<snapdata remixID="13865065"><project name="U2L3-Predicates" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAHDFJREFUeF7tXQmUFNW5/rp7GNYREFAYEEQRQdlBQBAU3BBxQVRU1ChmMSaaGKPPlxeNxiQnasQFl2DCIggKKAgqoMgiIqDsq+zKNuzCMDAwM708v6q+zJ3qqu6q6qrqnpm+5+QkYe7636/+++/ti0QiEWRahgIpooAvA8AUUT6zrEKBDAAzQEgpBTIAdIj84W8/h7/rNQ7NVnmmyQDQobsufrgPsn/xPNCuq0MzVo5pMgB06J5DsyfA16Ax/B0ud2jGyjFNBoAO3nPJc/egylPjHJyx4k+VAaCDdxx8pB/83frBP+T3Ds5asafKANDB+w0vnoFIOIRAzxscnLViT5UBoIP3G96yCuGV85F1e4YDmiVrBoBmKWWiX3DUs8ga+heE5kxE4MrBJkZkumQA6CAGQlPfRGDgQwiP/if8Ha8AOnR3cPaKOVUGgA7ea6SwACgphq92PQdnrdhT+Ur++3Qk64FnK/YpPTxdcNIryGpJzhcBOlzq4crlcylfaPncSGjO+6jy+IjyeYI027WQA4MThyFr8B/SbHfptx3lCQ7NGgtUrYFAn1vTb4flbEeRXZvhO6clQnMnI9D3tnK2e++3qwAwvGIewtvXImvgQ0Agy/tdVKAVg5NfQ9ZtjyA0bzICfTIATHS1p5UQ+jIjRw5kbFiJKJbg7wKAwfeHIeuO1D/B4fHDEC4qQKBFe6D5RQpnRtXqCFxzF3xnNkzytMkPPw3A8Nh/AbXqAM1bqCaETLNFgUjhcaDwGHy7dyJy4hh8PVMboiVkUu1huLfQxJfh79Ab4c0rkTX4UcDns3XmZAaVMcOEpr8N1MhB4Ko7k5mz0o8NjnkOWfc9hdCCjxDofXNK6WEEQO2mQgunAyVFQMFRBG78hWd7jgFg4MZfIjR3EgJ9b/dsExVtodCM0Qj0vx9mL9/N89vZQ/Cdv8NXvxH8vQfCl1PXze2VDcknW45sWwOEgkB2Nfgvzljy7VA/vH0d/Oe1KbcAFGcOL52NyN4f4GtyPvyd+tohRcIxMZ6Q0OIZCFzaH6FPRiEwYGjCCTIdYikguE544zL4W3VJKYnscMAYeXH/ToSXzYGvYVP4O1/p6HliATj9bfAZZgtN/4+n8oCjJ0vhZOElM+Hvfh2CY/+BrHv/lMKdwFEuHHEBiLq+YCojiiz4+XgErr4rJdpRSm/NgcWDE19GILs2fM1bp9Ql5wQHjOGIu7civHwOAjf9KmlK6QMw+gwrXLAChxa5cTniRghAmjaCH76OrEG/Tfqi7E7g5hlDM9+B74KO8LdoZ3d7+nnB4XHD4G/bF+jQQQmwpH3Qf0EH24uk7cANKxBevQD+O90JIA2O/it8dRogMPDXKSOBmwDkoRR8hILwd7nK1hkNw7GmvAPc8jN1zuD4F5A15AlbC6T7IDcvKLzhG0S2rHLkqbJLRzfPJ/YUyT+E0IwxyLrzj5a3aQjAFYuBmrWAC9sCkQO7Edm9Bf5OfSwvoOTLDp9neZxXAyKH9yE0bYQSyexGIwBo3E+Vp8ELAAq6heZ/AF+DJpbMd3EDUt8ZDvzsYXV6u7IgWXRw6lvI/utEN+437edkoAc/3NBX0+CrWRv+Tt66Ob0E4OknubgI/m7XmrqbuABcsxQIBoFO0bhKcgo7mo8iC7Voh0Cv1LqlTFHEhU6hL95T3Jt8RQhIYeZyYamYKb0GoLKBU4VQlLB7/hfw++MeM2FI/sT/AIOjrsF4ZplEBy15ejCqVFIuqKVNaMQz8HXp5bhRV++mE92Lmx9BaNGnQLAYgd4DDZdJCMCd24BDByQuaGCWCa9ZqGpDBpE0oU9Hw9f4fCX6orK18JJZ8HfvF3Ps8DsvwN++t6vJS6kE4GnZcNY4+Jq1gr/1JTE0SAhAjpg2HrhpiDo2nlkm9OUURQD11c+NJfaqBYjkbUeg/32VDX+IFByFL6dO7LlXLVH/zcXsuXQAoMCNLz8foe2rEBj8KHw1z1CObgqAx44Cy78G+lyv0iueWSae4bXk/wahyt8/rHQA5Ovgb3dZpQagfHh6UejWY8SQKQBquSBWLVE4of/+J3XBtOzN+ejyUKy2t3LEfLSt9Q2yhvxPpQJh8N3nkXW3zpkrEQc0kk9NAzAcBj6dCNwQjVUVDncjJI0dDtwbNeHIfSYNnYrbRxkLpRURmUbPoBcJ7OnyBCcNQE7wwWjg1vtLp4oXLVOQDyyZC1ytwdqX43ahV7eD8LfsVBGxpnum4IQXkXXX4zF/Yx6OEuzhYqtQACSdJvwbuOtBlWKRPdsQObDLUPNdt0IxCaGLJP4ES4DVb36Gzr8zZ6h08W48mzq8fkmMd2DBLKB3rGLs+J7SGYAjXzKphMhUGf8WMETyrSd6iunSYxPGbP7vLS+MwAVPJB/K4/htuTThqm+AA3nANdHXYPU3QChcliYuLe1oPKDTe7QFQG5i8ijgNilYmontgX73Gu5vxSIgK6u0fPL+PcDiucDN9zh9pPSdb/QrwP3RoJuZHwDXeVQDwEghTDWlRg4DHviDDQ7IjX/8XqkyojzF369H5OjBuOmc8z5VAVivgXr0KWOBW4wxa5o+vxkEPPRn4OKOpoekpONH49QP7oetSuIZ2noQqc/XZ+Ui4IHHUnJk3UWLi4BJ/wXu/o36Z9NasHa2T94HBtxR+q+hJTMR6H5d3JOOfxMY8pDaZS39zCGgY5J5T19MA+rUA6rXTG8Q7v4BaHIu8PVsoOfV3gCCTxxbugDw4D5g6QKgv5RwaRuAcz8BLukN5KgGbaWZiZghUQRBRjwP/CpJkyCVmsXzgB1bgbuj4Pbmeq2tIp7gae8CN91tbazd3ku/AmZ9ADz1qt0ZnBv33Wrg6GHgUk1ynW0AcmsfvQvcLBEzvGmFUhUgUWUF8f6/+6aqIbeyH9GtUGjGJPWr+mI6cNWNzhHNyZn4BGdXLfv1Ozm/0Vw9GgOL9nixkv4aa5cBW9YDzVoAnXvG9kkKgN8uAHKbqk/LaS648GMELotfpJtpx/QvM+L6qV8Dz72VPIHeGwGcLAQ6XQZ0iPV5J79AkjN8Mx8oOOb9B5IqAPKpzdsFtLwYaB0nmyMpAPJOtBqx2aeYT+bqb4EftgCD7gMaN0vuhud8DFx5A0Ag3pmGFp6vvwA2ryvVhJM7rbnR9PQNewoYO9tcfyd6UUGtVh3o0guoa6JQbNIApKZVtVpZBSC8dhEQCes74KVT7tsNvPoM0KlHWbOOHULQtEMOw/Imp04CHdOoOKmQe1Pxcbz2LPDw0+5n1lLE4Atk9eNPGoAEy6iXgaGPloWNlfp4g3sBL49Xn/NkmtDMZ0wG+qdJaT5Z6fpuVfznKJmzG429/TLg6VeBNp3dmB2gjbfwBHCZTc3eEQBuWKVyHdnboTzFX31kKgx/1DD167l+MHDuBfYJtX6lyolpa6IM4pW5Q2/H9IXzORJuS/Y5fgyoJVkN7J/U/Mi/ParS1GkLwfaNqgh19c3JnckRACqy4EjgtgfKEkYJXq1WUzcSVkvC558A6p0FdOpp30UlcxtG7hDQqWjvv61yc62vd9EcoIezpVUSHs9pW2AkAnw5U7W9duiWcPmEHRwD4M7twKH9OlzQZGUFekr27gJatQdOHrfHvWZPBRqdA7SJehmE9yEhFRzoQCMrfbxFP3Hf6w0q28nuOAeWNDUFAUizlxOmGBr9a9Ry9iNyDICkhtEXnihggWO3fQdsWgc0bAI0aKjONfjnpmhcppMs6M+ZDvQZkDAxy/oiAE6eACb+F7ikF0CDb+9rgfNaxZ9K5tC2FrUxiGtyf//+yMbg6JBlC1Xx4Yr+9ucwGukoALkI5bmhmtLIylN8Rj34z28b9wSzpylJVLguqkDYuTByUpE6wMXcME5zn4q4YFHTToUWLJ5gvgyyC8wMlCjb/7AZuOom1YjuRnMcgIycXr5QddPJTUnpvCaa2WRwEtryaC2n5ZychY3xh5f3AxpLxu54hKBwzPwfclE2ucJDsgSkls0m+8CtzJkKLZgAPPMs9XdzBpoM/qA4tWEl0KQ50MbluGHHASgunf+t5RBmnmICjl+rzMX4HFerYZ7jyFl8AsSyNmoFNOI8hw8AV99kdWTZ/jQMs4Z5D3t1fGwtTgB2uwKokq2WWYnXVi4Gtm4AWlzknR3VFQDykHTT0c8rJ8bzKWbKJn/IxagxVOfWocC8T4ArJb8uOVnRyVhntt48Wg346I9luap2zL/+pLoTu/ZWhWzGKv54EMiqArTvCrS9BAgEbN1/zCCvNeH/vAjc81uAkUhGUTEMLKF79MJ2QNPznDmn2VlcAyA3oCcPhj4ZicAAjb1G2i2fcIarU+jVPnXbN6nxbYOkvBS9g9LDUnRKdYCLxqiQftEgUD7xFKzPb6Vq3nThzZpSNt/FLAGt9vNaExa+dj15msEgjGa6/g41YDgVzVUA8kB6X3yip/izKcC1twByiTiZOGaUE5oMKDyzzf4IOF4AbF6r+pyZWMUnXW5jXlEDZukWdLOZ2buT69/ZG3hvAcB1r7kFmP8p0LINQJHCqlLi5L7EXK4DUFvgiAsrT3HuefCdre97W7dcta7TfCCH/ssEoKzIJ/rs2CIMSjc9wzjjBjt0VYNX9ZpVWdPOhUx4C7jLw3qVPZsAwyep7tK/DC9Vzuzs3Y0xrgOQm+ZzRxeZfPHLJ6xH57suNjzTws+By64B4hmTF85WZTY9cwirOezZAbRuX3aJD8eo0TdG7e3nga6Xu1ctg7KsVfONlYunEsE1+GGystlTD6pGaKPXxMrcbvT1BIDc+LtvlOYBiIPMn2Fs3BTZdzMnl9oF9QhAYkfC+sGODIHqqdE4yV1LiuNrecP+rAZX0N3kdKMWzI/GyTZpJFD/bOD7TcDtPwdyapfOLuIBl8wDuluvL+rkNnXn8gyAXH3ux0BfKVaV4KmVo8ok2kYORmWCf6NHQ9aItX0ZZ7dxNXCjxsyopwRxrJAx41H3jb8BDz7p/I+HbtuoKj/JNIa2M6nroo6qshYvClwAkFXOmp6fzKrujPUUgNQ+GbMnP0Ha5Cb5mCLIlF9v+25AdY3iIPdlbsg7r8WaGvhMa0OFqGnzYxBKihFpGUv3iMOVe6dPAG60UQyBkT47tgAlJapYoffR6p1DAJBmsexs90QLu/D0FIDcJKts0cIuKw9GT7EcbU33lxlDMJUT5tzWra+SRO8Z5r9PHZvYM7BlA/Dq08DrH9glb+w4M1rwxjVq9tzl/QEhMhC0DPy12gQAK70MKBNOq1jwKfb7Yr9ORtfwiWE8G/s0bGwuaJVG7Nr1VE6rzWGW92HGT8x1R70EDJ/sTFQxNXvhZuReyN3J3a4cACyZD9TMUe2fTv1yav92wIw1gNfat9kPxXMOKDamzajTBhGIfnIVAb38E6ODyiVBpo4DBupUYaDrid6OREni3BtzWBhfKHzMZgks+h05pFYXowJCTkb59tyWqhHczfbQIODND4Fd24FzPPZymDlXygDIHA4ma8upep99CFw7qOy2p48vVS4YgUuL/cUmHeTrVwB0rJ9RJ1YbFqvE45DyTihfUuhnVAjdc0aNkd0EGj0xDKKgDOrzAwMGq9yNzcwzbObyzPR58Ung8X8C2po+ZsZ60SdlAOThyKXoCrogag4kYBjQKSspeTtVMoh8Ebk6lxkCERB/vBcYPhHw6/hzzSokXIvGXFFNV+yRWX3ffgnUb6hyGXJJmkTiNS8BKNZyqhSKGZpb6ZNSAHKjWtOMnkIiR7d8vxk4cti6Mfexe4Bn39DPX/h8qprbkEjuIpgpXzJOrvsVAE0qjF08q5EVknvLAactLkCtQzlK/KITIfTWTpq4d8oByC1qjdTMqbhD/cVYpcmBBPz/iYzTesdmgAOz9K8fAJyrkygtqivojQ2HgHFvABd1AOha7NgDqFZN9S8zgsZq85IDfo087ByRazld0uqZ7PZPCwAyvJ2aoChkyWeXQroIDOAzR9+weNoiiGAzjuJCmP85+a3fqc99ceMCxmaiKaICWZRylC/5HJ/THKDiQ1nz8usAVjRo1FTleKLRlERFgv9hLojVRCOvAbjxpdy0KVCkBWpaAJCbojyo1BCMltWgL5iuI2qpbFoN+AccQyPURFXED9SjBssoabEGtU5Ga685Iw/ZC3Oxc6v6NwKcRvKhv9eXFbWEoxZ/452qIsUwMSv5El4DsN6a3KTr79jlcInGpQ0AudHNOIKWEleTE961siL7L8ZeXIpYAYzgpbmDnFP84if7awMRdqIAvp+00nMkbmileKQAErkgTTqiAmoionsNwFrf5sbV3BPt182/pxUAedD1OIyLoUYBMNmdF8uSXvT3MmOOJhXRihHCHpxAc5Rme9MxT4VCry7JsSOqWUauErAXJ1CIIM6H6sGnrMgnVXDeRMSnjNUTucg/ApDbytXCjMZ6DcDME5zoFqW/78MJlCB8mist+wpofqGahaZny9qEI7gAdeCHD9RmE3Ghr+cAPXWSw1fgAFrjTFRHFqg53nRpWRkx3hEWRTnxqROq54URKfGa1wDMG5VrGFdp4Wpc6Zp2HFB9io+iJUpZndCS9QIL2H8p9uMSnG0KgONeV3Mk9Jr8JIs5zVKd/TugAVDsB7mwXMhdO4eXAFxQuA/tixqitnl9zeyRHemXlgDkyb7BPnSDmlvJpPVQCKB2rCfsH0ERJk4qxq9uy0loy+N8Rm4//o1z5eG4woEPoBAtpA8hEcXX4hCaozZqhKtg7OvAfY/oj/ASgBMmFOOWgdlKybR0bGkLQD7Eh3ASzaLynTBQa1MuBVHnrCjElZ3ixGtJ1DeKkJEvaAMOK6LAmahWRklJdInbkI8cVMFZqKFbNYzjvQQg12KRpmSr0CY6t92/py0AeaDvkY/GqIVsBE6H5rP+CmMDtY2a6P6Gh9EmqsDEI4jW0G3UdxcKsAMFaIYcSyDciWPww48mqKULNi8B+MHnhahVUAP9ND52u4BxelxaA5CHlU0tlN+Yn6uX1EM7Yc+hJxCSFJh4xGKeivwLTkZ9TyGE2diBy9EEZyDbNP0JXjY+5VrAeQnAyTvyUDAlN6Z+o+mDuNwx7QFIr8dW5CuaLhOoGc5OjVhbZ+8gTqIBqoNasRkPyawPYYkrfIFdaI26Ckc224xA6CUAH3w9D5cUZTwhZu9Mtx8vkuaR4p3VFdcXuRd/ZUdu7CMMymZAaBWAXOt9bEYPNIpx48U7nAzCr7EXPdHIUxnwl6/loVtJBoBJAZCDV+MQ2qO+kmTO0CxtTKAwCLMvL90HnyKDGTWzT7B2PG1+bN3RULE9mmkyCNfhEPJRogDRi/b+9jwUz8jFvQamJy/2EG+NtH+C5c3TPvj9lDpKvq+2JvUy7EcXlAbifYcfFcNyvGZWGZHnCCOCVTiI+qge48aLt9ZuHAfHMghiMrYoAJZdgG4AgTVuwn3zUDIzF1fE/xErN5Y3NWe5AqDgJCNfDeG63xWiG0rLIqzHQdREFZwr2e024ke0igNChmclCsfXo+JRFOEwTqEmsnAcJaZthfTyFCKEvTiuAFEvKsfUrZnsRFmz9WN5aLw1t0ydHJPDPelWrgBIilC+2za5LpreFmtyWYJ9CmcRjYCthixFOdFrySgD5GhUkMjFVuKg4rnhB5Co0dC9EHm4Ac1BPzS1bNmXnWi8lb8zYue8uw+hZWH9mFo4VuZxs2+5AyCJMRPbwXCsX6NsZCk5TEOULfxCcHSki0ynMfmd0dXNbCZsy7KdXmSN0cXNw27URjY64Sz8iFMKN6WW73Rj3g3jH4ObchR/ejq2cglAXvx25CtPn2wW0XJAQXC6yNoimiisuQU7cqA8BYEXgE/ZRz6KsAvHExrDqTAxjIzuRv73SQSVULT2Bh+KXeB8uakAnS6siqWfZKPvALuzuDuuXAKQJFmOAziGYvRBk9MUWoa9inIgy4H8o8yptOS0qw3L82jjGKkA8dnnXvSarLGL/x1EGIzI6SqJEMlePefugVyMGR7B/Q+b09iTXdPq+HILQB50MjaBMYFDcNHpc9NMQludtvHJpi3xbJT1F9uxB+oRWY5jFKA3UjJkALKv+P/sT8+P3v6tXiz7C+P8iy+dwuOP2SirYGdRi2PKNQB51hAi2IFjOC8aULoHxw29FZQHGTKl5QVrcAjtDJ5os/TUxjFyHD8O2i8ZKiY3LQD5NxFTyL3p/d3sPkS/rTh6Wjv/00v5+MdjUsksq5O52L/cA1D7xPJp7gyWhddvepf7PY45oolq4xjFDsh9s6LBCTLH0+5wNQ4qoKE2nSwI5fEPv3IAw39vTBMX8ZVw6goBQJ6SXzxDp/gfKiiCI+pRQI415N+d4IBiHe3c4t8ph4onOR64+DFkw69wcaO5Et4qgC04elqzfmZqHp4ZaFBK1sxkLvapMAAkjegNIffjc8Y8DaNG5UUbbOoUCLVxjNo9UMYL/1S3Op4rTihNtVHVclCsWI+xlEIJGrMuD/e1yQDQxe+odGpyF8CX0Neq1Yydeoa5EzmOUe/QDGqgwfxcKZlK20/sT/y7VbedzGVHn9qAPtVyY6wDnlxIgkUqFAe0SlBZM3aKA4o9GKWMChmQ6QYrcFAJ8coxiDMUz/YOHEVT1D4dHW7mnCtxAB2jsjCjcBqhRlyxxMycbvSp1AAkQWXN2EkQ0k33HY7gIh1ftDZyh4ZoOR9avmh6SvajUPE5a7VpI0CcQlCJBhJJ+/zQaB2IJ5a4AS4zc1Z6AAqOxMtx8hnmvORgAfiRq3EP6ikhVKIIGL2nllHeS3EAdVHVVLCt1hJAf/MaHHTUyG0GXGb6ZAAYpRI1Thqqk7UHaomuF5FjpAVTMdqHQsM9UHbsh2aog/g/XamdnxyQz3w9pJ8xOgPAKGKEZswqCU6DkPGDSs5wtCWyVZIb8gkV1RpkUBNcfIqZqGXUZCM0+1AepX3RKCrIDKdyq08GgBJl+WTyGe6Nxo7Sm56anchHL5yDVdivcDCtv1q7IGXIDfhRsWuyCJOs3NCdyOfaKD+FMiW5uWgELQ3hIs/a0cMlOVkGgBoCfoVdihyWCCBW6U7jOINQ+dRbUQYYM0hFhNHdTAFYi4NK3nEgygH1ZEb2J3BFIwemfdLKulbPZ7d/BoA6lNM+mXaJqx1HAzk5mx0gUI4rQkgBo6gIRo7NMH+RvC/W04afMYKboWLafk6dK5l5MgDUoR4jW2gkNhPhbIX4BN9IrMfPofPTUFYmkvoWoFhxPcqxhFoZkN0ZIkYA1pCeZptLOjosA0ADci7AHsdlQS4lp486eZOU84T/eDBifxCcgQ7klsI47eTaycyVAaAB9XhhDO/Xxg8mQ+xUjmUOC5UhO8+/m/vOANBN6qbR3Cwfx+dXFP9Ml61lAJguN+HyPhjyT5eeldIiLm9JmT4DQC+onCZrjMEG3CelL6TDtjIATIdb8GgPX2K3UuUrnVoGgOl0Gy7vhZpyA9QoU/7Y5SUTTp8BYEISVZwOK6CmTtElmC4tA8B0uQmP9vEaVuERTUUJj5bWXSYDwFRSPwVr003HsnV10yQ0KwPAFIAglUsyuIG/AtBZk6ucqj1lAJgqyqdw3XexEXejVQp3ULp0BoBpcQ3eboIBqt3RyGR9V3f3lgGgu/RNy9lZMoQZeXItxVRtNAPAVFE+xesmU3XBya3/P0MBSeMoR/74AAAAAElFTkSuQmCC</thumbnail><scenes select="1"><scene name="U2L3-Predicates"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Is %&apos;number&apos; between %&apos;number 2&apos; and %&apos;number 3&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block var="number"/><block var="number 2"/></list></block><block s="reportVariadicLessThan"><list><block var="number"/><block var="number 3"/></list></block></list></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="37"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAIABJREFUeF7snQmcW1X1+L/nZWaSTAtt2TrJlFXWKtC9WVqogLKKAoIisoiKgLKJrLIq+44IKn8WRVQEARGRwk+k0GbpXkBZFBWkk7RspUAnmSXv/PvSTBmGzkySSWaSzH2fj59+cO4959zvfTPn3ffOIpjLEDAEDAFDwBAwBAadgAy6RqPQEDAEDAFDwBAwBDAO2NwEhoAhYAgYAobAEBAwDngIoBuVhoAhYAgYAoaAccDmHjAEDAFDwBAwBIaAgHHAQwDdqDQEDAFDwBAwBIwDNveAIWAIGAKGgCEwBASMAx4C6EalIWAIGAKGgCFgHLC5BwwBQ8AQMAQMgSEgYBzwEEA3Kg0BQ8AQMAQMAeOAzT1gCNQggY6JnOssq34pV9Xg8sySDIGaIGAccE1so1mEIfBxAp0TWJUZgcdq5cr6pfzI8DEEDIHKI2AccOXtibHIEBgwgY4JrLIb8KKkGxYyRkAHLNQIMAQMgZISMA64pDiNMEOgMgh0TOQi28u5tmC5UtzWsITvV4ZlxgpDwBDoImAcsLkXDIEaJdA+hbsybo5ytRFpWMReNbpMsyxDoGoJGAdctVtnDDcE+iaQDrI9Fi8oPOiN8HXDyxAwBCqLgHHAlbUfxhpDoKQEUmFagFe8EXMCLilYI8wQKAEB44BLANGIMAQqlUDbFJ6nno3dMbapVBuNXYbAcCVgHPBw3Xmz7mFBoGMil2YaOb/NZuyoGO8Oi0WbRRoCVULAOOAq2ShjpiFQLIFUmA+AZz0RDjLpSMVSNPMMgdITMA649EyNREOgogikw7ys8IHC/Y0Rrq0o44wxhsAwJmAc8DDefLP04UEgFeZpFX7iauceq4NrTWWs4bHvZpWVT8A44MrfI2OhITAgAqkwv1Hl0bo0n9U6PutewI4DEmgmGwKGQEkIGAdcEoxGiCFQuQTap/KMKG+/5+a4kcobngbGyRw+rFyLjWWGwPAgYBzw8Nhns8phTKBjCg+oMK5hIcF0mIdU+IN3Hr8dxkjM0g2BiiBgHHBFbIMxwhAoH4F0mANU+b43yj6pGXxNlMM8EQ4rn0Yj2RAwBPIhYBxwPpTMGEOgigmkQ3xKhae9EbZ6K8xG5jV0FW+mMb2mCBgHXFPbaRZjCHySgB6OK51gjSfNJrKY1rapvCIZnmlYwgmGlyFgCAwdAeOAh4690WwIDBqB1AxezNh8bWSUZW2TuFYb+J7bw0Yyh85BM8IoMgQMgY8RMA7Y3BCGwDAg0Brmj8BvGyPc7yw3FeYJUR7zRPnJMFi+WaIhUJEEjAOuyG0xRhkCpSWQnsHVAh+453GZI7ktwC4Zi7mdney08QLeKa02I80QMATyIWAccD6UzBhDoMoJpMJ8E2FP7zyO6VpKa5ifAtoY4ZQqX54x3xCoSgLGAVflthmjDYHCCKTCzES5zhtletfM96exaV0dr7hsZrrjvFSYRDPaEDAEBkrAOOCBEjTzDYEqIPDhdMbWuXjFE2V0d3Nbg5wmFgd4I+xbBcswJhoCNUXAOOCa2k6zGEOgdwKpMKs7lR02ivJm1yidRV37Gt6zMtxWv4SzDT9DwBAYPALGAQ8ea6PJEBhSAqkZzK9TzqyPMK+7IW1TeNz5b/ci9h9SA41yQ2CYETAOeJhtuFnu8CWQCvNrYI43wp3dKawJcYnz3yOi6/41lyFgCAwOAeOAB4ez0WIIDDmBVJgLRRjpmcc5xgEP+XYYAwwBjAM2N4EhMEwItIb5iiV81TOPQ4wDHiabbpZZ0QSkYyLnOhbWL+WqirbUGGcIGAIDItAeYkIGfuuNMt444AGhNJMNgZIQkM5J/LTDw8m4+Jx3Lk+VRKoRYggYAhVHQCfTmPbwrsfPCHmATJeBJgir4rbKGDRMCIiCpEM8h/CpjMXBI40THiZbb5Y5HAmkQrwhMMsT5d9d62+fzG/UxXj3AiYORyZmzYbAUBHIfgNuC3OoDb8C2jMWRxgnPFTbYfQaAuUlsLYi1lMC13ki61KPnGtNgEmWi197I3y6vNqNdEPAEOhOIOuAnVNwKswy4FkXHGWlubZ+MVcaVIaAIVBbBNqnEdcMb7gXc3jXynL9gt/3dOKT+bxfWys2qzEEKpfA+iho5xScgYtdKR5VN2e63YyROaQr13RjmSFgCBRKoH0K9yFs17CQad3npsLME+ESzzz+WqhMM94QMASKI7DeAXedgl1wqQ2H2fD6iAjnFyfWzDIEDIFKJJCayZ7YXOWNEOxuX2uI613C2+6IefNViftmbKpNAh/LA+46BXs7+Xy6jhcsi1nuubxYm0s3qzIEhh8BncGYtPKGJ8JGkv36tO5qDXMEcFRjhC8OPypmxYbA0BD4mAPufgruVDYV4VhvhJndf1GHxkyj1RAwBEpFIDWDN8T+eCR0KsA26mJ+Y4SxpdJj5BgChkDfBD5RCWv9KTjCxFSYZwV+6Y1whwFpCBgCtUEgFeYvKvy/xnk83H1FqTArUaZ5o7xeGys1qzAEKpvAJxxw91MwFi/bNnM6lc90b2FW2Usy1hkChkBfBNIhrlKh1RvhR93HpcM8YsNvGiPcbwgaAoZA+QlssBZ0t1PwhHSYy4GtvRGOKr85RoMhYAiUm0AqzFEKhzRG+HKPE/D5qmzaGOXMcttg5BsChgAbbsbQ/RTcUM9f2lt5hw5udi81UdHmpjEEqp3Ah0F2dQkPeqPs+LET8Az2UeViJ+6j2tdYa/Z3TOKsdg8jutbVkCHdXsfzLuFVd4r/ymI6am3Nw2E9vXZD6n4Kbp/I5dncYA+jTG7wcLgtzBprmYDOoi7dwYeeNJvIYlq71vruZEZ5PbR4/IzqXiu6lllUw9pSM9lbbB5RuNnWdY7WJWwKbK+wPdAMtAi8CrxqK/9S4VXjnCt/d3t1wN1Pwe4ID6VC3IPQ4o1wXuUvy1hoCBgCfRFIh3nOtvl2Y4wFH3sNHeJFl3JUQ4ylhuDQE+iYyIXayBkZi8N7a5ajk6lv87JtRtlelO0tYYfenLMrTUtHHfc2zmf50K/OWNBnP+Dup2BmsWmqgxdcNp93x3jBoDMEDIHqJZAK82tgjjfCnd1X0T6VJWrzknuxifmohN1tm8JfAHEvYv9i7OnunOtspqjFBIV9RHgNeFyV2Z4088wr7GLoDnxOnw7YOQW3B1glHdzZsJgzU0GOUYuTvBHCAvbA1RsJhoAhMBQEWkOcbYHfE+X07vrbJvOwCmM8i5g1FHYZnR8n0DFlXdOM+iId8IZ4Ok457WGGCPupcoDAVjY8Jcrj2sDjjXPM6Xiw7sM+HbBjRPsUfqLCge6FfMr571SIp8TiIc88bh0sI40eQ8AQKC2B9IzsH9+zvRH26i45FeLrCJ/zRji2tBqNtGIIDEav5tZZjJN29ldhfwv2RrJ54OZ0XMyGFTinXwes42lIjeENu5PdRs5nZTrI9moRVZuJjTFaCtRnhhsChkAFEGgN0ozF842RbDDP+isd5nMqnOmdx34VYOawN2FNiEscCCOi6/4t99Xb6bi+lQV1Tdwoj9NWbhuGk/x+HbADIx3mFlv5b2OUG7Kn4DDnCkzzRDh0OMEyazUEaolAKsw7Nuw6IkKia10fzmQ3y+aexggTammt1bqWwXbAPTk5p2NXG8fbFgcB2yrc4YWfSYT/VSvTSrI7Lwe8JswUC+72RtjVMX7RZOo/7WGJJVzk7lHOrpIWZ2wxBAyB3gmkwjwtwtWeeczuGqUhtkgLz3kj+Ay7oScw1A64O4H2mUzL2HwX5csiPNEp3DZiHk+ZXgHF3yd5OeDcqfcFl3BcwzwWO//dGiYgcL+nnvEyhw+LN8HMNAQMgaEg0BriZid/tDHKNesdMEg6RNoTxWP+sA7FrnxcZyU54C7LPpjJ5nU23wJOFGUNFreu6eDXm87n/aEnVl0W5O2AW8P8wIKtPBFO7VpiOsSttqCNEb5XXcs21hoChkAqnP0juqc3wtHdaaTCJDuV3U3996G/RyrRAa9/WDscV3uSg23lewJTbPi1K8Ot7jgvDT256rAgbwf84VSaXA0s86TZsitn7J3pbNxYx98VjmiMEK+OJRsrDQFDIPsWK8g0y+J2T4/vvekwy8TmaJPvP/T3SSU74O502gLsoi6+Cxy9NmtmocKtXh9/MhXV+r6H8nbAjph0iEed9oTuKA92iW2bwSE2XPqPFJOnmHqkQ/8baywwBPIkoJNpbPPwjruejWQOnV3TUmGeEOFazzz+mqcoM6xMBMqRB1wmU7NinUOZt45jLOVklWzt6p93Wtyx0VzeKqfeapVdkANuDWW7pxzbGOUL3RecDvOQwgJvhKuqFYSx2xAYjgTSIf4pcKg7yt+71t8a4h6BJ71R7h2OTCppzYORB1yO9TpFnNpmsDeOI1b2RfiD2tzas/RpOXRXk8yCHHDPnOCuhWqQ5rTFUlGCnij/riYAxlZDYDgTaA3zoDidkebx2y4O6SnMcSnv1i82aYZDfW9UyyvovjhpmK3ScBLwTeC1ujU8XLcD15jX0720I+wLZs+c4PVPzWG+Zylf8kTZZ6hvWqPfEDAE8iOQCnORKI2eKOd2zWifxD3qYqJ74bq0Q3MNHYFacMDrD2r7425/h3Pter6W/f+UH3ua+d1wdsQFnYAdZj1zgtfDBSsVJiLKbd5ottC7uQwBQ6DCCbSGOVTgm94IB64/ATvV7oSnvVG2rHDza968WnLA633F4bjSLRyJcKGT6qbKZcPVERfsgB2IqTAfywnuAtsWZNeMxf911vOZjefwds3/dpgFGgJVTiBbWnYDzjYVpkVs9vTEsj1mzTVEBGrRARtH/NHNVJQD3lBOcJfIVJgrUZq9UY4ZonvWqDUEDIE8CTjBMukZfNAGW46ex6puv8dOAJbTrvCOPEWZYWUgUG1R0MUg0GF8Ii7KAW8oJ3j9U80sPO2tvGNluKF+MRcWsyFmjiFgCAwegVSYODbneGM8s94Bh/g2wh49i3QMnlVGk0OgWqOgi9m94eiIi3LADtwN5QR3QW+bxDXawCluz8fzC4vZFDPHEDAEykugbRqLxObVhkV8tUtTb6+my2uJkd6TQC2/gu5tt7scsUj2AKeuNfy6fhmX1+LdUbQD7i0nuNsrrCdEecwT5Se1CM6syRCoFQLtE7lZ6zi2YSFjutd/Nt+Bh36Hh6MDXv821Sl1+Rrn2w3Z9CWnYttVAvbQ70rpLCjaAfeWE7z+FBxgl4zF3M5Odtp4Ae+UzmQjyRAwBEpJwPkOnAqzzAWXuiM8tP53eArPY7PMvcTEc5SSdyGyhrMD7uL0/jQ2bajjlyq4M+0cM3IhKwphWMlji3bAzqJ6ywnuWnBrmJ86rxAaI5xSyRCMbYbAcCfQFubQDFzsjTCh6xTcPoXfqcUO7gVMGe58hmr9xgGvI5+trBXmdIUzRTiuVsqkDsgB95YT3P3Jpa6OV1w2M02HjKH6FTZ6exLomLiu6ET9UlM6df3rvg2cgltnEsbm5saIccBD9VtkHPDHybcGmC4ufoPTCtfPhdVexGNADthB01tO8PpTcJDTxOIAb4R9h+omNnoNge4EOiZyUaeXc3BxsHcuTxk66wj0PAXrboxo24i33PVs3L1Zg+E1eASMA/4k61zDh7uAsXRyZON8lg/ejpRW04AdcF85wdlXB7OoS3fwd4HveyL8pbTmG2mGQHEEUjPZ22XzgLRyU/1SflSclNqataFvwakwr2QsDh85l+dra7XVsRrjgHvfpzVhTrTgItvmhBEx/lwdO/pxKwfsgPvKCe5SlQ5xoArXe+r5jHmSrsbbpDZt7pjISgSpX8IWtbnCwlfV8xTcGuY+gce9EX5VuDQzY6AEjAPum2D7DHbP6Lp79N+rOPfTL9I+UOaDOX/ADtgxNj2d/9A58nHP4g+dhswbvLI9Rk1a0mDurdHVD4GOyZzT6eFCLL5oXkWvg5UNdgnwvtXGXQ1LOa1tBudklLGNEb5vbqjBJ2AccP/MV+zGiFEb8XNgJxG+6pnHf/qfVRkjSuKA/77rlJ9G0ocf+8vU2VvElktqQ0trM2lJlbHjxoqPETCvoj95QzjfyO1GTrctDs90UucSzvNGmWVuncEnYBxw/sxTYY4FrrSUU9xRHsx/5tCNLIkDdswP+vVFlF/EknJzb8sxaUlDt9FGc+8EOiesq4Fct4wxhtM6Ah/OZG/L5n6Xi5M1wy88EUYbNoNPwDjgwpi3Bdk5Y3GfKPM9DZwmc0gXJmFwR5fSAX8JuK09xS6LV8nqDS3DSag2aUmDu8FGW/8EhlO93f5pfDSiywkLeEX4TDW92itknZU81jjgwndHZ+FJt3OzCtM7bb66cYyXC5cyODNK5oCzp2CfxhUejSel17qdrSYtaXB21mjJm4DTcUZduBrm8/m8Jw2Tgc4rejL8n9XOL92LOH6YLLtilmkccPFb0Rbiy7bwE5RzKrVHfUkdcKhZ90L5fRvssjghG+wHXG1pSaZoQ/G/ANUy09njTCNfdux1pfld/WKurxbbB8POtmk8ZtfzeYGfum3OlxgbjPMYDFuGmw7jgAe24+kZbKfKfcArqz/gxKbnWTMwiaWdXVIHnD0F+/X/UBbGknJ+b6ZWU1pSxwTezXgZZbmY1DCP50qL30irJALOt2AVOuuXsnkl2TXUtrSFOMwWviPwD4X96zJ8sz5OZKjtGg76jQMe+C7/YzwNnxrNNQr7Ziy+OrKC/o6X3AFP8+kUFzxl1bFL5A1J9IavWtKSOiZyaWcjPwQSmXam1VIh8IHf2rUlwbzt2PB+5k4Rz3ojjOsIEO50cac6ucHmNFz2XwDjgEuHeE2QgyyLX9jw4xGRbNrSkF8ld8DOigI+fdASlkcTclpvK6ymtCSn2peQfYJa7E2zpyymdch3zhhgCAwigVSY1Z0W2280l7c0iLfN4gpzGi7/BhgHXFrGrXuwpWT4rcLKVCfHbzqf90uroTBpZXHAYb/uZMNScbFr9A35d28mVVNaUirMHcAxAn9xRzi01vpSFnbbmNHDjUAqxByBKzxRnuxauzkNl/8uMA649IxzcUhO+dkjXMqRDVEWll5LfhLL4oAd1UG/Ov0bXfEWObo3U6opLSlXmD6qymdE+Iknwhn5ITajDIHqJ5AOc6OtJBujXNN9Nc5pOGVxhSgH1qW4y3SYKu1eGwdcWp7dpaVnsI8qv1S43hvhpq42nOXT+EnJZXPAU/26ZR38MyMEFrRIr8FL1ZSWlAqxtSj/Uot6gRM9EX4xmJtldBkCQ0UgW2VI2M87jyM3ZEPHJM7v9HIC8HNPhKuH4o/ZULEpp17jgMtJF7K9DOq5VyDltjhG5q0ryjNYV9kcsLOAgF9vFvhULCEH9bagaktL6pzELR0eDrOUja00N9Qv5aLB2iyjxxAYKgJtM9nNtrnfG2HnXn+Xp7FpuiHbqxVPO0fJAt4ZKntrRa9xwOXfSQUrHeI84MS6Vm6rX8aV5de6TkNZHXBorG6hLpxvwPvGEhLtbVHlSksqR1Rr9oGhndfq2liQcTHZs4CtB2uzjB5DYKgI5B6UP/B8wGbSRy6l08whHeZclJMH+4/ZULEpp17jgMtJ9+OyOyZwXmcjRyIsaLc5e1SMd8utvawOOHsK9umPgRnxpHy2r8WUIy2pXDV+14S43AUuha8DYW+U18u9UUa+ITDUBNJhFtk2pzbG6PVhusvGjsmcl/Fki+M/bop3FL9zxgEXz66Ymc6DZqqD04FTRLnYE+VX5fycUnYHPHmMjmrw8m8bjpyfkP/rDUo50pKcEoOOvvpF7F/MZvQ2x/kWrBCx4F6FTm+UC0op38gyBCqRQNsUFgn8q2HRhr8D97S5Z4BW3fZcKw+QqcS1VapNxgEPzc6kwmylys0ibNoJJ20U4R/lsKTsDjh7Cvbr2SJ8OdYi0/paRKnTkspZZD8V5i8KTtWvM70NbCNz6CzHBhmZhkClEGibzMMqjPEsKqw1YdtELtBGjtZ1C/k9il2XIm0ipvvfWeOA+2dUzhHpIAepxY0iPPRuikv9Ja4BMSgOODhOvdjZb8EnxxLyx96AlTotKdvXtJ6z0i62LvX7/NZwNhf4W85aLOH/uefxcDlvBCPbEBhqAqkZHIOylzfCcYXaoofjan+dc+066hHqXXBSxuJw71yeKlTWcBpvHPDQ73ZiMo2beLlYbQ4V5QxPjD+XyqpBccDZU3CznoTyvS0T7PYA0utrqFKnJbWGOUtglifCQaV8l98VjKXC9QKf80Y4oFSbYuQYApVIID2D/VBO9ZTgXs91WfpTXYqr65fiFEUw1wYIGAdcObfFB2E+XQc/U+UdEU7zRvjfQK0bNAc8C61r8/MvgR9FE3J3b4aXOi0pF5X5Z4U5jRGuHSiw7vNNMFYpaRpZlU5gzUwmuWxu90SYUgpb26Yy21K01DEapbCtUmQYB1wpO7HODsefrAlxnCVcAtzireemgXx+HDQHnD0F+/QoES7HYpfYcum1pVmp05JWB9nEDS2uNFeW8mnbBGNV1i+Hsaa8BDRIc1qIe6NsWQpN5YzRKIV9lSDDOOBK2IVP2uD4lAaLa0SZ5mrjtx113Ns4n+WFWjuoDtgxLujT5xV+GU/KDX0ZW+q0pI6J/Mh2c7rWMcEzj/8UCqq38SYYq1QkjZxKJ+C0ddtuDB94I7hLYWu5shRKYVulyDAOuFJ2YsN25NLtpirsI8JrTtqdKrM9aebJYjr6s37wHXCzHoTNHSk3Oy97Td7rzcBypCWlw3zPye9qswmWKiirKxjL6mC8dPJowxJO6Q+6+bkhUK0E0mHeTdWz3Zg59Pq7m+/azAm4f1LGAffPqBJG6GTq0x5miLCfKgcIbGXDU/WtLOgr/W7QHXD2FOxXp5n3E7GE9Bl8Ueq0JEd3a4jrLWG8O8KBpeho1BWMZbWxUOuY6JnPNpVwQxgbDIFyEEiHeRnhYM88/jlQ+eUqlDNQuyppvnHAlbQb+dvSOotxrjTfsl25nHnlx55mftczD35oHHCT7onFQ5Jhl+hKebO3ZZU6LcnR49T9bAvzmK282BjlzPyR9j4yG4xlUafK0R6bqRKjpRRyjQxDoNIIpMI8Wwfn10eYN1DbzCvo/gkaB9w/o0oe4aTfpVs4UoQLHffjWsOv65dxeZfNQ+KAc6fg2QrPxRNyTl8AS52W5OjKBmVZxJwoNk+Enw50A9cHYwkPqPK2N/oR4IHKNvMNgUoi0BrmDyi/a4zy4EDtMs6lf4KGUf+MqmFENg/+NS6igVNtmy97Y+vy34fMAU/36WRLeDoXEd3ridF5xdu+hvesDLfVL+HsUsFOz2A7tXmxLjXymvqlHw64o1F6Gq+LyvN2g473RNi+lDnHpVqzkWMIDJRAega3YvN3T5SfDVSWcS79EzSM+mdUTSM+DLK3ZfGAbXP4yBhPDZkDdqAFfPqgCMlYQpzgqF6vjklcZjdwakMrvr46sRS6Ee/svsmlD7Se8/1ffnj2nvGkLCl0fvfxL+464afz2r7ytaM3P+8fWFxiKvwMhKaZW6kEUmEuBTLeyMCLZ5ggrP532Tjg/hlV24hUkL1F+JMrxVVD6oDDft3Jhuekk09H3xSnVGWvV2s4m3PVXurGB6FmPU5trhQIRJMygK5GagWb+df3NzkxetDGv7C8EY6qthvD2GsI9EcgHeIkGz7TGOW7/Y3t7+fmG3B/hMA44P4ZVeOIjom8t7bbkg6pA3bABf16p4A7mhCntV+vl4bZKA1xWzhmxDwWlxJ6wK+XCBzhqiM873+yqljZIb+e7LU+OPzRrTf+TIfNTqVKdSrWHjPPECg1gdYQh1kWX/XM4/CByjYn4P4JGgfcP6NqHNH18Dn0DnicNmPzakYILGiR5/qCmQozU9eV/wrIHNKlBB/w610C27/VyOdefVXaipE9axv1tLXzv1t901/e2b3ggcYotxQjx8wxBCqVgPM7CFzmjbDnQGx0Svq1T2WVdPKrhqWcNhBZtTzXOODa3N2ufR1yB+zgDfj0ehF2iiXkoP5wt4a5UZXVI6LZWpwlu3K1qv+8tr3gB7EkR4DkuqcVpiLYrBdOdD996PVNe7m8UXYrbLYZbQhUNoH3w+xUD494I+w8EEvbwhyagYu9ESaYgMXeSRoHPJC7rHLnVpQDntmkm3cKr6pwQDwhTpGOXq9Vsxjt6SCWsfjKyLk8X0rEu43VESNcPLu25dqzsaScUYzsac26qUv57yNbbfreCOvdw0ZEWViMHDPHEKhEAjqL0akO/tMYYZNi7XNOv6kwy1xwqTvCQ8XKGQ7zjAOuzV2uKAfsIA769VKUPWNJmdUfcieKTC2u9q4iJC/S3t/4Qn4+dXNtqqsnhnJTLCk3FzK3a2zArz/52qirvvrtTc57yBvhxGJkmDmGQKUSSIVp86QZmU+t2w2toX2idbPtto93x9nYnH773mXjgCv1t2BgdlWcA56wjY72tvNPlKNjSXmiv+WlQtxmCcvdEa7ob2yhPw/4dBcR5qpyQjwpBT+hh3y69Uaud158eKstUl61t5QYvXZ+KtQ2M94QGGoCqRm8oRkCjUVUfJs8RkedsNm1LUd4r7huzPPvlfQz0lBzKYd+44DLQXXoZXYFIFbEN+AuHEG/ngV8JZaQfvuNapBN0hYRK8Oh7jgvlRrpNJ/OdAl/yigHL0jK3ELlB/36m4vHHn7ono1/ONEb4VeFzjfjDYFKJZAOsdhSvtUQY2mhNgZ9+oDAP6NJ+WGhc4fjeOOAa3PXZ+985OPOyirKAee+wb5sK6fPT0q/pe7WhDhQhAu8fmb0LHJdim0L+PRQEW5XZWY8KQU5+enjdLdp7icXXt2074LGSDZy1FyGQE0QSIV5XCxu8syl3zdV3RccbNJjEE52J5kxB+msCRhlXoRxwGUGPETindTXinPAjkGBJj1JLE6LJdgln0jkVIg7RXjZE+HacrAM+vR0hNM6OwgufEtWFKIj5O+cfd+C1haoAAAgAElEQVRW2+6zRd0b40vRPaYQ3WasIVAuAqkwv0J4yjuPe/LVEdpCP6V1zHVlmDFvpZSsH3e++qt1nHHA1bpzfdtdsQ54PNowys+LwBWxhNzVH/4PZrJ5nc2zYvMFT4xX+xtfzM+DzXoTysw1GfZ4fqWsyVdGsFn3PnrU5f93/JgLrvdEcF6vm8sQqHoC529z95w1naNX3bz8kEPyWUw2xc/HPJTbYiskb6edj+xaH2MccG3u8KTN9HHsCnsF3YU66NevAVePbmT7x/MoiuHkFNpwuifCnuWJqlQJ+HhALBrdLRxcyOuzg5r/9959W2/XNqKhs1nmYF671ebv07Ba1aQx+nvLYttF78i0fBYe8unlCjvGkjLg6ln56KulMcYB19JurltLwK8HW3Dnmg+5uaK+AX+EWiXgZynKPfGk3JDPFqTC/EZgoSfCTfmML3RMrsrVkwqvxhNyfL7zJ47WW45puvl70VV7/PSBlZNOyXeeGWcIVCqBgF/3EbgolpA9+rNxwsZ6SUMj52baGLt4lazub7z5+ccJGAdcW3dEwKdHiXCj2BwYXSELK9QBQ6hJD1SLu+w0O8x/V97vbxs+nEqTq4GnUfbzRhlAU4XeNc3YSsdkOnEKhdwXS8iP+rNp3c9Vgn5eyrTjWfC2bJPfHDPKEKhcApM3U19DA/+IJaTfYhyTt9CVdgcPLV0lJ1XuiirXMuOAK3dvCrUs6Fen69+5kmG/6Er5uzO/Yh2wY1zQr/OAJ/N1dqkZfA2b471R9ikUTr7jA026jQgxsTgv2iK/zGdeoFmPRblbha3mt8jyfOaYMYZAJRMI+vXdzg7G9xWYGPbpFFv4kzvBVoV8tqnkdQ+2bWdt+btsusq1bxy5/2DrNvpKRyDUrBeockwmw