy/9UDT0u3du46MPfo+9e1+Cvx3mzJnH8NSlV3D2oUfhOQ4+/vBDvPfe7zHoH6PdXsfFzefw0PnHZUPY9c6aLA2WejVmlp3jXVz/5hN88slH+Pqru7BydWz99C/xk5/+FOViAV9+8TF2fvP3+Pabr4VwfPLi03ju+ZfEcNnge/WTj/Hp1Q8x7B8L3uMI0ad/8CL+h//pfxacefM7GsUVfPbpp+KhN59+WoxieWVZqJ+vv/oUf3j3HRkB+viTl/BnP97CWruNfu8AH/7hTXz04TsCvC89/SyefuYVFAtNfPvtDbzx+u/w1Zdfi6T61ddeww9/9DJW1xhap/js04/wy1/8Eu+996F0Q73wwov42b/8r/HoY49jOBjg3bffwRdffC5M/YsvvoSzD52TKsNbV67gjddfx63vbsBxZpKUkWZaWMiqFNTBsYteVMAneJb8oTgsCjjZi5DLemHp2WhknMfBMiSzZlI589lMDM0y83uFYmknl89dNvPlq1euXDkhbC9eLIfT6aYXeNuu62+5rtsGEqNYspSVFf4Cg7KIBSkZWlqqYH29wlZW3LnTwd3dvsR0yzRFbsIbptqVYwto+UyRyS5L5sRf8dIkkDdlDJJlL+CRx36AH778Kk6dPiMh7upH7+G7G5/I+IInn3waTz5FI1zF/v4efrezgz+8+55gwaeffQY/fPkV8RAytHd/D7PpSAR66+vrkplyuvaNG9fw+ytv4IM/XIOul/GTv/xr/LO/+AtUy3l88/XHuPLGr3Dzu28FBz382CYuPf0SVldPSRvg1U8+xGdXP8B42JXF5D0vLp/Cv/9f/5MYwd3dXbz3zju4du1TeX563kubT2NxaRGeN8E3X13Fu2//HsfHIzzx1DN49bU/F0x6b/c63rryK3z84QcinvzBsy/ihy//GLXaAm5cvy4G8fXXX4uxvPban+HlV17BWnsNvu/ii8+v4Ze/+AWuvHlFiNxnn38Bf7O9jSeefEqmZL/7zjv44vPP5f5efOklnHvoHAb9Hq68+SZe/+1vcPvWdRl+zEyyWOSEbR4g9qxSlBllv4xDzXA0pUdCA0lilfGNzLANjSoZcpWcJpmpnvM50i9u6nlJqOm5Pdsq7thm4XKgmldfeYUlKOrR3nqrHDiTzfnM3R6Px1uz6awdR6Fh2YbyoJTDKYekJBZaBay3SwB8Gf6yu9sTIi/7jR8coseskf2XZJYz0Ry5LyEKizmsrJZE785MxvNtLCw+hGef+xGeeOqi8EZffP4pvrj2oZROnv7Bs3jiqWeh63l8+cXn+PXf/0oWkdOMXvvxn+GFl14Spp2e5bNPP8FocITVtSY2Ny+Jp+Npu3nzG/zut7/Be+9+BMsq4Sd/+c/xk5/8RLwvvd27b/9aFp8JxfkLl/DUpRexvLIhCoWPPvwDPvnoffS6B0KKksuyczX8h//tf8fFS0/j+OgIH3/8Ib4WrKXjiSeexKOPPyXGFPhTfHf9M3zw/jvo9ad47Inn8NzzLws2vP71p/j9lV/is0+vIknz+MGzP8Irr/45FhZa8ixXrryJ69evy2Sml3/0Cl764Q/F0Lj53924gV//wz9g5ze/FUrm6Weewb/8V/8KTz51UQztD++9Lx6NfbL0dmcfOiPJzpU338AbO7/FvXvfye+LIIfGzJVYi5UVejJGIJmjK6LLSBqHGJmyeirpIGoHyfVRD5uFT1JILEkuLlrE6+l8FodBqO+lib2j6/ZlN8n/ydCuXXur7DvJ5mgw3x4M+luT0bgdhKGh67pSKZflt3FQZUrikG1crOspaYijw4GoQ4nTiOGYWpKryYaWZJ3sbMwlNUHlBUtPp0430WpR6hNiOKKerIWnLr6AZ597QRbnzp3bYmxpEuHipU1cePhRUfa+9/bb+M2v/wH7e/dw7vxZ8UqbP3hOVKEff/gR3n3nCob9fZw7t4QfvvxDPHnpReTzDdy5c1NO8kcffIxSqY4//+lf4OUfvSollK+/+gRvv/UPuHnjG6ElHn7kEn7wLDf1DPr9IT74w3v48P13cHCwe9JrGrAwhX//H/4j/mb7v5FO+y+/uIbvbnwjE60ffuQRnHvoEVRrdYTBDPd2P8fnn30gG/nQhWfw6BM/kEToy8/fw0fv/x2uX/8Svl/Ek5dewY9e/QlarUXcvnkT77zzNm7fvoV6vY7nX3wJz7/wAtZW1wR+MCt9680rYmyHh/fx1MWL+K9+9i/w+BNPYDQcCWb88osvZC35vrMPnZWxYVfe+B3e+N0ODvZvSX2XGSc9GvEXZfajMX93BEcyZFQVWxDZ8EMDfFAapEejg+B/Qr1EpKhYIShifaMI01LS6SQOJ+N4z3W1nSQ2Lidm/eorrzB0cvy7GFqwORrMtsfjydZs5rRjZp2artBAiF9YEmIopBSHunMaE8dqMvtjrY4gnAshcyMIFqkSoNxa9POUwvA3wbWwvr6AWj1rCKGkJUmKeOzxS7L5p06fFdb51s2bkq6fe+ghIWY5iWjnN7/GW2++idlsjEubT+Iv//lf4YmnNkWVwXDx+yuvy8x9GtqPXnkFm8+8IhnX3bu7eOP13+LaZ59KP+Wf/finePqZl2ShPvvsA7z5+q9w/duvZMzBo49fxEs/fBWnzzwkv9Dig/ffE4+0v39bKBP+bgD+rqj//t/+W/yP/+7fSXH6xo3ruHP7OylFnT33EE6fPodyuYIocnB0+A1u3bgqGr6NU5ewfuox0dFd/eQNfPbJr3Dv7g0EQRWPPvEqXn5lC62FRTGw9999B3d2bwtufe65F/Hsc8+LbJ5k9GAwwMcff4Tf/MOvcef2bTz66KP4y7/6K5x/+GGZb/v222/jy8+/ELnRSy//EGfPnUO328HvXn8dv9v5Lfbu3ZY2P9ITpEBI9pIqyn59kohkpSjP5IBqFbIHHObCrJxJn/w+NflVTCzgZwrqhYUc1jdKMpV7Po/CwcDfc+bJjgLtshrEV1/5GYvqYmi/KDuTZNNz3G3XY9aZtgnzZPAmfzubTFfMS3hgW5r8bgBOVpyzYz27QcZ10TBx/IHN17GLiUpOllSybnLOTGO/J2uCFPJxKDJrgw8/8jhe+/GPcenS0zCtnLh68mELCwvipq9d+wx//8u/wycffShatOef/wH+6q//WsIUewreeef3eOvN13F8dA/r7UXBNM+/+BqaC6u4d+8u3npzB9e/uYbVtSW88uoWHn/yeTmZH37wPl7/zd9lHsmy8fiTF/HSy6/h3Lnz0rz88Yfvi6Hdu3tL1BPUy1Ekuf1v/jX+l//0H6UxhNcnViO1Q5y5vr4hnB4H1PW7t3B39yshsFfWHkVr8TR6/QHeefvX+OSDX6HTuQvTbP3fdb13c1xnluZ5bmbe9JlIg4RPAqARxRIlkpBKIimKToJK6nLd04OO3Y2d7e6NjdiYmNjdiPkCHf0Z5hPMHzMx2+gqlapqWipBjlaeIkUvGpiEBxLp7c3Mu/E7L6Cq6ollFUMSCSSued/znvOc5zyPHJ+6KK+enZb+9IA8efJIrl+9LE+fPtYc7eSpM5qHjYyMabVO/5I87kPyuDt3ZHx8Qt56+y05+Mwzir+R9N/57jsZHBqSs+fP62bd2NiQD+fmNLLPP32sjF1wSxYaJxQpDwsGggD4YLEAicKMOepA9G4LC8YwUQ+6yZ6VEP/NrMfIaAR6vNtuuU610sp13d5cMCyz4Z5949i5P1lotuVMecU3I5Y9LZY/23b8dr3mWEy6KFtWxddoA6EzUdaJGS5Kx8pQu1GxECpLM5TBxLjP7lM6MA1eXhzYDKGZnh4L1Fj2BOTgoWd0oQE9jI0hZGQo3OR1KEpeu3ZZ5t7/F7l3554yU1859Yr89Gc/UwwJcuDVK5flk48/lOWlBRkc6JdXz57TnGd0bEzW11fks2sfyfyTWzI41C8nT70uzz53UmcCPvvsM/nDv/xWnjx+oBPax068qAXG/gOHpFopy7c3vpDPP7siTx4/kmIB+aeW1CotOff6Bfl//uN/1IWFJPvKyrLmMVSUo6PMUUTUwiifX5blpUcKhg4NH5BEckhySzl5/73fyPWrf5B6bVvGxsbl5Jk35JWTF7WV8/j77+Xa1U9kft7kaK+cOic/fvm0DA6N7HoSQL5ck+vXrsvXX30l6VRK3njjDY1oRK5Ln3wst7+7rQvt3PkLutAQ0pn74AP56IMPFOoBxyOpZ9hnTx9tT3KL3Bp5enqf6sMZDmvBAI8PYgISW+rMom1J0iVX1S8zGYbCg67lep1uV3LBgHeuP2nPevtCN8bHd2cGiGixmH+qLxycicUi065rZwvFnl0o1K1GjV5mU/ljaHGRHAL4UQIDwkIBNvJQ6I0hIcDigRSHJUxG+V20iDgSQac5OgB56RTsWQRms2Py6tmzmncdO3Zc4n19+uKosubBqj77SL784rI8vP9UOo5XYYi3f/Yz/Vo2wpUrl+XjuTlZmJ+XZDqlCfQbb07LxMSkFAprcvPby/L08U2l0bxw/Jy88MKrCg3wsn7/29/I40f3lL/2yslX5MzZ87Jv/IBaB1GUfPv1dY0y4HClIlhRS54/cUL+/X/4D3L8xAmN7ptbW5p7DQwOykAmo2mC+gnsbMkq+Z3TlYHBMQmHowqa/vpX/yTXr34iPl9Ljp84opvi2ImzSpV+8vihfPPVx7Kxdl+LimMnzsuPjp6WWLxfNXEBv5lAunf3rnz5xRcaWchJOUKpLi9f+lQLpkxmUM4Q0Q4ekvW1NfmQhbb7jHiu5GEodTNni8YII4bKdlGJB8M7o9PS35/e9eyiR2om0iA/qicpCis2bjp0EZBMCLp+O+CIBHL+gH8uHg3MpiPhG33jP1Sd78ZjIc9UJOKfiUQD006rl93ZadqdTtfCGQ3JTsxdl5ehBmHgZVSDGBSJ90HlxbgBtm1de2HKBHDgQIXE76cXZkunC0O1qAuDHaHDv6pZj5xlTI5PTclf/PQv5LWzZ2Ukm9Uks1jIy4P7t+TenUuytHhHHtzPyca6I/sPHpW3f/ozefGlF/UouXzpkj7I+Scmrzl77rxMv/2W7N8/Kfn8qnzz1SX57taXKrX08iuvy+nTF3Va/fq1a/LOr38lD+7dkXR/Ql49c1rOXbgoExMHpFwuyu3vvpK7t7/Uo3N1fUe2N1s6dnjk6FH5d3/7t3LuwnnNm1BD5IghNUATxEzbQ6vB3ntDX4pStMXSKPTf/ut/kS8++0y7B8enjsjFN34iL79yTuKxlCwtPpCH9z6WZu2hDA72y/6D52Vk30nxeONaCdPOY86UxP+7W7eUFPnCsWMaubY3N3ePztsyMDSkKcTeQmORffzxx4pVdtpNiff5FGTnCNWKU4kQiPDALm7rfXZ6EBr6pC8eVYqVjvt1ISBgIlKRdrshiYTI2AiIAtq3AbfnBpx228612765Xldm4/7UjWM/wBvvvhv3xMNTgYBvxnV70zs7hezWVt62LNcaG0vJ0HBaS3uMLTxWU1IJ3GkZi6dNFJHDRwblwIGU4ixMec/PV+Xe/aI8flSSrW30JjySiJsZRx4UMk8MduypLqKtOjV1WN7+2Vvy6mvTMjJySIWOc7kluXzpY/n8GknsY51ab7dt+dHzx+VnP/+F/PjllzWiUCT84f33daH1ZzJy7uIF+cnbb8nk5KRsrq9rnvXtt7eEOHrq9Kty4cLr2hn49sY38s6v35GvvvxSBzleOQXKPq05GtDBF59/Jp9fvySPH30vpXJFtT38HjwOxuStv3hbfvnXf6V5JGLDDH4QXUzpD9HTK90eJrbMUsDiiEi1VpNLH38i/+2//Fe58fU3ShA9dPiATL/5E/2dGcjI/NMH8s0XH8rm2n0tXo6/eFGOPHdK7EBYq0x0yohWcMCI4Pl8XsYnJiSbzcra2pp8/NFHcve722rSeuHiBc3dNtc3FDK5cumyLM4/kV6voVoi2X1op7SkUizJYD/DOSHperDu9srTp2V5+rSgxAa6JnirTu7HP0tk/smOPH26qQUSPlIoeTMsXW963WbT5zRbbq7ZdOearc5s7c/8OpEWdd0pr88347etadv2Zb0ey/b7A1YmMyyjY/v0aFhZXpatjZxEQlWZnMTlzCN5ZdWCQQ3K1IuDqlJNU31hoSQPH+aVIVuqdJQyNDoC/oZ8gLHK5mtpOnO0Dg3E5dTpV+TFl96UwZFj4nQCcvv2XXn3nd/Ih3/4UH92V5Wj++TFl16SX/zilwraEtFYaB+8/74szj/Vl3P+4kWZ/slPZPLAfimXduTRozuaXFNJHThwRE6eOq2zisAAv/vNu5qrUYW+/Mor8sb0G3Lg4AEFbD//7Lp8+fnn5vqGhqRSrmqiXak15N/8zb+Vv/v7v5dnnjmsxRI7ve2AR1VUOsHMVZroxmfzi9yKyu+37/xK7t2j0rXl2InnZPrNN+TkyTMSCifk/v2Hulju37mrbOHzF87LydOnleXx/cMHsrmxJdl9+2RoaFjWNzZ0LmF8fFxxts31Nbl06bJ+3cjoqJx57axMTu5XvI8cjWf06PuHSlQdGIxJJo3GryOtel3SSZFU2i+1llc2NrsqsQquiXbJM8/0y+BQQiEgzbkLVVl4uinzT7akoJNvkAbCEotFXDxDKuVGrlprzbUdZ7ZrVf8o8rKnyu332jOxeGh6aCiWTaaCdq3WttDW0JErC2APzlJeZwzjcaAMBiwoc209Phl7Q2xXRV3KXChJI8OzKtuig6vaquoz0qLoexULO7K6siNu1y9HnntBLrz+tpx46ZTa4Hzz1dfyzq9+rZGFqapw1MjLHz16XN548yfywvETehRfuvSpgpFrq4syOkoSfF7Onn9DsuMTUi5uy53bnyugW6r05Njxk/Laa+BoQfnm6y/kt7/5jXz33R2JROPy8ssv6/ceOLBfqtWifHfzc7nx9TVZWdsQywqrBtm92/c0Sf7pL38hf/e//73maQCfRDRYFTs7m9pLpBhKpTMSicQ0DSCnXVqal4/m3pe5D34njx58r4vw5VeOyptvvynHT7yqnQt6nFcuX5b79+8rVw6w9uWT9EF9cvf2bY1iwyOjcvjwEV28bDS6IDyXra11+earq/L06UNJpQbkxNRp2Te+XwuqTz76SLG3h/fvqwKTpvK7cAbEUtTJmSYDZGdIemO9rtggOinZbJ8GmmIZvQ7T9wQbXGZUkYXm88jwUFj6+0Ou6/acUqmdq9U6aqNYy3f/XOTF63qnPK41Ewz6p5PpcDYWDdilUsNaW6voSB05DfkUzWSPB0oznKuozjRCE6EfRiFAEs3Op6HOYIUK3MWDkuiDkhLSqRlgAVpaFAiVshkaZsGOTxyW1998S86ceU2rXNo77/zqV3Lr22/F8jhKuEyl++XgoaNy7sK0vPDCMZ2e58XQHN/cyEl235DmeWfOXpThkawU8uvy9VeXFHwFZTl1+nU5f2FaF8e3334j7/3338qd2/RWo4r2nzlzViNhrcZC+0x7r6DxTEGRNK+vb4nb9cmF6Yvyt3//9xpt0IPj2cAaWc4taistHkfEZVy7GDTcSeAfPngg777zK/nD+/9dcouLyhx+/oUjegyfPnNB4vGkVrhsnHt37it75dXXzmnjnE19984tuXfvjsTjKTl2/CWNsmxgWCuQILe3luXO7euyuECnIyHPHnlZxsaojLflk48/lk8+nJOlxafS7UHbhvLDFJjRJx4eDMrkZEz8QVsWF0l/KAJdSUIRi9FCVHK72AF6owj0MKkFpQtDk45S5LOjQbcvEXA6XV+uWu3NlZoyu7PTvfFLg6OJ59KlRLxXj0w1m92Zdsud7lmerNt17Vq9ZZHYwy1DqVCFqyxUbjwymMG1NsV4rHL7GXsjXyoXYXTAzzIsVhYaQr4Im9D2SaeTSv0lAQUUBQYwWg5eGR45IOcvTsvpM6/py9Fk/Z//WW7dvKFfl0hhS9Mvzxx+QYHX48dP6I6+euWKXPr0I9ncXFGWA1XYmdcuyvCwgTeuXf1QdzrH9dlzP5Ez597ShQWq/9Hcf9eWDQMpAMenT78mk/v3S6lUkK++vCafXf1U5ucfqKIlG44ZB8v1yqkzp+V/+d/+nZw9e17zQqpBYIQHD+7rUZVO92unAKCV6o3rpPn+z//vPylCn99aU2n1yQMH5fXpt+Ti9LQMDWZkYf57uXzpE7l7577E+/rlzNkLWg2TqN+5c0OLCe2PvnhS2SJod9DwJyWhwr357RWZf3pHtesOH35Jhkf2y9rahnz60cfy2fUrUihsSACHRhdnQXSH6W0a5aKBATNNtbHpyOYGLSmMQoxfgjrAxGMSiw+KHUiawm9nXToONHrgEiyHfG4kEnBaLV+uVJG5Sr07W2/Xbvzylz9QuSfiLY87Va22ZorFznS53M42Gx272+1axowLe0LG0QxDFlHeTD/kvqR0ukHFl/Zc5RgEBmuB629G1owzL/1OHgiwB4Am5l8tJfcZ5WnXtWV4ZFJeO/e6Mihg3167ek1+/atfyc0bX0uzgcMettSDcvT54/pywL1Y3NevXdWiYWN9RQYG+uXU6TP6glhouaVF+fij9+Tbr68okW/6zZ/K6dfeUhuhhw9uy+VP39OuAQzZw88ek9OvgqORo+0oQn/9yieytvpIfF6mxl1ZXWkqI/jEiyfkL//6b+TsuYsyODiiRc7S0pKCy+STtJM4Vlm0SrMul+WLzz/XhfbFZ5el2djRQZPB4Uk5e2Fa3ph+UzsnC/OP5NInH8m9u/clkcjI2fMX5eWTryj+ePvmV3Ll8iWpVFvy4kunFPPbNz6uC5kh6IWFx/Ll5x/Lo4c3JBgAnzwmmYFxWVvflutXr2n60GjsaNFGJQyHTJk1FqRGlAUYfrE08nPi7OkHA+gaIR4MdYGsYnpq1Wsb4rfLSnUCDun1em7HcZ1qzcrVa+5c2+nOdms+c3Sapvp/jnvazlS12p0plVvT5VIr22x2bJ/PYyVSRiaJaqqsqoAMrbpqYgCKjysdRDlKXagiXDTgHwIhRpWb3QCUwaQRfCa0yiI6MAFEAhjImU8es298Uo+8F188pUO8UF5+/etfy7fffKNTV8ibDo8MygvHTsiFN96SE1Mv6QP+8ovP5dqVT5XsyKT8yydhQ5zXhHn+6bz84b3fyTdfXVHnkrd/+gt57fzb6qFOkXD10z9opOHhstBePXNO9u+n15nX1tb1q5dkfY1GNAuNQRtHnjs6KAcOHZZXz/6FvHySBZ3V3u7TJ0/km6++0m4BrTOqYoBUBmOg8Fy5fEV+9c+zcvvmFyqpHgwFdCG8euZ1ufD6tGQGaap/L598NKcLDZn58xcuyslT5GgeufHN5/LRhx8o7eiFYy/KT956W547+rwO5XA0g8F9du0DeXD3C53NHBrZL4nUqNpkf3frOwWm283KrquKcW6GQatSrkgvYBwqPdWVM3MWxudATeAiUMlj6j+AU3O5VBVLKmoMzPxAHeWncsctFVtOudzJtVruXLfnm+36fH/qqZ6I9wKBqV6nO9Ny3OlatZlttTp2KGxbY9k+1S4DXMW/iN86E2AZlqWRdqK0x6mNI5aQjKAdgC6iIsa6GZ0NFHBQgGaqhigHk4GkWV18bZ8ceuag7mB4ZrSwrly+Kr955x25eeOG4kWxCMPD/fKjHz0n519/U156+aSG9Xv3vtN2UW5pSSKRPjk+9WP58cuvaC5Iu+a93/9OvvzymiT6ovIXP/u5TL/1U5X3fPr0e7l2BST9OxXne/ZHL2hzf2RkRNs2165ckevXLsvayrxqYagsvHTlL//qiKT6x2Ri/xl57vnXZGR0UhcafU/wscWFeV3kVLc0uzlyNjc3lf5Dznnv7i3xSF3VFkdGJuTVMxe1eEn3Z5S1wWK6f/eeHskXX39dm+PolNEy+8N79EiX5ZnDR7QNx8/IDAxoRGUhXb/8gdz57po0mzVJpIYknhhUkP3x4yeytrIkHQdlIeY+29Jo4UJotHKRGEPpEl6fUrrUFpJTCGIjhFXoXWFlbNCjpsdMcz6d5sQih/MyhOxurFed7e1Grt3szfXEnrWCf7LQlGEbcKd8ft+Mx7KmnbajES0Y9OlCGx6hd9dVH07EheGPQ+8lAYZAx/HIICzRi54fOx9gNxiEEEkz1i+VGvY5bWk1MAlDtwGRk5A43YCGacL/c0cBL6dl6qVTqrt25dIVeZeq8OZNpU4DiJLjUc6fPnNGTr96RpLphGxtrmm/EgTctqE/H9YGN0c33/svv/udfPPN1/qwID3+7Be/VIiAl3/r1g158viJVtX7Dx7Sao6jjuqOY+qrLz6XtbVlPeZB+0cGPfI//c9HJdo3KInUlOw/+KqMjBxUFsn9e/fks+tXtZE/Mjys10f0pdOxtrqq8MK777wj9+/fE+m1JJmOy8ED+7W/evrMRUmmID4+VAQfMiadgQsXX5eTJ1loXi1o/uX3v5fH3z+W0eyYEgtef31a9k2MqyrQ08cP5erlP8jtm9el7bRkYHBUkukhZb88evRYVnLzypNj0qlYQE4CrpkhNaoWm6pcGpdhNj78QUiqEEkpNnhHTMKzcJGwQEqCNla6H+UCBojb7tJSyVlbreaqVWdO5E881X+wUewLTkUCgZlgyD8t4mYbjY5N0KJSZG6A8rxURBIAWCOsEuwM6SLgwpAwQ6aRmCHS0RNr1EsSDLYk0ceNBKXRYlwLDQpkCBiMYGoKyATHEjyFIvL8C0flzbfe1hzN8vrk6uUrGtHu3v5OI2iGQZZkUr2mXjh2VHc6/UaOa4ZasHVkkDaRTOvnMYxBbvLB+3+QB/fuSSgcktfOvio//8ufy/MvvKAcOhI1iCHzAAAgAElEQVRlJKPYxaD3VJDgZmBs165eUaJhfntTW2fMXB46GJFTpwdleHRMBofIwU7L0MhhHSaG0k2+uLwEBMFCe02On3hJEomk9kM/eP89+d27v9XFRE6EVseRI4f0mD95GrZJv0Y0oIjvH3J09mu/kigLnefzzz+T935vGMFQrqZ/8oa89dZP5dCzR/R4W3hKQ55o+LVGqsn9R6R/YFRH6W5+e1Pu3b2tbGG8I0iBkDnlROJUoDmufvCqR0KBQIBgkgvXQtPnZsrdFIXUEC0djUSiYWCwT/oS+CXU3PmnRWdhsZIrlupzrfr/YGghcTfomwqHwjPhaGDa6/NoMdBxuhYKjxyNSJtD7YWJCoMUPXrAyfx2QTrMAfZFZGhkUNKpuDRqJclvL0unXRSfn4iHTQ8lfk9DthmCNZxzRuuADaiSjjz3nLzx5lvKwYKHTtX5+3d/pw8WfQqIgeBFGCrs2zcszz//vDxz+DkdTNE2lz4kZh8Z0K3o98FEvX7lmqzkViQQCsjU1PPy05+/rtgUNCKOTI5EM2NhRu8W5+flm6+/Uio3AzONelUaCND0eioJOjhgyf6DY7J//3E5cOiUDI0+q4M4LLTPrl/T7xkcyMjJ02fkxR+/ov3CjQ2D2r/3+/fk/r0Hqg7EfTz77EE5cxa2yVlJJtJKfLx65ZI8ffK9YW+cfk1OTP1YF8RXX30pc+9D1Hyg+h3nL5yW8xfflIOHXtCqeWX5qdz4+lN5+vg7icUT8syRKUn375P19bxcv3pdc9mNtWXpdmiYY1NNPganjMl3FM7BAtFjM0PUzKbCWFaSAKQNC3HlmA4qoZcXCnZVsKY/E9NFVyqV3MXFsjM/X8ltbpTnqtXGv3K3E4m7Pt9UIBycCYTtaZ/Pm221urrQuBi1au4auhC7bHIiK5mBhCboy8vrOoiSySTk8OFJGR7qk3p1SyugleVNqdVRefYrxBEOGZ9yrWpa6LJiKEYh0RXXCsno2CF94CdefFGPCooAOPkrywsKiIZCMaUoI5eE2iEJ98FDz+ox2d+f0Yl3PhNsZ31tRSecPrv+uSbWzH+yyw8dGpOz56fkxNSU9Gf2SyTSryLA7GiA1tXVFXnw4IFG0YX5J1KrlXbNWzGudeTIj4ZleEg0SqXSkzIxeUKGRw7qMDT54I2vv5bl5SXVAZl68SWZeulFGRkeVJ+Db77+Wj784BO5c/ueVMoV1TGZ3D8hJ189La+88or09SW1Sv7u1teyvr6kU1uHjxyTAweP6AYil4TYuL2dk3374nLy5FF57vmXZWj4sHiskGxtLcuDu19quy4STcr+Q8cklRqTza0dJYeS6+7sbKh3Fx4EQFXMejI5xrBxoYjsl1E014UWApZC0TyiX8M1IFuP3AOwB2nR0BAW4D4dldzaLrobG01ndaWmC61Uqsx2q9UbRdmVf6cz4O00p/wB30wgaOY6O45rt52exeAJY2ZgKmBbzGCCVWHbJ4IcVVFtXAYyMTn8zLAMZELSbiFxmZN7D2DgIomJFDmKjMY1mJ4hFShVKqYOUFPqTb/4g4OS3XdY9k1MKgNl4elTyS0+UiESFhoDMjTpEb0zEvG2RrP9ByYVvDQtElpaJdneWpfc4oIydplkL1fw9kTVOiaHnhnTPC/RNyp9yUFlVXCfNKpXV1cVnqAZzuegQGR5eCE4iMC2GJDTp5KyselKsQQHC1B2WLsg5GGQNvl5AM7AJIeffUbGxgY0vYAd/PVXN+Xu7YdSKJQVwqGKPjZ1VI69cETbYjA+1taWtDNhebDaGZRIFGUlV4sdaD6dblUmJuLyzKERyQzsk2hsmKxKmbRLi49kc4OfH1W4KJHMqAnZ4uKirK+talGTSlqqRAnLuQiZU6XBOrK1BfGhqQZk/IJVzewt+RnR3Kg9RbX6ZMiIThDsWuQtcktbspQruIVC1ymVm7lyoTJXqdT/fKExBdULOGrREw73pr2eXrbR6tm1umtxg7wEZDVxEeEBQgGmEQ5LkySYwdNU0i+ZfkSFu9LrVLSk/v5xVVbXmFBHhyMg/Wkim5FKQDGaG2WAhIqJKe+WA1wSVdtk2AR4hYZCTRkZMTMGuaWqWjXzvQiyYGkTCgJ5pKQ/3aeUpHoDyxsKFqpEBmXrOpOJkEmt2tnl/aPMiAxBUpJJjDmC2snACKOI+F2zJZbXo4ub74VWYwzru3LsWEL+6i8H5fa9ljx+hMZYTNkUHEFYFdF7LORLWp3FYn2SGUS+IaURGC7f2uqaLC6syNYm8gumd3vo8Kg8e3hIteQctIJrDAmjv4GfKVq6XqXv0AUBj0PLtj8N+A0IHtPfPB8c7dZXkSitqalrMp1RQJdTiQY4cgqob8eiroQCSCbAwqipeQccNJQ766qdRu4GzxAKmF+LOSj55OGJhF9icb/E1DAjqqI7YGjMmeaWym6jiQlxL9dsNOda9dZsa6/XCY62uHgr7ut2pyy7MeN1i9PNRim7U2jZVeTqtSEMBQhFabhQxvR+b0ZT5/1wDYap6cG0viKtJlr/LdnK8z1wlvD/5qEw0o+cOPaBWNdgwwO7AdtCU33uqCI3ixP9eleOPOuXgwfjqu1w905F1jZaOkuo85tQlrw9GRxgAfsVdC0U8YdCFQiOMNJP4HVoyraUOUrlC8Wc6Iz+LoKCVM3kjTxwtSSyUNXBkQ/9V+ShambYxuOT8XG//O3/mpC79x25c49JIFsn8Km+odGweUDNKXqwAULvF9wQGQcUhOD2MQiNyStGE6goZfcl5OCBqAxkEJnuqa4vxxhSUlubGIEYGML4oULVYeaSytCSdNovw0N4dLmysFiStVWef0dCkbCyQZgdIBohFg1DBUlXj8WEU0FbgPDr0Beuqh9EW+2vVeYK1q1qESMjH9Ao1o+ZWtKSUNC8HyIyWCAbPreEykDLDYb8Tjjky/W67lyz2Zv1tGo3bhrZqn9A5yjeDXamWo2dmXJ5dXpjfSW7uVWx246obBUj/byAcskAtqD+6tCGJKbPjMZTndCGwVlX5ZIcVLZ7ekSSTHKuQxUWQRkSGg1Cw7x0FgszBQwpuyr6yw17bVeyY16ZOh6SfdmwbG175PadhqxvdHQaJx4lgUWspKPy6qkkxvQiaxvofxjhOY5sXg4tFtxJePk7BQSQDaWH8UAwIHQkvPqCWWxUXpZWV+xqKEBAKzxyZjeRJfj3/0dMFpZcuXnHp5pwlmupKjfy6nwW+mSlYk2PIQTsVDPNQ9UGhw877rZ6P6mOSDioljtMEcVjxr6x2WKhdWVzA30TqnqfilMPDKZ0IoyNggVRo15Rf6axsagC3PNPSrKyXNAZACTC6PuihYaTDE7P5NgchQwHY8xR2Cn+kPjD4qAIQGeOxRgMhPTeqVAJJixaAO+An2KhqLgmUVsdVhqwPRoUDO5AJuqk+0M51/XMNVu92Z1y68Yvf/m3ZqEtLi7Ga6WNqVq1OlMq5qfz+Xy2XKnZrisWkQsaCKGbncJNsEOgrVBJqn42hqM2LiQk+C2j6a+CxswFIqLLFFRAG2zYHrIb+KXySF0zSWN8NY0skxGsQ/naK+P7PCr8t51HuZEhip6k+31KtkPREHbJnrQ8oHCxZInj2OLzm02AnJaqH0pXc01UEqGQw8DgZ0JpZvAC1R8Wkyob1vBGMGYY6o++N4YWIWp35Oc/BcAOysIihhZoyeIKF1QPBfBBJEBbDcRUKC7qsrFBIcHHGyhB2cUq7UlnhJyTaXFLel0chk1vmZdHnxmtNFKV8Qm6EfuUxeu1fJLPbytwC2uZa6cQ2tpkQh9l9LaSGg8dwhc1oP3Z9Y26HoUQPHmf29tlyW9Xdit1EAAjk4Vc6NjYkCRTadVA2drOS9fpqLgPWmykIrVKQcol/L1wekZJEgc/zeHcZDLoJPr8Ocv1zNXb3dl2zzJNdZ64Tqq77lS301Jp0WbTyXa7XX3yxvcb5w+Uto1BheoyMCOg7QkeHIo3SCbgFYV0JhbXlurWbm+zc42rLzeiC1MVCA3bg1BNLqT/14TTknCUUM0wDGuTfAsCIaasrngt5EVtGRyATuCqFDpS7bTI+EzLh1wUCjq485oNgigJOhNQzdfWimrUSptMNUDUGSQgmUEkrMjVmABCfZxeLFWxkZkPhczPLZYpfDDJTUizacvaBrpqeFwxHA0cENDqmkKpXGSwuSKrq00V0YMAylHKAte5ihDXaqAfDG7rNWMOy9epb2jTiMywqVkg+/YNyYEDwzIxjm9qTaVZ795d1wlz9OtULp6wLo4MD/rl2WcBUn2yutaRtQ1Uj6ACJXThsuHQrQMHhZqN+DIbELrX5OSIogsMp0DfJudVbbY2qkxN3UR4DYAdeny2DhGTbuCzEwj0nEjYkwsGPHOW5c7We0S0PYueiYl4wG1MddzuTLfnTrudThav1E6nZxlnQIaDd+WfiJdYSyF7GQvucvu72nbi6+ChY8ED2ry+3pCtDWxfWGzQi8g1ONcZXAlIq9FWcFRFkhnXU9N7TM3wJ6KqdTXB3XP3RX/NCMQAJjJzAJqNohATWMYcDMgAvS9jUEyuxgNmAYT1qF1a3JLNjbI+JBY3clxEI4iAOO6xQzEkM2aqDamooWtDJRpSSZ9s47nes2VyMqVHCgrgCEUzcAMIzYJmjpUcEqiAzcbxp0ZitrGlNom1X9W5gWwobjgJqA4RVCaRp+rGx5zpK+OnAEM5IuMTcXnuSFStxZ88LsnNW9sarXSuFiBG/at6mu8d2E/u6pNqzSelMv1mozvLM0KKwe3WxOPhWG3JYg4haIRfGIsE0oiL5TGiPGy2jbWC5LdLOr1GwGFQ3OkiBINQM/eBtm7PDfgdpz/Vyw32e+ficf9s0Ju80bc3nPLuu+/GU2FnSrydmV6nM93t9bKO07XL5ZbF7u66hipi7HraiqtBYkz3R/TBsRt4MSTg6lOewHPII7UKgw7moiyrrQ8HXhqld88NSqXa1FwD+Su1QfSYJjvW2EQGGB4bG2V16FXLvwC7VqSu9jwmITYWiwzDYIi6u1BagMvGGwEfpLbDkRfSMTO6BxAz0XGj20IhgN4suSj6bwyWIKTXcShMAKRxBWnoQgoEab84CqMcOpRRvr0a2heY1O+qCArHGKN7kA2My4iRzKKHiI4vwoY+3I59eAYEdfCDf7IJyVd1odlsFrRrq+qPwOeQb5LHIq6cTqEsjuxqS1bXmtpKIqLRttNxOARc4sjiM+zNu+BZom0LOE3gIKF3pT+FFL6jUmMPH2G3ja02zxGVz4DeJ20/ZBIwlttc39IoS6rC8a5SpQEGkaMSjWPZKG441HFGR6zc4KA9l0gHZ9MB+0ZRdApKPO++OxEfSEWmQgFrxu+XaVckW6u27Y2NmoU6EPkMnpX0vpiQ4UjgJSMSQtinWnRd8jVLBXodhRUQXTHVHwsUd7mRYVtSCVucLgkkWBplNMJvLFSjH0u0YyfBRlBIotbSZn1/mn6qR4qlrlazzDCYFgkmqACLYb1GwF+YsG6vIckENBhLOfD1JqGdxj9CgW3ZpO/a6ml+xvFC0UISbnmJilRmSKyTZ5V0c5noyGLpSjCMnzpeCfiNMliMmiWcLhZ8SEJhCKEhnRzT41ChFooKVCiDSkYwgjQoOdJDRMnbDOpwfJkZS6o+8lwUIHl+DL5EFSKplPNaRRK9jMqPX5F7KPQMKwOukteiCJBMmigKfFRvUDABvnckFu3KyBA+7F31U1hYJH/FoI1rMScH6uPRKEqVlqpBwtED+jGL2fiKcmyG8YpSi27bjccsJ5n05mKRwFwg4Jv1dXomorGKJiYm4iMpd6ov4Z2Jxuzpbley2/mGvb5Ws+DZU1oPDRkxOI7B9bWyiriw66g+g8GoylmRE0GvgRID4s8D0x+w666W6YcFwK5CVdEriT6fDA0RkSwVqGs5JLUQKUV/RqGIkiMQhUfiMbhSiNh1ZBufJzUkZfqGG4SvDmSCNxP9VAxOO5JOkjeKVOs6GKaT1uGQcYpbXTVWgnhN9qd8mjsWy64021TRxjdUPdUV04JvBWOFI8lohYkV1lE1eF1sBnJBohlUdeyoob8bx5eGeK2W8SbfwV8J5W6KHoSaWVCmMiYVUZvtLlJfxmBW5SU4nrwBGRgcUMwPIT3VbGtUNYqPjkRV/5dNs7qG+x7W4uSU5IxBVbhkhpVuDLAP94FhBrbVI8OkDnhLMeWGNaJh3e5FLBYdR6L611Pht9kwppPD9ZmcE9M3tG5D5OZuNOpzfF5PrtPxzHUdmS00PDfOnbu5q/iYSMRH096peMKeiYS9081mL7u13bALhZbFDuM4o5/FyzTemxx3Tc1D2C2RaFRbMpTPDN4yYIzSI7sCXVYTCTh62AHGVY7FOzyEl1FIk2weKnqtTscvm9siCwuAn02NbsgN4KCGXxNHC6AsRy1FCn03dR7xGpcVwF+NwH0BiUfZyRwtQCp0JViwcN69sr7RktVl5JtghhpuHCaxGNyDiAPdoMFGboXsw/aWER08eMCvXYLNLUsGh2MKXFOscKSSo9IftDxGXJgXEY8zEY4sZ0Nyy1XFxWjZsaD8agFp3PcQgyZfNL644F44zFEpG2dm6FFEl0Kxop2HTret/qb796fUjxT4CQl+nG4AXRnmxkSWuVsqQvhioAC0nOjI9PW5umkQryHit9o4uXCvzO0ifm2ebzCEi3JQgn42rdG7Qz4BbI/Xq9baEUiRylt0fV6P02ziQNyea7S7szvlf+XXGUi7UwG/Z8Zreabr9Xa2UGjbjUbX4jgkvGMgCtRB4q4VR5OHBT5l/LYjMRJCjk8SdKN6rSqPqANaxp4QUJGr40Xj3jY4yAwBE84+iUUQHeYBW7K+aanbCC0Rp6NkdbXsU7+iCBLnNOKNPLkZcTOMUTA1mBzkDDA8ADTRqigWCmrYxej+8HBIzVXz+Y7iTixMIivHBVUtYnsk8yTFkTAJLjkoxhnb+oBHhliQRCdRoHV4GAoVx5YBgmGEsNZhRvASmODm8ykMFheLyudTOXstfMjnUNSGx2dkBjDb4FqofhnqBXXHrpqjiYqVzykUquoBgJT+xERGQmGvlArI2dcV7Cbi8LlYTnK0MjJnMD2iMxUqzniW8vyJzsBBXh84aE8/x2jb7Q6IBzk+TReI6Mcz5/NwTMbBMBxhLsQIUluWz+10XKfRcHKthjPX6zmz+dqfTEGdP56I98KRqW67N9NodKcLhXq2WGzZjtOzTPgMad7CAqE6ooKk8oD1wG5WSAInjhgJJEksmvhdBWLBcXigPHx6hRxbPEj13uyDwenRB0lUI4El7yiUXOPqu0OzV7Rs5zhBuHh4GGN5Jq0Mo4LFa8puymP6sV4Fh6ETUXGur20qOEkZzzG5b19YRkajUq2ILOXgmJFrUixQ5RkLaIOvYUrBffv1fpBV5wUC/NL+4t/NQsMb3au6vtwzC42/q9YMWzWRDGjrhgJkZZlBHCrLrlhecs6AOpBAjWdhwFhW2nvYpy0x1HzY1OrXGfQpyA1gjqEujnooak9OZHQGYHODRVxRLiBVN7kiz95jwZBpat6K5Dy5L+RUKmQWCWxaZhDItbo6pc4iA3dk41LBcmrwnnQh6f2Re5JOYBCSTFAAUanj8OJxO12P0+s6uV63owuta1dvLCyIKQZKi8fjTas3VWv0ZrY369NLS6VsPt+wuz2xQKXpBe4NpzDxQj+TNAWknW4BuRhVaCQWVNSZGzNHrl/SqYhWVlxguUxy3zDwCOYVNqalVC8ehR9A1jnKFL+hYm1g7wMzAKJdQ9sgWYSTYz71NlBvzxr20GYHqjp4yK/tHiP33tWmP/aOtUpdE/mBAYPzcbQVSsbKmoVGe4hojW2OLl5OYMEziiTd+I0CSTDTaHlQ0K7K0HBMMv34CXh1l7ed3i6DBIMxpsdauonIZYkmO3l6tbtQDtWyn0l/ZAdo7ZhZCoy/8Gxn2Gd9vSiFfFE3CVEPUJfNvaN2Prb0JfoUzwuHXQVqV1ermvsCNwBjkHKQC5KzIjXP/WkUCnslGDazAhRBLEzj/c4cARG0Kz4PnRLzLHiuHg9qA7bKybORID76bUcGBnySSPik2fJKoxl2fb6wY9u9nOtW56TXmvWEWzc+/fSHFtS78ZaEp8q11sz6en16caGULZfbtt+PbBWtE85wg9qHQ66kEkiFgi63ZXOLl4z+gl8TWtpHjMwbqYOgZDJQe2hd2PrwkIyHyclZT6Qy5qNeLY/JNcJBg+RXahxjAeWoK5GyUVfq9+BgQo8iYyDfU12vYrGm4r+M5TPax9HHAmKxc5ysrZakVKgq2ZAFjp8VxEqOaY4sHjwFCcLFKBeym3H0xRNTE+QOFCXcfvEYrYs/MCKlUl4SfSTbJuknRzJ6cGi/UbRwRDZ0QxLxuWc2xB7gTajhz2nd0VpC9zaZiKvLns/TlkoV2nxJihiGQC5VjQsyD1eKZY55A1vEokAm8PxQQ4dHxnvACpvThzZgUxcncBCNf6rsZArPKdFjlvyNHFCDhG6wniqUW2LajcYpzxiwOR0GpSnkQBTa2pwf3wd4HlCmdLOVcG1/wvF6O7luqzTX65Rm3XbpxrFzP1j0TMRtKzLVbrZnisX2dKnUyfq8tt2XCFtgQ4z2g3lR5nP8JPuwpPbI+obBYHjhYFEcg4jtspjoHlAVwUODhamqNT3IcSjyNE1DvUw04gWZvIivJ2EnOvGCXYtjJLQbxtmJMSNJ7sd52NHoSe6xs1NVZJ2FOjAUVYdhZFBL5Y4CpshNgdW1GnsjZBwVtskbuxw1Bv+jKh4dwVmP3m5bEf3VNbAw8i1bxeaGBjoS65uQ7Z3KrkkthmFEq7p6kbPAKXawPtTeIVaGSsrsaG4HJsV1G7gEi21bUv0pGR4e1PaPz4uQi+Hkc9xBOuB7qZjxDaWoanV80u3R8oNqRd4LbgiuyLgc4nqQAWiSG0EWtg5VdDQckP5+v/L8nY4ja6sYlzkKoqs9pRi+IK7CtMIoeoANiMhkJq0WJr7kaVhLAjl55JmDARkbDYlrBaVaj7n1Zsip15xcvVqc6zbLs7127canez4DxycScScQmHJ77kzHkWmfL5DtzyTtdDpm+WymZTBIrWtkYecTkht1V5kQYDe0kAxQiUcUodo44ZEjEOnU3AE/IZc8jaQZ5We6AuxcKhmSYSocoAWgA9EdxJGdSmJyRkXJzkVbDV18R43OKP1p5pKftNpNPXqz+/q0+QtzFgdhAF9TafW0Usadl8+FjEkvD2MOqkkW2shwQPbvD8pABhwPY9imLCw01X6GNls2G5QXj/vkwOHDCgnQFivkTe61tlbWe2OR7cluUfpzHHKUOx3uF2YFLxEVkF0hYg95bFSPzpA61DlqVkYUAkLCUY4IwgJDqZyIpmQBHG18RBjj105xgQ044K9qflQbZqGxWJCfCkLtikimH89TquSazoAUi4rgah5N4UClSVuQjUK+DK2I2VzyNUispgBkUTNc7JXxrF9GR/nMEJxCd2NTnI3NZq5cbsx1Wu3ZWrd1YwH2hsHREnHX8U65XZnxeD3T8Xg8OzwyaCcSUcuShnQ7+HVW1O9SR+maJuyyyCiJmTnkGCGhVTS8wi5haCGmwCHFA+g4GA7UGI5GopaanirDg/6nsQwkEUd7CyAYatHQAP6XyC6QUzBLCh/ODFS02z5ZXqnKwvy6TshjojU2FpehoX7xeKO60NbXt7VfCiOUyrBc7EhETUxD6pPAvAALkSOVfCM7RhQGQ6P91ZaV1bZKoEJjHxoKygtHbXntwvOS3/HLxmZbVlcKsry0ra0yNpk6YmF/aBvYh/nORBIboJoUC9tS2Kkq/ECVx4KhFaQa/mh0qDswMImpQqVnhnypPIm8EBXoIYONxRPkoSHp9ODq43Flppc45tg44F4cnabbgJ01xVdMYpGAdmngtqmCZRW9Myp+mB0AvCEFY4sqxNfRza9eqFgqdTri85j8nCOVKBqlU9EfUNVHn892dwquky+6uVazOyddd7btsW7cxEZRm+rHJ+JOw53qdToztt8znU7Fs6n+tO312la3Uxefl8qnpq0YXHRpZOOGxgNjt9BI53hkkTD72Wq6kkgmZXxySM24Ntc3ZXV56wepShaZGlyrZc+uJioMDqAKxZWM7hq4HS89EjLkS15efwaNh7BiSrRVcksVefx4TblVoZCrxQdja6FQSo+F1bUNaTXLapDKddGGYXglFovI9ta2GkdgTQOFCXozLRuOTk6cQqErhRJwjenjYkkDTeiVUwfFZ/dLteKR5eUNyS2tqrsxC4LNQt5FHxg0P5kakHgCW6O6NGo7JsEvOCroQjVPJwUConYO2nDYHK2AKWpM9LYVSkB53Cg1wkGz1Xc9EotIpeqVzQ2jdaKuJqjsek0qAD5HCkCVzLAOgzfgZrjPYLNI50PNK3qIQFMkRVSIB3yMaMdpwQIjonHSIF+WTIgEAxR2nCZsAoow7B3p0ARcy7Idnz+UC2tnwD/bl67f6Ou7uSsteund+E67MeW0OzPhkH96YDCa9fsDdqHQtMCQbB+DCG1xu+jWAlZ2ZKdIIml2496cJlfFjYFFMVG0b2JYArYoq3Qlt6mVF20p074wDE7oRYR9lX3Cd8qPf5NHk3vKeZ1ktzgquxKNmaY93QCARIiI6ue+UtLPhgRJVEXQLhiGXUF7JS+1KrRp8DyfgqmxaFwTYBSDUGxk+Nn2AdGA7xk9fUedi6G/wFoxvp2U+Rz7SHntP3RYopGkUr8X55dke3tHE37SCpR1GEHz+0O7nuRezSktizE3WLwUSgjcxfSk4KXD7uVoZ7Gw0dCdY3KdARWiFddZr+4oBclw9SFTRiSfd2VxqSL5vLE3RJkRcRaiE8/CtLToEvRLZmBQ8yuo3tC+OT5Z4EZRwOTT/f1EtJ5sbpq80+SwpnPRF/fKQMYrsQjManzcxbA+2nQiCA5lty0AAB8xSURBVAwBNxYPOiPD8dzIWHRuIB2aHetv3PjLv9sV4rt16d14y9OY6vRkJhIJT6fSkazT6tiLSzsWlGNaFqxmEkCiQrna0dzKUG2Mdi03xa7nz8idCOvgXoRZ+mTgXkZeHITZOHJgWIXDHEUCZTi7GFoy+RCDIuQYFCActTASABihEntYMJaRIydnKBZMrqcmqGqcQc6AKRfDrhz7RALjTgypUSNpDzgDXKmpi1l3rUIRhhvPy+m6CNiQdEPVgVfnkc3Nmm6IE1NHVCtjY3NLFuaX1UWG9ICFRjuGxUZhQNsHbhn3ALdeCYa035IJiSdwtGtKrVKV7XxNSuo9ZSTVU6m4jE+OyOjYqEIQG2tEzRVlLzOVxgkCbATde2mxpJgbyTsblg4D/V/cZqBOcUyn+jO60LiO5aVl2dxYF6cDFsYgOFgam8H4q6rHwK5VDycJz4N+LBUu6Qk4n05C+fzqzqxEVcirYduNxwPO6Egol90XnMsOhWazwd6N8wu60MRz69JE3PJ7p8QbmPGH4tMenz9byFfs5dy2BXmPhrECq7uK20AdsDIo+1Uk2WfQftMYptQnqpleJFGJprlLIzcGz9x4ojOd7roMpNqa1zEChgFWfyats5moJe7kd2QnX5Zypan5C/kAN0lrSOcOAwZubDRJVFmsphRnN3PMsQjZ6STfyQRUaiAZ3HxrSlFiwZFfwlaALUKCW6sCpVBtMSyDcg6y9wbW4WfjMU8P9ujRYcmkY7K5xSRYQR1jeEGhIEaxzEXYesRor7XWlfy2mWlVyk/AlnQ6bsiWLnmU4ewzegj3HyaviWj9Mjw8pEAu3Y2NjRW1EAfZh4KeTkcV/F1eZhiH2QszRETVSdoBrESkQmoKb9JAkMGhtuxsb+t8A33nZIo5DUtPKgBr49XJCQM50/Q9AchN45/nTtvKa6wZI2jbyq4nO4FIXL+fpronNzRozQ0MemaH3NCNBdGj06gJJf3pqUAoMWOHotPVWi+7urpt57cKFqi4+WHmAYJ0g8kAHcBGYAeEglQtRvqdv6Oxi+K20bc1hLxepytDwxF55pm4DA0GdQcViiIrq03Z2qyofSLWyRwVwBhIWTLqllvakZVVZK3oneLKSxgPqFk9uQisWbUatAxLAZSc9gq5IRKZNOfhyI+OmhbOykpDcrmylItNYycdpgUGIm+IkSTBUIjYCAEsAtksXlfSSciHEVlda8jTJysyPh6WvqiteSBpBNdBZAe4pkqGKNkXZ2rIo12I+YW2rG8YVz6VU4+H9J+GTGqYLmxcXjrRWtt6EeNZDv2aZvbW9qaUSwUT0ZIAvdCLXNmG81amJcgYI4KACBgH9fhmodEaIzBQyQLIcp/ASCgQpFIRzbVXViqq1snPp9dLcWIUoRyd9YBnR1DWAhBszeZEMUgDGwrssdVyXKfTc/z+Xi4W6c0lot7ZyGBr1xgWT/XjiXgqnp6KRqIztj88Xau2s/l80e44DYsdyEWSp6TSISUkEk3KVfAUs2uxcWYAxNg0Yx6KODJifageEp3aykIdHArL0aMp2ZclD3B1kT16ROvELAbOeb8/qjIH4+Mg5R71PV9YBLwEW2qoNyYvk0jEy8VGBhlSmvoIHofDRF/4YW3F0HK5orZwxseNbBb55fx8Sf+OI57NQO6FyTImtkAKVFRK9cZkljzRxzwjUS+sltMUAPh3hnBFZmyQhpAK1tCLNUMk8MuiEVdiEardrizmOrK1bXqE9H412jMhTr/WawoIOgVEX9pIHKFEYKhBTErRXisUioqrabIfgs0MVYrNhnsgkYacqSN5xBNdYxdOFGJIRi0o69DOHU3eh4YRTuzTluFOvqmGYyw4M+kGFgfRAVBWZGwsJPGYra6Fyys1rd7NsDanFtCVT3zw/tpdt97sON1uL2f7ZM72WbPDSevGuT0cDe2NQDowFYsEZmx/YLrb6WZtn2Mn+yyr56L7RbXZM4qL/VHVZ200KVj9+hIol10xKkMsSKIClnwclfQKac/UmyL96ZgcONgvmYwt7WZdVlaLGl3oA6pQjBekHqYIw8gpHbpgFy0tNeXJ05Lk82Wld2uSixVQGVYq00lEm7QMDCYlGiGfMGzefL4hS0tFzdGQMWWhoOXG/VDaE6nB09CZAGfrILPZMl7pRGZDcjLIPjuX6EyO13YMoxWwVQdzaOkETfpA/sbxTeXI88AVD71eCgB6oSoU4xUFSClmwMjgnpnRObh9jkYn3dxdvo4EneLFtLFoufHnzAXgWwoRAbA8kYTl0lM0oFAQhYO4CHPtYJhGMwNmBu9sYJCjl/wYn01T6VL/Q4uv1/EbgB7f06JjYiKp8ND6BprEVXVVUUHlClib0ekgyIh4tKnedrra6xTpzXZ9wT/x60xI3OtGp/w+74wd8E0H/d7sQMZnZ0e9lsfTlaUc1CAxfuHhgOJO5jw3/H+qFARQ+FdeBoMgOsTiml3J7rJtFmlKBodS2j5Cqhz5JfqfRiLBlaDfp+RFGBEjIzG1+UNQhiNnaakixRIyloZGQ8tFLf/aDHn4JBwD8ghJWI1sfRp9ub611bJ2KnQR+OCrcYwY0JTok8n0acuGqACpkJnIUrGhU+kUDFQ7AJcwStWUg7nGmCvb26D0cPEYNwQ9N87KfD3jhzB3yY14afUGzGR+0wVBz9cvQ0MJVVCka0ERk0yFpS9GRDPTWpUqPV/jzUS+SQ5JmkJFjyoTcAoFFgUa0ZZxQ4o2FjOyrP5g4AcrcUNvB2SnsjV8NQByWBn0b0ENOBpJJcAekRaFLgQrhpbf8HBS5y5g+4pFYeVKqdjWU4YNYToPvGObj3DaLSfXbrTnep3OrNXp/HFSXQTqlm/K4/POBALe6VQqkM2OReyRoYDFw1lebUmhBMktookmN1guwmagymH3Gg9zqCSZfoBB03jFrhpWClAEsuxUWoRktbvJ53XwgUWmxrEWbFe/9hP3ZaMS77M132CHou9frbPTejr+pWREdSlmpRtDDaASpXX78RuPyMhoUmlN+G5Cq2FhNaG3aAVIS8mSkdE+2b9/SJF5WjU4CePEgt850dL4VQJxdHRR8yyy41HJjmLNw+IzPDbbS7+2o1AA4Kd6nId8OmLXEyrXgB5dVNJMvpNbjY6m9IheWyupqxxVL1ELDyy4XrR7NHfrmkIMRJ+uB3QhjjCUsXHN02Y/BmIRv7gqXdFTIiJdGc35XADXuIRD5Fy4Mlf1Xojs5LrDQ3HFJXke3Of2VkNWwdDykBzZjCqCrAsN1nJfH3knLbquTndpZ8jlGjmq/a7P63Ma9XauWq7POa32bLf5rxZaUGTKH/TOxPsC0+P74tlDB/rsaNRvbW2ZwQUYsFBT2NU0agEQlQtvplcUsoDiMjoSVgSdP4ZcyDAss4XDI/1KvaEvqTaLAJAd8itTLYKG064CJ0NOPJn0KP+Lm+l0yKNiit2sr+VlbW1bahXARPRbjdYalRx5lZEzBSsL6UKBuUBzm6SbSMFCI7lggQwMxWTfeFpbRJTxtLWoAKFn85D5XGY/wYpYEBy3mQFbRoYCsrjoGvKfiqTwz105ewaXaaep3BMs3LTS0xlP297e0gZ5XKXwg4r6UxVznLJJOHL5pYk2U1