74LVsp/uyRXtgNu0j2x+GM77LA4IW/ngyMd5g9rA6aeKkXD8N70BXw6SYSnUL6aT9GQXJ1pJ0DsV7GEXJzPOqphzO4b6bk0wHPvyFXVYK+xsXQEAn6dK8IlsRZ5qjepwWZ1Aq7+FWuRH5dO8/CSNGkTzTrgJe+KccBVufXZz6k3W7BHRwf79XxgrWgHnDsFzwaejyXk7Hz4rwnjt+ApdfH5xmd5I585xYwJ+nRfhPtU2TuelCX9yci+flAuiCXxg9j9ja+Gn08ao7e7vRzn7E/rGv7w3GrjiKth30phY9CnP1fhxXhCfrIhedO30LFWHa/anWw//01ZWQqdw1FGV7pKPCGmaliV3QCHo67lPu5SYUdPA/vPeU3e67mEinfAzmkT4Vmx2Cm2XFry2YNUiG+IxWGeefTbXSkfeb2NCTXrcWpzpUAgmpQ+vzuPH68No95jhcDJ0YTcNxC9lTI3vJlulGngjc527qxv4BsIh/d1IqoUu40dAycQ8OupooyPJWWDtc6drmDADrEWOWbg2oafBOftkncjPKLsqcIzxgFX1z2Q+3t/v0DjhxkO6S19teIdsIM90KzOa+U34wk5Od9tSM/gz2rzoDfK3fnOKWac84QqcISrjvC8/8mqvmQE/HqxwOdjCQkXo6sS50zZXF+xO5njbuR+tflTag1XP/d+vgFqlbgiY1M+BPqKhHY+uaT9vOFSvhBJyqJ85JkxHyew+8a6qnEko53/d233qEuNA66eO8Sp6DjSxcMKa1aP5isvvii9NgyqCgcc9KvTe3RZJsMu3T9g97UlrXuwpWR40oa9R0RIlHP7An69S2D7txr53Kt95C3noqhXiotw9A2piTaFE0fr9fVuTlqwko0mjuaHnkacymHmJFzOG64CZPcVCT1xjP6svp7DF7wpm1WAqVVpgpNr7fbidIbbwjjg6tnCWdvo6HQ7j4vyz1iS40EyfVlfFQ7YWUDQr3cCnlhCjsp3O9IhTkLY2xPhy/nOKWZcLsjqzygfxJIc0VcJzew6lI1iSTmiGF2VOCfo12dU+XU8KXcEx+reuLifDEfEVvYeoFOJ6zA2FUagt0jo3FuRZ5askhMKk2hGdxHIvmEQLkfZTeFqcwKu/Hsj28q2jidVmBNPcFo+pZSrxgFP9euWdfCKbRGYv1yez3c7UiH+isVd3nn8Nt85xYzLNZJ4FuXZWFLO6E3GNJ9OsYT5uW/aZSmdWYz9A5kTbNJpWDyExQ6x5ZIyTnggNKtn7oYioWdtriPT9Sz3dDBuzlvyYfWsprIs7XrDAMxReN444Mran57WTBur27pcPCHKPdGkXJavtVXjgJ0FBXx6vQg7xRKSd3BVKsTWCLMz7Xx25EIKaqaQL8SucdknoHpiKDfFknJzb/ODfnW+iy2LJeRbheqo1PFBn96vsCyelGx/ZqcOtvkmXKm7VRq7NhQJ7UTGW3V8dtFbskNptAxfKc4bBpT7sdg81iKHDV8Slb3y0Fj9jLqYLXBFNCG3FWJtVTngXGrDywoHxRPiVKTK60qHOV1hqjdC3q+v8xK8gUEBn+4iwlxVTogn5aENyQn59Nsq3GoL29VKYY5ct5uFdTY7zV0hbznrnjRGr7UaOGnkSkabQgzF3lGVO69nJLRTrvXDFO90prl52Wo5v3Itrw7Lsm8YsjFYTHV3sLl5o1B5+5Z7+/dnVc6IJ+U3hVpYVQ44e7Ly66UIe8ZaxAlQyOtaG8Qg6TDPWHCTO8IGnWJegvIcNM2nM13CnzLKwQuSMrfntNzr6qTCL+MJOTVPsRU/LOjXWxwjYwlZX/M66Ncn1j78PNZbvmjFL8oY2CuBnpHQQZ9egbB1IXEaBm/vBCZvqvMbGtgZYeO2FLcvWSXfMbwqg8BktL5zc85prOMcFY6KJ+RPxVhWfQ54nG6CzUsCR0cT8mS+i04H2V4tHu202GOjuWRPaOW8Aj49VITbVZkZT8pLPXUF/Hq7wNclwzbRlfJmOW0ZLNkzm3TzTotXpJOp0Tfl347erjcCGWGnBS3yzmDZYvSUn0D3SOjpTTrespgjGT5TK/dz+Qn2rcGpguX2sB+Qam9j/uJ35LNDbdNw1+/EOLTXcYIKZwJvp9Zw/7LVcnmxXKrOAWf/qPvVqYp1RDwhUwpZeDrMWars7I3yzULmFTs26FMnJee0zg6CPUuQ5V5dxBWuiSfk3GJ1VNq8gE9/KMJusYR8pcu2oF9/6qQzdj8ZV5rdxp7iCDjfKeva+XRnAw+o8ksnEr44SWbWBh7SnRoDTunaf6NEYkk51lAaGgIzt1ZfRwenCThvIZagXBtLilOlcUBXVTpgpwKT3cBLqpza23fWDVHRw3GlEsxT5bIRUR4bELk8Jweb9aa1talnrsmwR89qKEGfPo+wjbuBrTZUpixPFRU1LDhOvdi8is0hsRWywDFuWrNu6lJe6e1tQEUtwBhTEAHnOyXKayJsG0swM5/Ui4IUDOPBuSI/jgOOAh/EEuKchs01iARyb/B+AHxV4U+O482n9HC+JlalA3YWl2vt9L1YQpwiHXlfbQF2sV085LEJS4x3855Y9ECVgI8HxKLR3cLB3YORnDUo3IxyUTxZ/GuMok0r08SAT78lwtGxhOzZpWK6T0+zhANiCdm3TGqN2CEg4ERCIxxr20yev0JeHAITalblegcsPLQ2z/5T8YRMqNnFVtjCQj7dA+FMhb0U7rYz3JhvEahCllK1Dnj/7dX9Xiv/EOGyfNsCdoFpC3O+rYzzRsm7tGUhUHuOdaJD29p5UuHVeEKO7/p5rjLW6wptrRm26a1e6EB0D81cdU0Zy3uZNm5f+p4430pwipWkxvJBW5pblq3Or7HG0NhutBZCIJd+ZsWTUtZiN4XYVCtjuxywws9EOSSWFF+trK0y16FWwMeXgLOdNzoi3NIJPytn7ErVOmBnAwM+PUqEq9oTbLcY6ch3U3U8DakxRMXmHG+MXtup5Ssvn3E5Z+ukTt3Xvb9xyK/3qvIFsbg02iI35COrGsZMHKO31dWx/8K3ZNsueyeO1utcbr6z7UpGP9BPibZqWONwt3HCKL3C4+VssYjGErLHcOdR6vV3ewX9I4Vz4wk85hV/qSmDc0BKt3GcrAus0rWVCq93u/nVnNckXXptH5dY1Q4Y1Ar4WSLK3X0VvtgQxA9nspvL5vfpeoJj5vCJNlHlAB9o0m1EiInFeV2n9uC6nsdO/pi1ejTb9FW4uxw2lUtmrhvIG3Ynu3VvRxf061Ni82B0RWEJ6+Wy08gtjkBwnG7S0cHr2smtDW5OiCVkk+IkmVm9Eeh2Ar5UlO+Ize4mwrx094sTm1IHJ6lyisJ/1n3f5Y+D2S62yh0wTB+nB1g2d7s7+FShieprQlwiwqjGCL2Wjizddq+TlG2vCLFUG1c99644ARZOVPc/BTKq3BxPys9LrXOo5Dl5wSL8t/vJflqz7u6yecJuY8f578r7Q2Wb0TsQAtm4hj+LMCeWkGt7qwk9EA1mLnSlITnNGCz4kmY4OrZSXjBsBkbAKRtZ5+IMhW8I/K1TuW5D9RoGpiW/2VXvgJ1lBv06T5TZhdTgdObpLDypDuICp3gjfKJgRn4ICx81cWO9yDOS74pwTbRFrnfSqkT4Mspm7gQ71krVqLBPp9hk307s2p2S05BC4O1oQs4pnJ6ZMdQEgn510vlmxZNOv23RDdWEHmoba0G/01XK4+VExwELBBWujSfkr7WwtqFYQ663/FkCBzufAlW5bkM1GgbTtppwwIEmnYXFH8Viu9hyKSiyec0MJlvKPR4ISIQPBgv+tGbd0bKZjfBoBq6rA6c94RvY3BJbIfcMlh3l1hP06Qs2HDc/KYu7dIU3U7/dwN/X1oqeFF8hr5XbBiO/dAQmjtaLGtycZ9XT3PW75lRsUpvXlqz6KPe7dBqHr6Rs8GYbK1W4cW2R/+1seHJ+Uu4dvkSKW3nQp/shnOVUxwV+3l7PTxa/LsnipJV2Vk04YAdJwK9OVayl8SJOVakQl6nQ0BjBKfAxaFeutvWDQFoVCyEpMCmWYHytBFsE/foDha16ltwMNuuFqoyPJ+TIQQNuFA2IQNinMzPwYGoNtzz3vvy4S9jkMfpHLEaZSk0DwrvByQG/3i3wPwWPJbzpvDErvZbalDhhjJ7v9eIUBNpUlRs8ndxe6GfKcpOpGQccatKpavFMezufWvx2YU83uhsj2jYmZisnNEaIlxt6d/nbb6/uzVq5UeAbqsTsDJM72vnV0vdqo0Z0rkPUsvYEW3aPVM8V7PiXWhwWXy7zB5O50VU4Acf52sLvLOXISI/65oFmPQ5lz3hCvlG4ZDOjLwJOIBawt8AjCpsXc8AYboRzwa7XANu0d/In3uLqQrJkBpNXzThgB1rQrw8rJOIJ+W6hEFvDBCzhdvf7BOV51hQ6f6DjA349R+Cqjnaex8U2i1YyZjCj8QZqf1/zp2yu/7bbmb1k9cf3JeTXbyh8M5aQGeXUb2QPjEBfzteRHG7SA2yLkwtpEzowi4bP7Fwk9EUiXKg2O5pylL3vfa5CotOF63BbuXR+knsr/U1iTTngqU366TqLRaLsHE3K64X+mraGuUaUdm+UCwqdW4rxuX7H38vmotmcUCvfgieN0d9ZLnZc9LZM/jgntYJ+FqtwZbxF7i8FQyOjtAT6c76OtuzbJ+GnsaRML612Iy3ngM8DngUyphzlhu6JbAGN4530TpR72+HqxQlprYa7p6YcsAM84Ne7RKmLJeWYQjdAw2yUhrgtHDNiHuuDhgqVU+z4qX7d0qW8JILTNUjbYXy13Eh9vkYbp9Ox+cWGSumFm/WzGZs73x/DzrWSA13s/lfavN1H64VeD2e6hC/0fO3c3dbcK7+nY8mPiq5U2lqq1R7HAVswUYWpqrxpylF+fCdDzbqXKtejvICL82LLpaWa9rrmHLCT4+Vy8XfbZmoxtWlTYWYq3OKtJyBzKHsllJ43y+TN9b9kWNTgYVeUZMbiy+UshTYYN2uuFOcqdwNjNlRdJuDXRwTmxhJy3WDYY3T0TyBXa/281BpuXbZaruhrxmS/NjbAm2v3b2T/ks2IQgjkvgEjcATKGFOOch296eN0B8vmWmAzsTkjukKcLJKqu2rOATs7EPTpjWS7s4hT17PgqzXMjaqsHhHFCYAY1CtbwrGeL9dbHKgWTnDSq50Z9lu4Uv4zqIaUWFnAr8uw+M6GAq7Cft3Jhkg77Lw4IW+XWLURVwCB3MPSz1F2sS0Om98iy/OZHvRrKxabxpZLKp/xZkx+BLocMEq7CD+KJaiv9O+a+a2suFETRutor5eLVDgQ4cJq/3RVkw7Yibx11fMyGfaNryw8wnbVLEZ7OohlLL4yci7PF3erFDdrPNowys//VDlAhHMUJgiMwuYrsRXyTHFSh35WrvjG4mhiwyUonZ7BAnY0URvR30NPvHALnE8gdcKDovzjzUZOfPVVactXStCv/xVlVjGxF/nqGI7juhywpdytwmt2J03dS7sOFyZOM5c2f7YX7w9Qbne7uXEwajWXm29NOmAHWsCnl4kQjCVk72IgpoLsrRZXe1cRkhdpL0ZGsXOCfr10bQusrW3hCpcSV+GHolwKXBpLyK3Fyh3KeUG/OpHpk2IJ+eaG7Jjs180a4GULwpGEvDKUtg433ZPR+szmnOWt4zSyp6zC77GgTxdYcHIkKYuGG79yrrfLAccTcknQrysETo8m5L5y6qw02dlCGnCtCPGODi5c+JasqDQbi7WnZh2wU2jbUl4Gjiy2fFsqxG2WsNwdoc9vYMXC721eeEv12xleaYdt6+EKgdVkuEddPAb8Lp7gvGpLUQr0EYjVxSFb4hBmxBPyxVIzNfI+SWDyGB3V4OXbwOkKb6fX8MCy1cX1pQ749DFVbp2/Qv5iWJeOQHcHnCs2tLx7S9PSaao8SdObdLxlcYMqDbbFGQta5LnKs3JgFtWsA3awBH3qhO87fTSnFYNJg2yStohYGQ51x3mpGBnFzgn49T4LlqrFvdi8gMW6eso2f3JKVrrq+Ma8/8mqYuUP9rz+ArEce5wOShuv4mWXxTcjLfL0YNs4XPRlXzXDqcC3FRYoXDc/IU4luaKvkF/vtm3mxFfIr4oWYiZ+gsDHTsA+vUeFgz0NNNXC69fetjv3NsyJv9lL4LxoQh6p1Vujph3w9E10Y8vDSyjfiyXl4WI2cU2IA0W4wOtnhjxAphgZxcwJ+DXsnHa3TLDtG36uBjaOJ+SE3cbqiBF1/AxlitocUE21lPsKxOpiFGjWI0Q5L5ZgcrWd8ovZ58Gck+tEdSbCYSgP2hmum/+mlCTGIehXp/KQEwltItlLuKndHfCkTXWOu4FwOs0dS1fJSSVUUxGinE8h7mZOcdoDinBLWwu3VGoFq1IBq2kH7EAK+fVUhZNiCdmlWGipEHeK8LInkg17H7Qr6NeltnKZWsxxKf+yLabPXy7/cgzIJeifYAmHRlpkUMtnFgtgymY6X2xeWviuHNeXDKe7lQp3xFvkl8XqMvM+IjDdr58X+IGA8ybo/3XCTxYm5I1SMnI6egGbxBNybinlDndZ3R3w5E31bw1uduloZ8Wit2ViLbEJ+fWLa+tdXwU8tTbg5pLhkg1R8w7YqTlsd/Bue5q7l66Wk4u5aT+YyeZ1Ns+KzRc8MV4tRkYxc4J+PV6Vr8eTslfApxeIsGss8VHHmZBPv67CDaL8MJqU/1eMjsGcM2WM3iJ17LPwrb4fhpzvxWLzIBY7mLSW4nYo6Ned25xPJ65sMfpNRLiprZU7Fq+S1cVJ7HuWqQddDqrrHrQdydkgLJ/+XMk2bQnHE/Lp8mgcXKlTm3WCy+YGEdptm+8XU7thcC0urbaad8AOrgmj9eJ6N2faLrYr9smqLcyhNpzuibCnOKUiB+HKNSx4w7bZI6W8PsLFv4H9YwlZ2qU+6FfnSfhREX4VbZEfDoJZRavIvj538UZ7im37cwQhv96nwj9iLR913Sla8TCYmM2lVmapMAtllgiq8ExHB/8YjGL0ph50eW6yHkFY96HZ3/Xb7TS++e/K++XRWn6pTqpofT0/ViUAnBVLyuzya608DcPCATvYgz49HWG/WIIDiv22mArzG4GFngg3DdZWBvx6tQijYi1yYsCvp6zVf2DPerDZoBrNRki/3J7m2/05t8GyfUN6gn51GP41mpC7+7IjW97QYkl7O58utLvVUK5vsHR3d7gCezp6HYe7Nhd3jiXMGexULlMPujw73yMNaTbKTQgXrD0BXFJsdkd5LM1Paq7H8RkIJ4jNtQ0ruH0O0pnf7NobNWwccNYJ+/WhtVGES+ItclkxW/nhVJpcDTyNsp83SsHNHorRGfLp1iq8kGpgq/bXaB3l55WM8M0FLfK37vJynUDucCoYWcJBkYT8rxh95Z6T+9bjfJN3cvv6vEJ+vVphs95yh/ubX2s/331TPdfrZnfH4aoiCHOGyuH2ZGvqQZfnbutxAo6pcIbYHC7wdiwpV5ZHa3mkOgGWKJetDSD9czrFj5a9J++VR1P1SB1WDjiX97hQ4eRinx5TM/gaNsd7o+wzWNvstFlEeSaWlJuCTXqMWpwUT0hwQ/oDPv2xCN+wlS/OT8qgN5Toj0mu0lcibbPL0hXyVl/jc1Hs/8wI+9ZiDmB/rLp+Hhynu2JzAzCus5PfNtRx/2CfcPuz1dSD7o9QcT/vcQJ2UiEPUWE3lKOqJV8+16v9RuBtLH4QWy6DFkdTHPXBmzWsHLCDNeDTSSI8bLkIRt6QRDGo02H+gPKUJ8rPiplf6Jxgs+6N8otYgh2duUE/zwv8sLf8uKBfnWpTV6pwVryl8vIynbKUKiyKt0i//EJNerJaHFZsRbNCWVfSeOc7WV0dFyMconC5J8HPKvl1nakHXfq7p0cQVrKzk4kuFx6xmB9LyNjSayydxOnNOs6yuQJhVxHOjPZ4a1c6TdUradg5YGerQj79tgpHuxPsVcwftDVh/BY8pS4+3/gsJU3n6O1WCvr1RRHOirbIY7nXuJfHEuzW2/fsYJNOw+KPTtpJLCEXV9ItGvLr5xV+GEtI9ttlX9fhqOv1sXzQmebWJavlrP7G18LPndNkvXLG2raUzjf/X1l1XFUNRVdMPejS3309TsCpro5iQb+uFGVaJdbezr0NOQfh6yhXxBLcXWzcTemJVpbEYemAcyfhX4uwIpYo7o96KsQ3xOIwzzwOGowtne7Xky34Qiwh+2dPwT6No9wWWyH39KY/9/34cYEl0s5Jkbflg8GwtT8djlNd7iOBi0n59O+cMEqvrvPwXV3JmFpPzA/49CiEKxEWkOEH1VRoxdSD7u/OL/znXQ7Y08BVbe2siiXEm/375ddHEH5TWd2AVIJNHI3FRcADVjtXVMrfnMLJD86MYeuAc09pMYUL4gl5tBjc6Rn8WW0e9EadJ7zyXrM215Ft9bxhW0xzinFMa9a9XMqdqxPs9CLSa7OIbPuuxqx9TnOHg/NtL1fe1WT/gNy69gn51XiLON+G+r2Cfv2zCn+Lt4jzLbTmLqfymWj2Oy8qfD+ekEi1LdLUgy79jnU54EwHP6+rY2lXP+CAT88HNo0n5czSay1MolPBqnNzzmys41DgNVXOrqYHx8JWW9rRw9YB507BuyA8aWfYY8FK+W+haFv3YEvJ8KQNe4+IUNT35EJ0Bvx6s5PfGWuR07OnYL/OVngsnpBb+pajEvRnmzoc1Sl8oRICmkI+3UMtrou15Fene1qz7uhSopJhfHSlvFkIt0oe60QP4+I6lGko58WT8ptKtrcv20w96NLvXJcDFnA6ID3cVdEv4FcnCPTieEJmll5rfhK7NfM4Q+Gt9hQPLFlVXDOP/DTW3qhh7YCd7Qz59avOieMtLzML6X/adSukQ5yEsLcnwpfLfXtMH6c7WDYL2qF5cUJacwFlf1mT4VPPr5Q1/ekPNOtJTltDgVOHvqVZ9qHgjc4MeyxcKf/pz/bsA5Nfr7NgVDQhTgefqr5mbKVj7E7OVThWlVs6hBudPa3mRU3eVJ/G5r3Fq+SQal5HJdne5YBVmC3KjV3ZD5O301ENaVrGJRj1ADJoNeodNk7dARecJvCtUjXzqCTmg2nLsHfA2ZOkT7PRuLFkcQXOUyH+isVd3nn8ttybF/Tr4zY8Oj/X2D7o19+r8kI8mV9u83S/zrDgDwi3DnWVqZBPr3fa4OWbz5hLS3pZlYPiSVlSbtblkO80Fk/7OcmJYkd5uLOTS2ulv+nkMfpHLEYtfkc+Ww52w1Hm+hOwEkc4vXv+vBOYCRzVvTJeORmVs5lHOe2uZNnGAQPbb6/uzVPMdb7BFXMyTIXYGmF2pp3PjlxIWZtFh5r1QFWuieVqweZezcYzwg4LWuSdfG62aWN1W5eLx4FIO5wyVCevXPWku2JJWddqMY/LqY8NHB9LyIw8hhc0ZPeNNNtI4LkPxCkKP+DLaavmztBku2iyFJ8KzcCxwHIsvh9bLi8MWEkFCTD1oEu/GV0O2IKXbfhSPCFf7dIyeTNdYmd4aekqOar0mj+S6GQt2N2aedjCzZUSS1LOdQ+GbOOAc5Qdp2S5eFbgc7GEvFwo/HQ429R8qjdCWX8ZQK2gn38ifCfWIk85dgb8ervA6kIiuoPjdBPNcK/AZlYdXyo2J7pQTj3HB336byV7os2z37JaAT8LBG6IJaSkbxx231iz/ZWfe1/G9Lau/bdX9+o1NGUsfJbSpEKTKD6UJmTdv9n/D5wcTeezgPNAlnT+VUi2t/HuknfkioFyq8T5ph506XelywGjrBCYEEvKiV1aJo3RRxE8S96Vz5Vac7Y1oA/n89wPBqOZR6ntrxZ5xgF326mAX78gyuXtQqDQU6GCpMM8Y8FN7ggPlfMGCDTr9wXCsRY5zNETHKfN2LyAxa75pPV02eakAzm9hgUOt232H4pOJCGfXm6DxpNyQb7Munold8DOhe5TXzomjNLL3Y2cbSn7tCvBehebCfiAJj76d4TASlVWIKxASTr/qpAUZYUtrHDZJEeNYMXjr0pbvmuqhXGmHnTpd7FbEFZaYXT3do9Bn56GxXi+82gAACAASURBVDaxFjmjVJq7BVadpvCOpVzfluS+Wk//KxW/QuUYB9yDWNCv16rSFE/K0YXCTAfZXi0e7bTYY6O59FlmsVDZ3cfP2kZHt7XzP1F27UrEdwKUgI3jCTmhUNm5Jg8XrnUqJ8aTUtaHh562hcbqZ9TFH2MJ2b4Qu0N+vddWXivEcfcmf1qzbuqCvYB9sDkSYaTzfVaV5y3hP7aQtDKsaHOxothuWoWsrVrHmnrQpd+59Sdg8Ai8F0t89Hkk4NNvIUyPlyAo0QRWlX7v8pFoHHAPSk6QTJufv6lyTzwpd+QDsfuYdJizVNnZG8UpB1m2K9isP1dldTwh5zhKsk5E+ZdtMd3JEy5Uca7c5W+dbiv5BkUVqqO38QG//sNWjl2QlEX5ysyd+p8XZVKh1YCcjizpdpxvyPuI43RhFyDqdGlSCyeS1wnKeyGWkOPytceMA1MPuvR3QbcgrCaFZfGk/LxLS9CvR7KuOM/XitVsAquKJVeaecYBb4BjeEv12xliqhxSaLStHo4rlWCeKpeNiGZbBJblyp0c57zVSHNX+lTApxeIsGssIU4T9oKv0Bb6Ka3DaXn2V7ebM+a8JumChRQxodiiAtl5FpPiLdJPCpha031MdAn76DqHGwJeUvgr8FdPA/O6rzWX7rUMODWWkDuLWNKwnWLqQZd267udgHe24I/dg0QDfj0Y+GYxTRlMYFVp96lYacYB90Iul+h+a0eKaYX2120LsIvt4iGPTVhivFvs5vQ3L+DTp0X4dSwhdzljcw3v/w3sX2xqghO527Au6d/T2cGXByNFZsZY3S7j4plYgq1A1rY6ze9yAqJWreEltfjm/BZ5+qNZak3fgs90Cgc0WExC2AvlfSz+z3G4GfhbfxHjgSY9Viz+X+uH/Pi59+XH+VlkRpl60KW9B7p9Aw7k3k6tb1yfe2t1XiwheXVmc14zZzIc7XbhPKBvJsINba3cUejft9KucHhLMw64j/0PNesFqkyKJcQpsVbQ1RbmfFsZ541yckETCxg83aeHWZJtajCpa1rue+6B+fTb7U2VEwHZ0My1KF+0YL/BaH0XbNYFGZszFyRlbgEInO5WhwpcurYAxOliEVQIIwRR3lWIZDL8s66B3xXTAi0wVv+Ki7BAqNgHmkLWUgtjTT3o0u5itxPwvk4v4PktEl//uz5Op2NzU2+tSZ30yk1b2UNgXwGn//Y4FZ7qaGcpb3G1Cawq7V4VI8044D6pZVN+/oIy2+nFWwhgHU9DagxRsTnHGyObLlTqy4libvHzXxuO7KodnOu3+4oox0aT8uxAdAaa9QxRznP6CztdmAYiq7+5ji6U7eMJ+W5/Y8Obqd+uyzpa51XyDITJCsvXBqU9iBK1OolE3i6u1WR33U5EqOVmRZ3FuxYEIwn5X3+2Dfefm3rQpb0Dup2AnVPrId1TJLOfoSx+G0vKbl1ag+N0e+yss3X+53Qb+5dTo0BsZjckiRbT/a20KzLSuhMwDrif+yH3SnYB8PVYQqKF3D4fzmQ3l83v0/UEx8zhvULm5js26NPznH6b3QMxgk16jFqc1NuTcb6ynXGBcbq/2PwSuDaWECfSuixXNqgqw+JxSZo3VFrPKZLhHcmn1wZKOQ53DEpsbc52RJSI7eTbWjzqqmPnUrft231jvaBxJGejvN6eZoZ5Xdf39pt60KX99egWhPUdpxdw909CuYI6zmeo76qud7pODvuTKjyRaeeJwfiEVNoVDy9pxgHnsd9Bv4bWns7ubRemFZqGsibEJSKMaoxQsly9j53S1n2z/W9dPTvOfV2cgg9OPx3n5P68U+4wmpBH8lhin0OyQUkZZovw2HsJftBX96WB6Ar69RkbLp+fkCd7ynEccIOXegsemf8mf+/ZXzTo1586C48l5JSB2LChudnGEcKf15bAXPR+kv3Ktf5S2z0U8kw96NJS73YCPqerF/D0Jh0vLvbD5gsi7Kkwf+2z8mwsZseXs9D03i3tHpRTmnHAedIN+vR0hP1iCQ4o5AbXWXhSHcQFTvFGKOj7Zp6mOV2RnBPq67GEXNw1J+TXLypcHkuwWyH29qYzNFa3UBd/UKWzXvnK3BVS8jznkF9PVpgcS0jBKVxOc4NMJy9Lhr2jK+Xv+bLLd1ywSfdUi8dEeSSW5OuFBIvlq6MWxuXqQW+8+B1x8qrNNUACjgN2qtWtraR2IsKdrDvpNgjMtoU5KLfGEzJygGrM9CEiYBxwAeCDfn1IhSXxlvwaH3SJXjODyZZyjwcCEuGDAlTmNXSaT6e4hEdXJ9i6++ks6NM4ym2xFXJPXoL6GeTkz7a147yG3s+22L+YfOO+VMxs0s07LV5ancBfzCkz58APiyVk71Kst6eM6U36WctxwnBLNJd/XQ491SwzWxwCpsWThReEqeZ1l9b2bKewCVlnKxzjlKsHOlB+7HzPjSVYtu4BMDuuM5YQV2n1G2mDRcA44AJI58q0LVQ4OZ4QJ4c07ysV4jIVGhojnJ33pAIGTt5CV9LB7xevklO7pk1r1r1cyp2rE+xUjEPrTX3Ar2cL/MCGo+YnxEntKdkV9OsTNtw2v4hX505Q2nIfS50+qbGkPFwyo7oJctLTBP6SbuPnS9/5iHU5dFWjTCcqHfhaPNlfbnY1rq58Nju12cXm87oueGpfoN1xtk5VPiAlsHtXL+DuVgT8+mEHbFHKkqzlW6WR3JOAccAF3hO5HrwPWy6ChTQw0N0Y8ZvMJcvvSpx4699WNeVd9zhf8yaP0VtddXx2wVsyvvucoF9nr20S8Vg8IbfkKyufcUG/fmltfeRfoFxZaIR4X/Jz3Y72jiWK6/AyvVk/KzZ3jhnBLuWqxTxxtP7Y08gPUymuXLZKfpgPr+EyJtCksxAujidNS8K+91ytwDimYrO/43AFdnPS5rJON8PsrrrsuVfQAYVRGwqqDPp1ZZ3NZ8rxSWi43LNDuU7jgIugH/Lpt1U42p1gr0LC+nffWH/k8XJOXYbNIm9LSV9FO71yXR5e/zDDuOdXitOFJ3vlHhj+sibDp7r//0Us+xNTAj7dRYS/IPxxXAs/KEVj8AmjdbS3kf9g0RxbLqli7Aw16x9smyXxZPm6Dk3eRG+ud/M9y2JGtEVixdhZi3OCY3VXdXFvPCG71+L6BrKmqZtrk6uBfUWzJ9zPA073LSe4cXab8vSGTrG5ICzHQTvdzpzT8ceugF//Y2fYe8FK+e9AbDNzh4aAccBFcg/49NcirCikBaCjKujTGxBGFRNo1J+pQX+2Pdk9sRZ5oMcp+Pdry2o+Vw6H5PxRqavjEYR3M8LX+6sw1d8anJ9P3lz/ZXfy1NJVH7Vey2fe+oeOJt1GLBZbLnYt5C1FITqye+nXa9Z2Q/qOrQSHopNUofYOxvhcje742hKeWw6GvkrW4dSVb/cRUov9csFTOwBz1t46T0gnj0ffFKdqXZ9X7gT8FYXnuvcC7poU9OkLYnNkOQIP+7PN/HzgBIwDLpJhrvB8TOGCeEIezVeMUz7xvVaWKJxbyLx85Aea9VjnFz2eEKdI+/prWrPu6FKiGWGnUjjInrY4LOrhZoE9XRn2m7dS/pOPvb2NmTRGf1FXx+cXvCXbFisn4NPLLGGbaEK+XqyMfOaF/PqIwu6Wi1A5nX0+tlTCmOA49WLzdiwhIyrBnsG2YfoWOrZd+IanLvt6eR+EN9RJEYLZbzcyt6tue752ZR2w8h1wou8/+UDqBFqqi9Piy8VJRTJXlREwDngAG+a8gl1bjelJO8MehbwCmu7TyZbwx3aYWGhecV/m5lJx/u1uwN+zkULg/7N3JfBNVdn7Oy9pS4sbCkJfwYVx3FCBJm2TIqKjuOO+jfv2VxwdR4EmgAiRvSnquI/LqOOMjiso7isukKQkLaKguG/0FQRFUVpok3f+vWnKlJI2L8nLUvre7zc//M2795xzvxs479577vfJ/EBkG6siiSF3/bVeyJOJ8DdinJ0MC9eR/XinLTn4zqziwETPtiIfBavQjiUsFeMWdH99G8KEIHmNeRj54beUEsKVVMSeKptCkCEvF7unS8wjVePQajfCSDUGwGkgHCJUtZqDCMCMR/0K/aDVTrR2kRXwpKYtWBLtapdd5reIMNtTR+8k48fomxkEjAScJO7lMp/HhHHr8jEynq/bZHimuwpZFF0RcF9HAo7I1uDHkHCodzXVJTnsTrvbivgcYoiCr+lehe5J1E95Ef9bZfh9Ct2ZqA27zOczMM6noCSV93Yj2PoJ4TP4Y/Q+a090/JnqZ5d5tdSEUj3oQDM1hq78hiVLi8I0j2Og4hQm5LecnIhdsJeagbf0rEiOJOBpWzbjtdqfSRRsbfPYZBZEOw/pvZuWjbjviDEZCViHWbUXstCPhbeertFqLnJlRmjQ3u2pp39r7RerXbhADDjcW0+XRPnLKu7w7uJTUntH0z6QD4WKl1p0dp/yKnAmkvyEXBozpnvryRZrzJ2/D9+TFOQnD7cpRiVuq+ue9gFcShLeZ+C9JgUn92Sie7vMyxHChd619HGq8E633UhxoEiAYqV7AhirCVioqljoW4ulifzGtYyhLQEzcItPIVfHPnaZnxBxtJcp1GLXaJMdCBgJWId5ENuQ/RrxATFui+cvwgiZD1AZ7wUJJcluVbUNI8JdvSoamUVpEe9hYnyhSijTm0Rju38YBLezioVCJMFsxqXxczSzyS5jtYkwanEdfZ7oNEWqwF9SN+PA6p9pY6J2tPQrL+SLmPBYyzbks946IflGqpZ+O1obeyEvAsPlXUPvdeexhbmWJZwCCiddu/jGZpF0Q3gxniOnZDCIlYDLZX6w5e6wKHozdKuTATpDfY0ErBPw4i+rZML7LQIBo9srlsQyH5EPPNWrYLReX9F2md9WVdxavYZe6eg/svUtxBuEukpKn/BZrhn3gFDKKk7wraFv43EoKsaJsNET5cs/LjsyP8TALz6FJsTTL5G2dpmrAEwg4CGPQv+XiI3u3sdWyM8R8J9UkaGkDh8mW3+UShJOYYQT70AAr4rt5cYGvPrhL+k/34+VgO1F/HdifO1J4qgmdXgalmMhYCTgWAjF8d4m8xhizGoi2LSfA4W3SQWb1PNehYSgQNJPV5zKh/Xn3r1NENcfTkiXxq1N5mnEGMsqTvOt1V6tOaKQrSrhCa9C+ycDSoTH+pMQoXxpEqtpbTGwZCvCS8Q4noCqnkhZaZP5QTCqffX0kDbMMtcqUqwnBO3HEHAyGI2QsFBs6+bW4f147vmnYhSxEnDxHvwmVGyu3UBilW483QwBIwHrPGFiBSTo43z1dJFW0yUyDzIz/CYJRySz3drmL3zhPwcfD1IwIBo5RmTVfVK0i/1aY463XWR7dh4xpnjq6UGt/e0yr5QIVyxpJ0SutW/7duVFPI4Zf/IqdHIi/ePpM6Iv76zmhhVqBFHJBE8d3RpP/+7e1rIHvwMVG2s2kGBLy6on8gE6NBjCETkm2Bk4BizUtfA8qXgx2+7TxkrA1r7sV0P4qnYDnZdVQBvBaELASMCaYNLeKFwhKeMdZjwWzwognKCA6wbWo1wPRim7zO+rwIxoXM0Hg3N3lfEZMS5J5rqQdlRaW0bOY18gwmOeOm0UjuWFPIUJ/ZOVGbSAc8z98UvzZvy99ldtvuMdX/v2YQlHFdUE7MLA1T3pjK64Dz8lSdg38BOVJoNhsn2H7cO75TVjOKkYJhEsDAwHMBjApwCWBZvxjUR4sPpHWpusr1T1j5WAbTJ7oWKSbw0Jgg/j6WYIGAk4BRM2YhDLagjeFvap0331VKvVhVBbIkKtJ061pWj27YX8N7ECi3Z5X7S3D+CLWcI10fhltcabSLvwah94CYzP1S24IlZhVEl/HmwyobpZgZxsZfHw3Xi6KQ/jG9aij57iFJ3hUCbzaKn1egqTios8a+jZRDDrbn0ighVTvQodka7Yw8cMEopbCCtEki1u2UYuBmMAAR+pQC04LNJRu743VsZzXTBd8XfmJ1YCtsv8m8mMveIvcsz0yAz/AgEjAafodyD+EQJwT3MjSms20K9a3EQqmD9UGadW11ONlj6dtYncTa31KiiMXo3Lkl3GRwTc1PHOcDJ+tfQVvNXUCw8QY4hEOGmJQt931a9c5g9Iwpwlq7cvKtPir30beyE/Hab1q6dZ8fZNpH34Q4hQKdRtGhtw24e/bH+VJBG72dzH0pcLc3Ox0qvQ7qmI8wiZBwWB4paK5P8lXMbOkFqTLAHLKIRaeQ1W6bGblIoxaLVZvDu/mtcLx0e7hiQ+Ts0mfOBVqEirPaNddiFgJOAUzkciZBvhQi5g7m4FKE5WzSdMU8eY2Nn2VLnMpzIwy6vgsExcmbEV8gwiXK4yTunqg8NeyFcT4SiPkvw5V1kRDySxGlJREm9VdqI/lXKZH2HgHJGEGRjrU+ipRG11l352mX8ONuNg/zpak3jMTPaB+AMziolbV7aRpCtWDmJnqZYJy8SukXe1KCwUGrk71lPchxfm5WNMtARcJvOpEnBNOms5dix0Mz8aIwGndA7Cq8xXwHgtHsk+u8z/ZMavvnoal0x4dpnFtZu9uzo/FUkajHu9a+ixZHwl2tcu8xUA5oAwwVsXPQahlQoVX6ibsW+sLWstcURwOcKr0Cla2ifb5uCDOXfXX8Ik/MEWUpC9xM5IC1eyuK60wz42sWtBcHnr6G0tgxTENMoAHMimcJJt3UZWMRwEoRomku0ykXTNQO37SdI7aoknW9pEbjTcEy0B2wr5JmoVdkmJxni2YLAjx2Ek4BTPbmRbeSmAC70KebS4C1fR5mA5GJclQ2YQJhIwYbFXEfcZo68OSov4TybGP39VcEA6zkWjjd/Wn8vIhAUAHvQqNC1aGyF6AMYznnr6jxYMu2ojCuU2F2I5CJN8Ci1M1p6W/uKMUjUhQMCjLclE7Dws9in4ayZ2HrTEm2wbeyH/gwmfRKMSFcQ1e2wKcyaLBDtcal3ZHgbCmhZqx/DKNpxwVdR61tKPycbSnfu3kbtES8B2mZ9q2cl5OVMfz90Z12yJ3UjAaZgJu8zlYPyniVCqVXzBPoBHgfCI1IyhyWgH22UWZ8l/7Sr5C/5oBl72KSQ4nDPylBfy3kx4tYUAobZXM8a+u45+bx9IeSGfCcLVHoWEjmrST3khH8HAv/LycFC6RAPsMg8H411IuACMG1oIO36HhD8nqnucNAgpNGCT+XpiHEwqpsKMQ5qDKDWbIOT4xOr2IABfi7NalVHDEj7ckoNlhpDF9hMSOSZ6vpME/AmAC9J1nz+FP5cea9pIwGmaensh3wDC8V4FJ2pd9eihHWyXeWLLFvOe3i62syPXg17ZFMIfMikkEFFzEpR6+0DCmPaiERGZu9VNTTikZj3V6zFtQtMZwPe++tRfS2qL1z6Az4aE+wQpiATcTIw/QMLJ3tX0sx5jypQNSx/eNTcfQ8A4hAlDCBgJsaoVHxnASnHXVg1htWTG25tCWJ7J31mmMErE74giPkplvNMxAUdkTTeuK8Au3amqOxEMduQ+RgJO4+yKa0ZMqPVpvGakh3Zw5D7qW16F9u5qqGI7q+XalKgOnp1GSKK4YskmQ8RwPks4uXo1fdTWyCaKmQgrqnUithDarZIZH6sSRqSaG7v9QIVWMRHGSE04XM3DJGacaQ7hhGR1lNMxb+JDSA3hYJJwiKhijyRcsZ28BwOfEsKkFisBrGbgPp9Cu6Ujrh3VR0S6NNAxAYd3U4DHvQodvKOOvSeMy0jAaZzlyCrBz8BffAq9pcW1HtrB9kL+iBhXeNaQvzOfpUW8v4nhCREOWFpHP2mJLZVtIsUnLgn465JI1XBkNVDlVciql2+7zNcJ3l+fTlvb2uJissl4XrT1KTjNVogriXALmXCq54fO50ibbX1aCeKSvP44QDW1JlkiHAKE/zcQjC/Fh5DEWMGElZCwwrsaX3fc2dGnElqf8XRXK5EP6M+3S8BFfDEzTvKlgdO9u2LXHeI2EnCaZymy3btAMsG+5AdStLhP5DpTe7t2macy0NunkLMrfzaZHyDgV69CFVriSnWb8Dkt4Wki3N1GTtJSNf2DpOL4JWtIrLJ0eMKV6jVQMdu7hp7RwaAmE2Ghihwsablis9BXTzeXF/FJKuNRiXCpp45e1mREl0Ys2QdiMNTWFa0qBOUZh4CwHwAhJr+SBVUjYYVJxYrNa/C5VkKUeCuhdRnODmYkskuzJsoKWFDe/pKu++w7GKxZMxwjAWdgKsKavYSL8hT8SQvZe7LawSMG8BDVhIXeOvpDV8ONkHd8DAmHtj9/zQBEW11GVKZeI2BxE/DXPGAaGEGPjue2Zf3ZJpnwzKYQDkzn2WSkSt0PFdeI5F8+iEs4hBeYMc0XB1+21vkRLGQmkWil8Ep2CCNciXwQAz+JM1qi1hUtq1ghmfBJssVhlj24mlV8W7sh9cpbWjHobu0itQ8NURLwaypwX7VCL3S3MRnx/g8BIwFn6NcgCoCIsEbrajNZ7WCbzJ9JhHM9dfRhjFXwPAC7+BS6KkPQbOdW6BhLKh4joJ9ITiSF79EKTl/dHnsaJQvbBx2pdl8IwpGimvXw/jw4aMKrEuPZZD4yhCBHUMKlvSTs26JPHE64gggEwMcMrCDGSrGqbWrESq1MbfGCLVicRJ/an0kI2RtPggjYC7mZCbN87WQ57TLXhUI4PF26xAmGbnSLgYCRgDP0ExEyaLmtAt9TfAoJvuCYTzLawaLwRzjw1dOUrhyJZGdifKFKKEtnYVKswYfv7sqY21LkcxaAXIlx7pJ6+iBWP63vI/e1V0oq/qTf9rY277YiHkuMSRRCibj3GolFJOUvm+pwhdYt33BhDoUl9QTBiFjZvs1BBEw5WIIgVqT7Tq3gMQ7/5pLUc9aG4o7byi7zTwzc1YZjhJjmO69CO++4o+4ZIzMScAbn2VbIB4HwhhrCEdq+ZBPXDo5UTQptXXEHs8sncuZ8qDcLCzwi3MpuBp7xKXRhrLHE895WyFcScJG3nkbF00+PtvZCvo8Jh2zcDUd/8gk1ia1HVvFki6Zwb6kJp0e7C37kPtyraTOOZpF0xf9ayd1fFOQMub3wdrruN3c2fiMB6/HLAOwyfyPurLclYNsAPhIS5qRbSEWf0RhW2iNgJOAM/x7KZT6PCePW5WOklvt8yWgH24v4q2AIp/hjFDBFNFO/AnBCNl7yj/BlL2Rgok8hIXSg0xO+AiUKo+6tridxRzhtT1jGshBvE+Frj0KXtToOx3MXAeWSCSeJor2w1rM5nHAFZ/ifwPgUEl4E46VsmysjAevz8ykZwN+HmrCybSs/LPdowr6B9ZmVe9RndD3bipGAs2D+xeqHCOxR6C9awklUO7hc5koGNnkVmh7LT2S7+6RsJXq3F/IiEGwMPNKnADcmK1zRhkdkp+BldTMO1IN3OhbO7d9vpS1l3OGtpzva3kWq008Cow4U3lp+B4wXQ0G8lJzYQTzRxd/WSMDxYxatx8kX/LLKlKd+88LDu4fP0i17sJA6rav9mcRxjPF0YwSMBJwFkye4cfs14gNi3OZR6EktISWiHWwfwKWQwnzLQ2P5OBicu6uMz4hxiaee3o/VPt3vy2W+TGVcRAQVQC81iDP1Ela3y3y3GI9XoevSPa6ygXyYpEKcbc8EY3Db1jIT3iVgzOZNuGPZL9H5stMdayx/RgKOhZC29+Pe/PLl/sds8DupJHymHqGOvTddPObaojRaJYKAkYATQS0FfSLXbd4nYLRXoVWxXCSmHRw+Q/5WlXCMlgIr+wC+mCVck41nTUfuw7ttacJXahAHSzmYxCpOUSUcv7SOPo+FXaz3Qq9Y6gUxB2IHQGjMpvzpsLUstKQLAAhaTlHxHY5h6G58c34+nASc6a2n11MeVJIOjAScJICR7k7fZ//dvWzjZ+0S8BeqilOr15DggjaeboyAkYCzaPLCZ5uMWU0EW41CDbFCS0Q72F7It4Ow1qvQ3Fj2xRlkWX/8FGrCvYEN6eNLjh1Xa4vyIn4WjJc9Cj1SXsTjVcbkRjPuWP597C32WD7ENr9KgrEM5anSmd1ataxiTMetZVMuriTG+VITytoXYEXISeaDcKm3jl6KNY5MvjcSsD7oT/l0xQM7H9ioiAQc5gSQ0ZCXi10zXWSnz+h6thUjAWfZ/NtlFgw3A3z1dJGW0OLVDrbJPIKAO7TSOR5+wJabhvzlx8kHXP9D33FU3qglpnS1CSvFMG7w1tNRwuewPjyp/Ma1F+1z8+rHHGTV8IHRVaRM9kK8y8C/ffX0kB5jiq9qOez/KRAKvIq4VkRiq73tw8MOxkKVcbWvnubrEVsqbBgJWB9UZ6z7cF5u3+bfRQIu6c+DzSa851VokD7WDSuZRMBIwJlEP4rvcDWsjHeY8ZiWf/jj1w4Ob0OvjucSfxUHHlKBX51kHZ9NcEXEKpQgMMwfEWm/jVfuHkTDHQxpjyD4ipvImrByUphBTMI7IcLB8fNjM5X2xz4mCQcEVQwzmWBvYfMSW8ufgLBQS9Vy5K74YgBCTGMb0fURhWwNyzcS/uKtSx+FZjzzbxBxxINW520rucalBlmalGOdWibzaIlxk7eejtTHumElkwgYCTiT6Hfie8QgltUQRKXj6b56EuLkXT7xageLIiMifOPRqCo0lwO7SsAKCaYzJtDwTgUdYsWZivf2Ir6fOHx1Z5vrSG4OXAPQXxnq35xU8maivm0yz5OAXT0K/V80G+IDCDk4IAQcQIQDwDiQCfsTsD+ADQBWMfBZKIh6MB6Mt2p5hMx7qYDA/EavQk+0jyFSsf2ayhhfXU//SXSMqepnJGB9kK1kv6uxPndXlzz0RlsRX0MMq1ehK/SxbljJJAJGAs4k+l34tsksVkv3NDeiVAtVYDzawYlc5K/kwGkEzGjA1xYXnSMoDbPiGVHII1XC3dEqu2dz4EAz6ClAfakBBbe4aEhccR+5G+/W1Bv7MOMd2tKVMAAAIABJREFUADcDEFvwexKwFwMHADgQQB8GPm85r/0chFXM+MwEfIZmfBaNPCMR0CLHBq9CxTHeNbR0myTcnw9lCW8Q4SavQg8nYj9VfYwtaH2QFQl44ye9B84acvCV4oOQGD9562mOPtYNK5lEwEjAmUQ/hu94VJDi0w4OKwDVQ0JxPKILlRx4SqyEK8g6I5tgs8v8tYlw+uI6Wt4xLhev3KkAjYKG0/b9v/e8bumkQc0moC8x+rH4E+irAv3En8ytf7aoL/UV78BoBGEdCI1QcSAIjwP4UQ3itxZiDH9IxWdL1+LbVBVptR9LmcyXScBMyYSSjipaglGNCG8xYaavju7LlrkxErA+MyES8E/eXQ92l+9/jl3mBUz4r6+OntbHumElkwgYCTiT6Mf0HU6Ur4Dxmree/h6reTzawfZC/gcRPvEodGcsu23vZ7Gvfw7My1WoR0+kUp3kALV5F9e0QsC5OSb06tiDEOY+XstANQEFHEmoYPQDhRNpv6JTNxQcVFFHn99Z+Ov3z+whBCnWM7BeAtaJPxlYR4T1IWB9zhas27Ae6z8BbV0x22R+g4CFXoXCd4Qz8diL+O9QYV/XG0d0ZE2L6Dm/w0ClT6G7MhFfR59GAtZnFkQCXvt6H9ttx+93vND2VoHLquupRh/rhpVMImAk4Eyir8G3uO9rDuH7pkbMXbYx9vUaravmcDEHcLNXoSM0hLG1iZv9FwN0TQMsI1z0v8rceGxoaSvu4qIXjpKA0QCOReuK9O2wAHyHRyRdAONYkFeoYJLwQzi5EtYxYV3e71j/7i/0y1wO7CWBnwQowNh8k5MO/01LLKLN4UW8f4ixWA3iUL0IP7T6bmsnrqDUyXhVfCx4FbqgY//yPfkPbMZbkbvDQtUqo4+RgPWBXyTg1Qv2OPauMwaX22Xe1NiAog9/oV/0sW5YySQCRgLOJPoafZft03zL8HE/Ttj3r98MiJU0tGoHi2rrJhn1zc04NN7CIDcHBAnEKw6ybqVL1DiULpqxyTYQVokxmjmccK0AAiTEKghv+lYjAFCoMwN2mQMSoWJJHS3qKhYXP51bgMHiPPfUIILnTSabZjIDWyHPArCX1itiyWOyvYXD9+I+oSDEOfD9XoW2S7JhrnCEOaUf89