wez66UVEeB6iNHMjKWTUil3JEHD7Zlfp6p9Ja2jhjIJrLwLL0+c38UFUa0GWl+s9DcHgvIdHfoFmT6sUAEloJ9YiArerfmJKA4IP80MyBEbtjIHNMA7RSEzIpQBRPFQ+GQ6/EGnHq9kyvuNOfqtcZsrVv6E1Vukbg36pvyB/0zmUxs+tlnUtmJCTUJspAhyOWq2nLiIgzFGIJiW43eeUhmgolqkGGIsIZxohxEQpgZeBFQipMnrKwUdQpJOfM+3jkUbuN2SxjnppWUl+ChQ7fp6pBEOpVWsHV9rSALC5vKyuBncKwwwUS5zUZgoWlUIILUDUOE44VchSMTGg3jeExEieVosQLbl2OCZJrdyT2Rkw0OxnXsD9iBl5pbyovba+sxwwQ+DWhDVdf1oc+F52OYqSDlcUmm0wpXANUAkkLgZEEBe+D0y3WaY9mcDEQviqj+dEivobLLoGChIcMOq5YBaOT1nzzZkq2tqooDwnLFIISNBPzECUNVGI9B00J23zjReD2mYqSX7PMCWZAaGHo2/+4PGIOL1ZWSsnCIqibP8wnmJtCsEFBWlchdFrDpRvjE8oVdnx11HMebq5Sbc7Vya1eV+4cWVCLea7hTwWBoJjM4MD05PpxNpvx2vV614HLRx6P5zFEGTYTHy4WBhNN/A2ejzcEUDtGEIxQ5AqABQFiTH0EIRBSGyR6jNRbU+Ufo0xQUhmINXgbCT8VptFbpGCClYCyZIRRSQGxtg1tBnaF4YGYBo/mIRgLckRVtLzOQS/HAjKcZzLDtmPY6+futzQ1lKfCQyFl4+cZAzURnXipe7vwcHjxGuPDMeInKmddIzrFtTLuMc68ZQeM4hi8GLw5iJnMU1WpZmSJEf/Ik/OYpnkjEWQjKug16JZ0islMxQqhknBAr8aiMjMY1epG7FYstWVtHWqGsWmUAqWxqAFz6tNwzuRc5NemKaqg4REsz7qeMZCWMMgtAY53CyLw32lLMivJP8lP1ewph6RNUpgaEVQBa1WQh0CgLBoA76vr8CUesQK7ZaM9Vq63ZzZ0dY3UNjra4mIjX8oEprxWdicRHphOp0SyM60p5y9rZ2ZadfFErHnYsHH7V0qqDr3UlGiY/Q1kHURIzu2gwLsoYGsy8FHZ/V1mjEP/45x5PnocLRKAypa6xgCFKAOoytheJiuBvpRLzHsxIu7KdR9qAh2TaLSDgqDkyTQ3hj5yp22MSit3IxHpQmm1XCkUGauDARzRHRP0HQqXh7cMQMVRlHiKLmshCEx8ogvvF1rtQqup0PQuL7zMNdDMHwT0Snfh6OhwwN9hAzGaWiiVlrprWEAKExsBMRdV95v5ZvERf5FjpgPC5eiq4HgVW9bhlsqpu7p3Kr1RkAqutPDZkWwGuwSgNtIQ/hPHYBCFAQw0mLZsbkel6ldzVBAtyUX6b08ro2xrCJ++DPBB2S1SyWYBm41rMIkVDmIKMyX2PL64Rrdfz5Or15lytXZ+t18t/lH9noVkt71S7HZnxeDLTHjuT7XRcu1bbsRg2YTgD/hh5FDkLFCCqTsKwDnb4XJ1MgvlJmwcwklJZw34TrQ4T9QixLCRl1fI/rxng4GWxUzlGiXosuFiciAKbAM4QE9PABB1jflaHxuLqQwQaUD1di85FUEIMEYeIrMheAniSn0SkWO7IykpBkX+OvHKxpGg7RygtGzAtNi/AKfenk/c65UXvlI1DstxSGEe6rtSbRDF+LgvOHHtEPuQBWGgk7UAYFDo441Fds6gAh9GHBcKoV9saxUHx2aBUurCJyff8ULe9LD6TtxmM0YDfwAsqKaHjeVTHhlPH8yNyAVyzQVgQXCDttFAwqrL7LDQgHHQ3Ws2aov6avmh04/2waBgU2ru3rpJRdZp/AApWQjszwCxUsRRnysINkmYk3Wg05Ij0zEJrtGcb7Z6ZgvoHEc+t84l4ve1OtXv2jFiRaa83mu25lt1qNyzCO2c+UYjVbQaJoYl0lB+ViHPkufryq3WigfFQ1+5BCSmA3Ykfm2rMXDyhn+OSl8ILInqo7zqiKuBMHlE9teHhgISDtJdasr3Z1kimWBS5kSoS0p8E2yK5BaSkzEYJyAy/ACGMjA6owB1tqvWNvGxuFGR7qyLFAniQwe+oEAEeexD/HAaODe1GNcEI7ToZDxwgMjmhp4zM5wx0YVR1jJQDaQXww57wINcAE5V8cmeHPMiYtbEwWSy8ICCGwaGkFkq0xra3itqy4/MMNGQWkCEFmKip2id8DoREKlQ2Jzw1cDvlLBgldOX6B+iYcIRGdY4CEJcIyxyF221rjsrncY203nRwTTecMQCmKBsaMFNO2IEzZsjxvLWFrSTPkGk4Cr44lb47Nhpx4nFfrtvrzdXqMtvseG6Mq7udiOfSRCK+43WnHFdmvF7/tD8QyFqWZTebbYsFQ3OYH6wUbMRJlIbs2RXUZe/T9+xKp2d2Dy+cBaM8KspPQm8YxR8SUEtKFTMTsDc1TdJKec8i0SDvR5mHfiXDKrwoWLs9KVc6eoTpcMduo1cXmqo8mj9Xmk7Uq3JOmX4YuWmJRBP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id="320"/></item></list></costumes><sounds><list struct="atomic" id="321"></list></sounds><blocks></blocks><variables></variables><scripts></scripts></sprite><watcher scope="ColorBox1" s="xPosition" style="normal" x="10" y="10" color="74,108,212" hidden="true"/><watcher scope="ColorBox1" s="yPosition" style="normal" x="10" y="40.000001999999995" color="74,108,212" hidden="true"/><watcher scope="ColorBox2" s="xPosition" style="normal" x="10" y="70.000004" color="74,108,212" hidden="true"/><watcher scope="ColorBox2" s="yPosition" style="normal" x="10" y="100.00000599999998" color="74,108,212" hidden="true"/><watcher scope="ColorBox3" s="xPosition" style="normal" x="10" y="130.00000800000012" color="74,108,212" hidden="true"/><watcher scope="ColorBox3" s="yPosition" style="normal" x="10" y="160.00000999999992" color="74,108,212" hidden="true"/><watcher scope="ColorBox4" s="xPosition" style="normal" x="10" y="190.00001199999997" color="74,108,212" hidden="true"/><watcher scope="ColorBox4" s="yPosition" style="normal" x="10" y="220.00001399999996" color="74,108,212" hidden="true"/><watcher var="colors" style="normal" x="12" y="122.00001599999996" color="243,118,29" hidden="true"/><watcher var="guess" style="normal" x="20" y="20" color="243,118,29" hidden="true"/><watcher var="correct" style="normal" x="10" y="241.00001599999996" color="243,118,29" hidden="true"/><watcher var="secret player" style="normal" x="10" y="262.00001799999995" color="243,118,29" hidden="true"/><watcher var="guessing player" style="normal" x="10" y="283.0000199999999" color="243,118,29" hidden="true"/><watcher var="incorrect" style="normal" x="10" y="304.0000219999999" color="243,118,29" hidden="true"/><watcher scope="incorrect position" s="xPosition" style="normal" x="10" y="325.0000239999999" color="74,108,212"/><watcher scope="incorrect position" s="yPosition" style="normal" x="10" y="338.999998" color="74,108,212"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="initialize color boxes" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="for %upvar = %n to %n %cs"><l>i</l><l>1</l><l>4</l><script><custom-block s="tell %s to %cs"><block s="reportJoinWords"><list><l>ColorBox</l><block var="i"/></list></block><script><block s="hide"></block><block s="gotoXY"><block s="reportDifference"><block s="reportProduct"><l>20</l><l></l></block><l>240</l></block><l>160</l></block><block s="setHeading"><l>180</l></block></script></custom-block></script></custom-block></script></block-definition><block-definition s="label %&apos;text&apos; of size %&apos;size&apos;" type="command" category="pen"><comment x="0" y="0" w="90" collapsed="false">LABEL will stamp text on the stage at the given font size. The direction of the text is the direction the sprite is facing, and color will match the pen color.</comment><header></header><code></code><translations></translations><inputs><input type="%txt">Hello!</input><input type="%n">12</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>text</l><l>size</l></list><l>var stage = this.parentThatIsA(StageMorph),&#xD;    context = stage.penTrails().getContext(&apos;2d&apos;),&#xD;    rotation = radians(this.direction() - 90),&#xD;    trans = new Point(&#xD;      this.center().x - stage.left(),&#xD;      this.center().y - stage.top()&#xD;    ),&#xD;    isWarped = this.Warped,&#xD;    len,&#xD;    pos;&#xD;&#xD;if (isWarped) {endWarp(); }&#xD;context.save();&#xD;context.font = size + &apos;px monospace&apos;;&#xD;context.textAlign = &apos;left&apos;;&#xD;context.textBaseline = &apos;alphabetic&apos;;&#xD;context.fillStyle = this.color.toString();&#xD;len = context.measureText(text).width;&#xD;trans = trans.multiplyBy(1 / stage.scale);&#xD;context.translate(trans.x, trans.y);&#xD;context.rotate(rotation);&#xD;context.fillText(text, 0, 0);&#xD;context.translate(-trans.x, -trans.y);&#xD;context.restore();&#xD;pos = new Point(&#xD;  len * Math.sin(radians(this.direction())),&#xD;  len * Math.cos(radians(this.direction())));&#xD;pos = pos.add(new Point(this.xPosition(), this.yPosition()));&#xD;this.gotoXY(pos.x, pos.y, false);&#xD;this.changed();&#xD;if (isWarped) {this.startWarp(); }&#xD;stage.changed();</l></block><list><block var="text"/><block var="size"/></list></block></script></block-definition><block-definition s="map %&apos;function&apos; over %&apos;lists&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%mult%l"></input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>mapone</l><l>mapmany</l></list></block><block s="doSetVar"><l>mapone</l><block s="reifyScript"><script><block s="doIf"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doReport"><block s="reportCONS"><block s="evaluate"><block var="function"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><block s="evaluate"><block var="mapone"/><list><block s="reportCDR"><block var="data"/></block></list></block></block></block></script><list><l>data</l></list></block></block><block s="doSetVar"><l>mapmany</l><block s="reifyScript"><script><block s="doIf"><custom-block s="empty? %l"><block s="reportListItem"><l>1</l><block var="data lists"/></block></custom-block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doReport"><block s="reportCONS"><block s="evaluate"><block var="function"/><custom-block s="map %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>1</l><l/></block></autolambda><list></list></block><list><block var="data lists"/></list></custom-block></block><block s="evaluate"><block var="mapmany"/><list><custom-block s="map %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportCDR"><l/></block></autolambda><list></list></block><list><block var="data lists"/></list></custom-block></list></block></block></block></script><list><l>data lists</l></list></block></block><block s="doIfElse"><custom-block s="empty? 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