RRWAErU4+RgPVBXiTg7x7vd1b1DXuPzs3Fxy27MH31sWxYyTQCRgLO9Axo9O/mmiqGuoeTSi6P1UWrdnD4DjEhEO+54TxesncIedUSQvYKKvsmVjxdvR+6K08sKIAFhKPFtnALv8YbKvAmNmNRPFzMZUU8nhiH+LYKGXQdVRXX/InBdzP4XieVaNpWFvd4tzTh00zTc9plPrClQn55sxkza36g7c7jR/blwmAu3gbwglehScnMTzJ9jQScDHr/6ysS8NcP9b/8w2mDzpcYt3rrqUwfy4aVTCNgJOBMz4BG/y5emVuAxhoGbnaS9flY3bRoB5cP4JNYCl9vERXXcT1urrkW4DMcZBWJM6HHLvMVzJiphnA/CP/SJskY3ZWlLxfm5mIFJAz0riZNhCFuXjoAMD3I4N9CCP11MpX9FGsgI2Q+RWXMzqvHsHdBwVjtU/W+VA5VlE1a4yy6ru6yiVS6nZ50eX/ek03h6u1XvQpVpCqOruwaCVgf1EUC/uKeATesmDPwBuIwVe12xw/6eDKspBsBIwGnG/Ek/Ll52TBG6JUggsNvItvark3F1g6OCC7UNwEH1CgkVp+aH2ameah5n8GPOKgkzusvLNkLcSuAY4IqTvWvpa81O+6iYbnMb4Bxv6eenovHnpv9DoAuDQKXTSZrday+dpkXEuE9rfeoY9lL9H0VB8oYeFEFXTeRLNtVxYr6gRyEz4Tf9yn4WzqqtduPxUjAic7stv1EAv7s9qIpn1QVCnY39tWTOEIxnh0AASMBd7NJrOSAk8AjHFQiKn+7fLRoB9sL+TECPvDU04Ox7HV833rPFu81A8O0Mk6FmbtyEU4WUhPO0euurLBXXsgXgnC2R6FT4x3LHK6xmKAKMot/O2CdAyLuzEZEOGMpSRgWzzWueGPS0t7NS4cB0qsMnuKkEiHesM0TOTMWHya13nqMTWcSNhKwlhmM3UYk4FW3ytNW3SaLK0gv+OroX7F7GS26AwJGAu4Os9QuRhe7pHyc/B4B/3KQNSZHcSztYLvMpwG42qtQWGs03qeKA5MYKHGQ9YxYfcM8thIWAnjTW4/x7fmNY/XV8j6iYvQNJPzRu5p+1tKnfRsXe3bPR+5tBBQypMucVKx0ZsNWxDeRiqHeejonXj96t6/k5QcQmt8k0G0VZNnuuloEl9cYWOVTcKXeuHeKkcxh+TyfQuE/jScxBLYm4FvllSphbLVCgp7UeHYABIwE3A0ncQ77B0uARwXKJ1FJzO3brrSDI4VFSl4uBr/7bfxXG1y8yNwbuwRUqDOdVPJsZ3AO25Un9yrAOCI4W4jkt1up6TUN5TI/yYxF3nq6P1Gbbq65CsAN4mqTgyyvRbMjtu936o+NTRJu+7CeJifqS69+kcK4NwA85STr1I52xc4D5+IVlfHtoHpc+kwXFeV6xWSsgPVBst0K+LemJhxQs54S5jfXJyLDil4IGAlYLyTTbMfNgSsZuKQRL41ykWurUk60MGJpB9tkfhKEVxPd2nJzoBighSHkHDqJDhP8x9s9ln78EQfxYe0GujiVUI0YyCeyikkehUYm42c2V+9vhukZQH2lF/q4rqc/bulor2zf5ullf/tx3MC/1R3uoFJB7pHRJ0KUIpLwIgdZxQfENs9h/bn3ThJeDN+NVnBBqovIjASsz8+hXQJu8CrUWx+rhpVsQMBIwNkwCwnG4Gb/QgYtcZJ1GyGCaOa60g62F/HZYFzkVSjmuXJnobq5ppLA/SvIemm0NnaZ6yBhlHc1fZngcDV1s4BzcmQooRDKki3uquLlvRlN4prP4SGYz5lEw7/tGMRc9l8tAVMYprKutqw1Ba9Dozn8QR8T8gVZx4pGWK7qSJYS2fEQVfSbf1VwTnu2Lx3cb2PCEGPQB9F2W9Afe+vpMH2sGlayAQEjAWfDLCQYg1jxmGFeRjCd6KDhMVdgnWkHi5VRbxMUqQkDEy2KcvGiXvnYeTkBf3WQVazCtj72gbwfVCxKl4apXea7iLHWU68PEYWb/WcCNJNBM51kEXzQ2zyVHJjXUsh2NCHn8AoauinB6dStWyUv3pmQ/yKB134BXPgAWZvbG99vP87r24gFxFDXFeDMjrSWegViJGB9kGxfhOVVKGathT5eDSvpQMBIwOlAOYU+IipF0xuQb42l9iPOAbeYsIY3Y2bNr9uqqVj78WdqEO/VbiBx/pnQ4+aloxjSoxJ+OqSCjtuaiIr78GOSGcMD6+jQhAzH2WlEEdtUxj+9Cg2Js2unzVtpLPEEA8sbEZzkItvGtsaiMK4AJz3NQEEA34x5hs7plLFLr3hi2REfRAXYOXwdqwG/nemioza37xO5giaq0Xvl5eK0d7+lbd7Hsq/lvbEFrQWl2G3CCXhe0bRVtxdWddSFjt3baJHNCBgJOJtnR2NsVVzzMIN/cpA1JuFCye78d8mMM6t/pEHtzQ/fjR81m2H1r6dDNLqN2szNgfsAbnZQyfWiwZH9eKffTVjb3IBbl2+k7YqDkvHVVV+7zJ9LjPOX1FNALx9XcSBnv/B2M58ZBM67iUpW/C8JhxPeIgKWVZD1L3r5TMaOiPePwH8Y1J9gPqnj6lzQkW6R8bhQhvpdxZiP1pKuq3cjAScze//rKxLwsvH7TPv+qb43Z5peVJ8RGVbaEDAS8A7wW2jdcuy1HFAvc1Dpe10NKSJbWEchHOlZS1sTSFkRD5QYNV4FA5K5K+pi3y4FMH8M8PkOKllSLvO9DKheha5LJ9TlMruYsYu3nsbp7XcO+480AeJD4x8OKt3Khz2b3+9nQoFPAu6pIOttevtNxJ6LWSpArbjjfXAIDSdOopHbFMkJ7vAfCvGoRNgntxknvLuOfk/ET7Q+RgLWB0mRgBefecC09b6dp3mV2IIs+ng1rKQDASMBpwPlNPgQ278APcLYMjSWYIOtkG8FoZdPoWvbh2aXeRURzvPUUczz5K6GNI9rT1Ch3vrEQMv83BAqQhL61CjUkAYYtrqIqBe951UwsCsRh0Rjaj1/Nz0A0GYTcO0EsoaZxOZx4EAVWMJQ/89JpfMTta9rP2Zyo0Z8KIxqRvDY7VnUwrKXgs1sf3Uzjo+Hg7urOI0zYH1mUSTg1y1Dp21ek+P2KOTUx6phJRsQMBJwNsyCTjFoFWwoG8h/lFT4N4VQ1H7bsVzmOxn4PprKTrwhujnweOCUA8/4cknvl2t/prPi7a9He3sh+4gw1aPQNkVhethus+HmwASArwhCvXwylXnF/1/F/iMZ9DwBx1VooLbUM56ubFVyYDqAcxkYPZGs32/blsleiH+AUGwy49jF31PU62TxxGok4HjQ6rztjA3LXK8cMmwqVNzvradr9LFqWMkGBIwEnA2zoFMM8Qg22GV+ixlP+dpRUNpkPoWAa70KHZdsSLO5eg//pQd8s+n7nAlvLOr9QLL2Eulvk/l6iVDiqaOLEumvtc8c9g83gUR19BMNeGm2uJddxTUXquDbJITKklWM0hqHlnZVXHMDg8cxckY7aehnHZOwTYZYKR/RDBwTLz94R//GFrSWGYnd5voXvnL5rxk8IaJuZQgxxIas27QwEnC3mSptgWoVbLAV8TnEmOhVqLjNcpinOQd163qjnx5XU8oHqdX2f39B349abs9EZfDIAdwvKGFVXjP21vNsM9pMtN6/LZjHUPduRvMlU6i8zs0BUXR2TgN+O9xFR2WNgHol+68AaIYEOr6CLB9tlzgL+VYCRpOKYzxr6Udtv7ztWxkJOFHktu133rh1ru+f7Hu5qMD3KjRGH6uGlWxAwEjA2TALOsegRbBBEFbkyvhBYpzcvlLYLvPiFhUCl08hoaKT1GOT+ftjl6z4uvc+TS87yVKVlLEEO1v78VdqEG/VbqCrEzQRVzfBUAZgvApMmEjWl90cEMT5e+0KHHt1h/u4cRnWufFc9p8nge4kYEy0bXK7zHMAnGpuwtEfJEh9aCRgfSbtT8VbXA31uceThM3eOjpSH6uGlWxAwEjA2TALOsegVbDBXsizQdjTq5BIGuHHLvNUBnr7ki72CBf2bDp1xScHSH0a/SHQiElkSSkLVjQYi3fjR0xmlPrX63cnONZ0zeGa/UzgZwh4XcVOswi/CwGK7x1kvSRW33S+r+KlYxjSIyGEzplEZUI7eJunvIinMOPiIHC0X6Ef4o3NSMDxIha9vV3mu3P6BAc2bzDv1X7HSh/rhpVMImAk4Eyin0LfWgQbygt5b5WwsrkRRTUb6FcRjk3mEQTc6VXIkkx44loTMTw+hfaKiBuc70DxUV3J/CXjr7O+IwaxHAphuU9B/3SpAIlYXBwoKACmAzQqBPUqE+gJQP2vg0pFIVTWPHO4+k8mmJ4mqJdVUOmLHQOzyyzOHv9CQYz2/EhfxRO4kYDjQavztnaZXys89pcf69/Yrdyr0H76WDWsZAMCRgLOhllIUQxaBBvsMr/EwOs+he4SYUTIGdY3AfslU4RTVsQ2iXGrV6ERCF+DqV0kipQcZEl7QZa9kD8ixhWeNeRPEdSdmm1lKqPZDDwF8LUSaFwFWYTucNY8VRwoY+BFFXTdRLKEtZrbP+UyX8+AQ5VwVPVq+kJr4EYC1opU1+3sMn9x2KwfXv/opkHneBXaUx+rhpVsQMBIwNkwCymMIZZgg6h8BjDH14620S6zuELzpEehJxMNrbyIz2LG2V6FzhU23Oz7I2BebIa5eBwNq0vUbiL97DK7ibAxUyxCM3npoBzQfwjUC+CDAB4TizAlkXEm08fNS4cB0qsMnuKkku3kIm1FfA0xxJb0Mb56+lSLLyMBa0Gp6zaCKGV1ERqP93807zXrYeO8ivgNGc+OgoCRgHeUmexkHLEFG1gql/FtCDi/TejbLrNgrRrW/mw4XpiKd+fnCOhX8zMd0da3imsEVebICrIkrLoUbxyivU3mYwBM8yUpUZiI77Y+Ed3kmxgsiBQaJWDEBLKuSsam3n0refkBhOY3CXRbBVn+3tG+XebLmTGLVBzrXUsfx/JvJOBYCMV+X9KfB+88sOmr4wIf3fJ8kXXibgXY9dUvaTtpzNiWjBbZiICRgLNxVnSOKZZgQ3khTwHhQI9CFwrXI2Q+IAS8Kc5vEw3l5HN/eTZvYLDwuVv7jmizcTY/bSrFH6oZ6q0OKvlvorbj7SfUf/ptwo/qFgzSi+Up3hja2ru5ZiTAjzPQHEKDbTIdsS5RW6noN4+X7B1CniAuecpJ1u24u8sK+UKJcCuA470KLesqBoOII/kZKpN59J623944/LnPRAL+i1nFkA/WUFb9ZpIfZc+1YCTgHjL3XQk2jNybC4PN+LIJ2Lvt3FdcIVIJxyyto88TgSiS9P/PQdaT2vev4prDGPxqEKHDJlPZT4nYTqSPrZBfBvBPXz1lnB6yipfvyWh+FkAfhnRcNugIt8dU7JrkwCyS8CIHWW/oiLdN5nMJuEtinNiV2IWRgBP5pW7bR2z973Pu+nuH3/qtSMAXmkI4dvFa+jp5y4aFbEDASMDZMAtpiCGWYIOtkJ8lgq+NhtIu80Mt90CXeRW6J5Hw5nLgUAl42kHWgzr2d7N/FkD7OMiaNlafcCER4WBvHY1NZDx693ma2fQtakSS2x/g84Rwhd4+krHXSiyS/yoDKxphucpFpLa3ZyvkMyTC/SCc4qmjMAVnlETtEv+fT6Hwn8YTPwI2mecNqai7bv8b6uc+X2Q9hQiXJ8vVHn8URo9UIWAk4FQhm4V2uxJsEFtdEnCfV8EfhRpSucznMXCeV6HTEhlKFb/em7HHTw5Y80Fo4fb433Mnv5K3GXsukyCNn0DFryZiP94+dpkPbLnm/LpXob3j7Zuq9lW8vLeK5iUEOojAM5fi69mZYAzrbHytH235LxJ47RfAhQ90IBKxF/HJYDxKjDM89fS+kYD1/6XYZV4w/I6vRg4460f/qwPt+aRiajSs9fdsWEwHAkYCTgfKWeSjc8EGJruMLxgYK1iwLDL3zQW+9CrYI1E1ITcH1jKCFifZVneEwM3+EQA90Rv5Q66lIbpJ4HUFtV3m7yTg2CUKdeBAztwEVXKtTFCrAYgV5leM4MXR8MpUhC4O6xw/J/w34LczXXTU5vax2Av5uMEVG5/Y5+qVd8zqXb7NHWejCCv5WRNX6OzPfdq0m/2XDa8W2TeDcL+3jl5K3rJhIRsQMBJwNsxCGmPoSrBBkC4ww+arb1UvsstcC+A6r0KeREJ0c8ArQXJOoOLtVkfCnpsDdwIwO9IkYG8v4vtbrkat9Ckk/GbNI64AMaTqZoQ+z4XZRICzgizbkWJkKuCrOJDzR+A/DOpPMJ9UQUM3tY9lCn9w0y7Iv1ECxk8gq6DeDD9GAk5+xuwybzqu+uPKgoFNuy8osvQD8LJXEaQuxrMjIGAk4B1hFuMcQ2eCDZFV73fmJuwn+H9tMlcSsClREXA31wjCibccZHk0WoiRbeoVEqRLOkvScQ6ty+bi3BLAFb562qYwTE8fidpy8RJXHkzjTTBfDmAigd82oXnaOCpvTNSmnv1czFIBah8EcHAIDSdOopHbyBVG7nkvJOCFCbBMIiI2EnByM2Dpy4W5ufj4tLqAEyD787KlWQgy+OrpH8lZNnpnCwJGAs6WmUhzHJ0JNpTL/B8wVnnqaaa4PysB0zwJ3p91c2CGGJaDrDd3Njw3B45l4K5G/Da04/am3pBY+vCuufn4bl0B+uuh9qR3fJVcexFBnUfgowFczKCjQ+CzJ1FJdlS9hhnNaoRc4ahmBI+9iWxr22NwOy/brRmhBQB+MaPp/FUv7B6uOH/gtANP0BurnmCvTObDBZvc6Yr/NoLptAVFxd+rwE8+hdw9Yfw9YYxGAu4JsxxljJ0JNowo5JEhwuM+Bfvstx9y+m3COqkZRUvW02/xQlXJNZeJZOIga/h+cedJ2C+2Ldc4qESQVKT00VPtKRWBurnGAfCVQUgjcsA2BioZoSonlT6SCn+J2KzkgDjrPZeB0RPJ+n17G/dzIOdXiBWaetgWNOcyoEylciMBJwC0rYgvJcboM+pqnhC1Gc/LFp8K9PLVU6cftAm4MbpkEAEjAWcQ/Ey77kywwSbzSgCTfAotLJf5DRW4W/x3vPFGqq7nOKikvKu+c/ijPiY0CWalUxxkFefOKXsiCj+7eBVypMxJkoYrOXAPgUoI5qNUNPYhmB9j0JeNkBwuGp4VusJVXHMDg8cxckY7aeh2RW2VHBhP4pgfmBWN0CNJiHpEd1shh3eQTlUCb5tA0+YXWeZLwH4ehf7WIwDoAYM0EnAPmOSuhhhNsMEm818JOM6r0Mk2mR0SMNCj0PXxQlXJywcSmgMOsg6I1Xce154VgjqlEb9ZXXRUMFb7RN/bB3ApJDzoVWhoojZS3U/sTvTGSc8AUv4mbDxlJdZxKQZPZtB5Kuj8iVS8PNUxaLFfyf4rAJohgY6vIMtHHfu4OTCvZWdjLIH+nE1FZVrGlg1t7DI/wYTXT1+9dCXBfO/8gcX3SIwjPQpdlg3xGTEkj4CRgJPHsNtb6CjYIM5Kc/JRJzGGMGF3oWLkVWg7Qo2YA2eQG4HGXYHdryZrQ6z2lRwQ54dLnWQVYvApesI6xT+ac3DoB99RfYqcJG32Tv4ibws2vqFC/c5JJRcLg3N5WbmE0EMEPFRB1tuSdqKDgbnsP08C3UnAmAqyiutUW59K9rsIdBgACwN3OskqKCyNRyMC9kKuVgnjz66rWa8C8+fLlikk4QJvHZ2p0YTRLMsRMBJwlk9QOsKLJthgl/mfYKz11uMmm4wfmTC8uo62u88bKz43B1apwNkTyRqTvP92DhQ2Ax8GgVGTUyhUYJP5vxLwhkehrDlXjYbjXA7sKgGLhVSgk6yTRZvZXNvPBPVeAkyEnLEVNPTHWHOQ6vdVvHQMQ3okhNA5k6jsnTZ/IgGL/84F3d8MvAjQ8l3BY6/uQOiR6vi6q/0WUZT1TU049Px1fnMI0uL5RZYrxBU1r0Kju+uYjLi3RcBIwMYvIoxAR8GG8gFcwhIWNinY65CHvq7d6eDfa+4pH3ppvHBVsv8VCeb7K2j4C1r6urn2ciEOPwGWI8RVFi194m0TVvUBRvsU+nO8fdPdfiZ7inKR62VgtpOsW6+fRM5grwLoagdZPkh3XB39zeHqP5lgelrMXQWVhu8wtyVgJ5W47udAwa/A4wTsYobpzBuz5Cw707h15n/YbrxbfgHqvAr1jtRIfLmg0HICCHd566ksW+M24ooPASMBx4fXDt26o2CDIOJgwtzjV3uOM0Mqn0L2uLehZ7DHo4KVaTQiTO4R82ndtn4L4PkOKkmIhzqWjxGDWA6FsNynoD+wLcdxrL6ZeF/F/kMY9C4DVzrJ+nxbDBG+7f8S6JlN2DgrlWfnWsZdxYEysVpXQddNJMvT7ROw6M/MVIXAXIBOMYPGjCPLl1rs9sQ2pYVsNQEPe+vpsNbKcvy+oMgi6hYWJHQc1BNB7AZjNhJwN5ikdIUouH9V5K5vxObK6XTE1PJC/j8mnHtmXY0o/vl8V3D/eLcPXbzkMROkoTeTXXPRUxVX78sw+1RwScdrLnphISj+iHGFZw359bKZSjsRGUOxjTum/Yq3dZuaKxk4qBl84RQq/SGVccSyLVi9AOlVBk9pUZ8aJNqLFXD7fm6uuRTgub9jy13TacSsWDZ74vuI4tS5XoUEeYxgjWt6bcSQPzZ+22uJV6GBPRGTHXHMRgLeEWc1iTFN5Q9m5sB8Ywib95g/4EhTbxPqVAklZ/4QeCQEuCZRyVvxmL+Na/YLgoWsXfgfY62Pm/03AnS8g6zHae0TTzu7zG4ibPTU0cx4+mWybSUvPYMgPUDgIyuoZMW2Sc1/MSBNZPDk9qvkTMRbycsPIDS/ycDvAD/dMQGLmG7mD6bshHwnwXSug4a/kok4s9mnrZAnE2G3tutylRz4+btHCocumyKv9Cq0SzbHbsSmHQEjAWvHqse0rOTAoxKwpoKsE20y3wPG5tOVmh8JVOggy3b6sLGAcXOgLgQaNSmOLcdW6sOaJQzpXicV/zuWj3jfC5avll3Rab4EWb7i9adX+0oOjCVgchOa7FOovK693Spevi8j+DTA7zUAU10aKs/1iqujnXm8ZG9G3hsMXuqgkoui+ZnLS8slSC8APNZBJWHBB+NpRUAUQTLD30Y76ebA96bGvBHP7nfI114Fed3h6MSYy9gIGAk4NkY9roUo+pDQtJIROmHhgNIQm/Duce99emzBfpuedVDJ4HgBcXNAcEK/6yCr0BjW/MzlpUMkSG8Tcg7Tu9p3v/04r98m/KhuwaDqn2mj5qCyoGEV185mqGNU4PCJZP21fUgu/qZXb/zkYuC4EOjseD569B5a5BrSVAB3Osga9cPNzYFiAK8A7Gj5bT2mdwzd1Z69kN9VCbOqFXpTjMHNgU8k4Izniiy+pkbsXbOBtpn37jrOnh63kYB7+i+gk/FXceB8Bt/QAKvtyzu/rdv98F8XDiwOjpYgnTyBij+JBzY3L70KMI10kCXqSqgrW24OTGVgiJOs58bjU0tbWyG/3HJO+U9fPYU5i7vTU8n+xyRIe29Cr9EuGtLUMfa5HDhJAgQRxq3xfvjohcN09rwKUJ9eyBGC0CsaYbnKRdsXvc3lD4dICL7BwIz2ld56xdEd7dhlXh0M4Qj/WgrzgLvZ75cgjX22qHhBCBjhVyijZ/3dEdNsjNlIwNk4K1kSk7hCBEhvNKBhj3zkOU0wLWRgqYMscZHBJ3oOLGBw8dO5BRhco4ImT9RZoq9c5uuZcLC3jsZmCeSaw3DxInNv7PwSg35vwIvnuMgl9IS3ecQVphzk/IuOLjg/AAAgAElEQVQgfRdCw4SOCkaanSXYsDUBA3lQzyHkv0jgtV8AFz4Q5R7wHPbsJyH3TQLucZBVfDj02OfIfbjXlib8OlBBwTOgltKL8Ap4ESC5FhQNv0dSce6SNSToYo2nmyNgJOBuPoGpDH8e1+6tgpdKoNIQgucTpPEMfOok68h4/SZyDtzmYx4vK1ERmq8Ch3Tcco03jvbt7TIf2HLc9rpXob2TsZOpvlW8vDcjuIjBfidZr40Wh6C1LMDJgsTj/BD4gklUsixd8ba/huTiRb0KsHP4nLcBv50ZTfmqkn0DCWax5fpsVwpa6Yo/U35KBvAQsxS+brR/WwyVHHiJgfteKLLcRITxnjryZio+w69+CBgJWD8sd0hLgvBBhXqsk0pOrOLAMwBOb0bv/pPpoJ/iGXCi58BtPqo4cCsDuzjI+n/x+I3V1i7zdxJw7BKFthMUiNU3G94LZiwz1CUAP+Sgkk53JmZztd0M6WGA/pmuFWbHe8BXcSDnj8B/GNSfYD6pgoZu6oihYGXLgfmNFslDUTkfd8FfNsxJsjHYZD6FgGu8Cm1VkXKz/0mCNH9+UfHlLWQmt3kUEhgZTzdHwEjA3XwCUx3+2fy0qQT7iq/t20PIe03Clq9V8GOTqDQuRZZkzoHFGG9jT/4WmDdsRnPVLTRCNzk2exHfz4yVPoXuTDWWqbLv5sAfAHgINL6CLKLgLeozjwN9Q8A9LXdwewURuqqjnq/e8XVMwMJ+a3V77YMADg6h4cRo2+Jz+IM+JvR6nUEfNeKlq6Jtr+sdazbZG/v6imeb1ufKD1+w/1YVsSoOPMRgzwLZejxJeNpTR89mU8xGLIkhYCTgxHDrUb0i5Aovh5B7CGPzFWaYZkvgwybEwdeczDlwG9guXuLKhakiF7kl8RaCdTZhtkIWRAdX+OrppO48qXO4xiJB9WzC5jnTaeQ2xBcdx+XmpX8DaGwIuGYSlbybqnFHS8BhX8zkRs0dLavcUc0IHhvtQ0CQwhDyX27RRl69DywXnUOtZ6E94ZnBXl8I6g8uGnF223grOSDw+ur5IosQt/B4FXq4J2Cxo4/RSMA7+gzrNL4qDsxtOYPq7yDrZVUcqBXbwSHklkyiwzZodZHMOXCbDzfX3Mjg60IIlU6msri2waPFKZSfcvPx3boC9P/yS9qidSzZ2M7Fi6ebYBqfi9AAJx3+W1cxzmL/IWbgSQI99yUwM1phVLJj7DQBRwxXcmA6gHMFL3c0xjOx6xFErqDebGhA/rnRqr2TjTEb+7s58LYKnjeRSsJFbOJxs38WgX6fL1v2BPCdt57+no2xGzHFh4CRgOPDq8e2FkU0eej9SyO2zNsZBdUMdQGBFlSQdetXeixwZrL34yCCy1w0Miyvl+jTylmNwbuCR8dLjRnNp11moTjk8ikUF8tXovGnsp+ba6oY6h5OKrk8lh8X+3bJh3kOAUNV4Hy9aT9jJWARX0RUYhwjZ7SThm53Du/ilbkFaHy6Rdsh34ym08ZReWOscXX3926uWZ0D9YgbqSR8BUk8ley/SehDP19ULHYCQl6FxMeL8XRzBIwE3M0nMJ3hT+Ulzp2Qdw2AfwB0NsB/ZKhznFSqSb/XxUselkBlU6l8SDJxt5LTk7iy8nUFWWImmli+yot4CjN2aaP9i9U+m99HElYNAzdrpaSs5JoLKMzdzFP0ZKTSkoAjyeUKgGZIoOMryPJRR3zFlasC7PwYg4uALSfHWt1n8/zEiq21sr35pwa8VND+7LuKA9eLj87nB1p+UBmFPoUmxLJlvM9+BIwEnP1zlFURzubqPUwwCVk5Ia4gViN5gHq+g0rfixVopML1kwZY+kUjZIjVv/17EYcZpqUA3+2gktvj6duxrX0Al0LCg16FNAtGJOMv1X3dvGwYI/RKEMHhWgut5vCyfUxhGkssJuTeHK1COd64tSZgYXcu+8+TQHcSMKaCrNXbJ2GXlI+TBQ/2YSFsPi7dd5rjHXui7SPMYI85yHpIexuV7BcfKfYXZEu1SijxKXRVoj6MftmDgJGAs2cuuk0kQlbOjZqJAM9uKaLx5CJnH0ZOmZOGro41CDcHagC+3kElS2K1jfW+VaZPElq4f3aQ5bVY7Tt/z5Jdxo/mHBz6wXdUn7id7OlZyQEngUc4qOQUrVHdyV/kbcYGFyCdGETo7MlU9rnWvtHaxZOARf8qrhmjQn38d2x2z6CRUUUy3BwQ1eqjgpCOmUzF65KJLxv7utn/Z4J0VgVZzmwfn5uXnkswnfZcUbE4Ez+tO2hZZyO+2RaTkYCzbUa6UTxT+f1JITDvgnwiSKc1IH9krEIZN9fMAljVi2jBzTXHA/gvQR3ZUSEoHigvefDLFTsd8rv/Hvuwy+Lpl61tBQFHPk5+j4B/xUtFGcH0NgB/d5DlgUTH2MaENZXKt95njWVLqCTtjPy/SeBrJlBJ1Ks2leyfSaAzGcHRTrLF/OiL5TOb3keoV3s5ySrIU7Y+VRw4iYGx8wst90qE6zzdvGo/mzDPZCxGAs4k+juQb0HSoYJXO6nkxq6G5Wb/CEC6w0EWq17D16MyehovfjAHOUdNobL99Ior03bmsH9wC8mIRwXKJ7Ur6NESVyXXygT1EQbqG9E0zkXlP2vp175NIglY9G+79sZQZzmp9N5oft0cmMDAtSqaRk+i8i/jjS1b27s58ARAbzjI8ui2Cdh/JIOmzi+y3CwBcz3dTMUrW/HOdFxGAs70DOwg/oWCkglN/sg/mo90NixBxJCPmvVBBA/Sej6pBaJkK6Nbhe3xjQrsqyfdpZbYU9nGzYErGbikES+NipvQInzUEJjUcv/0ohCkCyeRpSaeWOPdgm5vu/VMOiSu4TzvIKuIYbunkpf+hSDdJCE4egLZ4hIIiWcc6WwrjmgI0nUVVLwN1WQl11oJfO9zg4qvlFT8e0epV0gnttnoy0jA2Tgr3TSmeRw4UAXeloCjuyLpcHPNkwx+1UnWf+k1VD0qo93sX0igJyvI+oRecWWDHTEuBi1xkrUykXhmc6DMDDwC8KNd0V12tJ1MAha2bmPP7kHkvkLAqk347UoXHRXs6MPN/osBEhScJzrIWpvI+LKpT8vK/vcQcgd1vF8f+bs1f36h5USSsMir0L7ZFLcRS2IIGAk4MdyMXp0gUMlLLxOrkq5IOqq45jKGepyDSs7TE8hkK6MjEoznxVO4pGf8qbIlqs/NMC8jmE500PAPE/ETqX6/i0A7A6H/c1Dpmlh2kk3Awr6LAwW90Uq7uAl8lousDR39zuPas1So9xGkUzquHGPFmE3vhXpVLnI/dJC1X8e4buWlg0KQFi8YZBkOFV94Fdojm2I3YkkMASMBJ4ab0asLBCrZf7sEGtgZSYee15E6hpFMZfSOug0tMKrkwGkETG9AvjVWoVxXP+5K9l9HoL8Q6LoKsrwTo22YEtNJJV1SY8b6yyTuAedjp4cJtL8ZTSeOi3IeHdE//tfv2HzHdDp8Riyb2fi+imv+pEKd4aSSER3jixzxfPkKWfpvKUSjt55ysnEMRkzxIWAk4PjwMlprQCBCBvEBQ32+M5IOPa8jdQwpmcroHXUbWmDUek7OPznIWqFhGjttMpt9B5thfhLACw34eoaLzmmK1liPFXB7u24OCMKX00JoPmES2b/t6HMqvz+9APmTTMDwZCrik8Emmb6VHBgLcGk0FjPxdyofjb85yZpnl3kTJPT1rqYdnhUsGTy7Q18jAXeHWeqGMVby8oFNaPysGc23T6eRU6IkSV2vI0WxnxBn9I66Dd26ChYCB72WA+plWohTul7dhm2JObSqoPOi0VjqnYBbx9BaeAWoJzmodLvtdD0q4jP1183N/tsYtLazs3o3B5oaYCl4XcYPagjDqn+ktZmK1fCrDwJGAtYHR8NKFATEiqQ38ieqQFlHIfhUXEfqGEIildE78ja0wMfNS0cB9Ahjy1A9KB2ruPY8Bk9VEXJNpFLBpLX1SUUCbk3C/rMIdB8D5zjJukiPec+Gv8BuDrxMoIcqyLIgWjxuDvycA9PgZ4qGVYcknFy9mr7IhriNGBJHwEjAiWNn9NSAgLgGA+AWFbC3XyWl6jpS+5ASrYzekbehW5OwdsEGDVOMeVy7twr1KQC+BuRPcdGQ30W/RO8Ba/FZyYGjCHiGwWOdHQg7Ep13LX5T2cbNgS8lBE/p7EqVmwPfM3LKny867HmVcXV1PcV1LSyVsRu2E0PASMCJ4Wb0igOBSg7MFhy/KnB4+zu2M9n7SRCqz0UjkhZU6CycRCqjd+RtaIFTIoINsaa71WbDNEA6OQg+dzJZV6UyAUdW88MA6eVohB2JzHusMaby/Z38St5m7PlbA/J36qxIzs2BTyTgjGdly70mCTOW1NF2q/9UxmjY1h8BIwHrj6lhsSMCLC5qBh5Hi55wA74+oa1oJ9X/QLeFEW9l9I6+Dd2avOIXbNDyw65k/2iCdAfAdzG4v+iTbBV0V367IuyId961jC9VbeZx7cEq1IUOsnbKxOZmv1+CNPa5ouKbCXjEo9ALqYrHsJseBIwEnB6ce7wXFz+dW4DBrwO82oGSi0HgVJ0RRgM73sroHX0bWmCUiGCDlh/yLA4UmkH/JPBwBt+fygQs4umKsCPeedcyvlS0qeKa0xl8pYOsJ3Vmv4oDixiqa4FccgUBb3rq6d+piMWwmT4EjAScPqx7vCexsiSwUEF63kklU9KZgFtXfTWaK6N39G1ogUcygg1afsyV7H+MQIf/ik0PzKJRc7X0SbRNV4Qd8cx7ov6T7VfFASeAPSvIOr4zW5UceImB+14ospxAwCcehaLyZCcbi9E/fQgYCTh9WBuewrqvgb0koJogTWnE5rMEKPGo5SQLotbK6J6wDS2wTEawIdZciA8sAo0C0JfB1bkwT7iRhv8Sq1+i77si7NA674n6TrafiE8FL3WS9R+d2XKz/0mCNP+zZ3tfLRWENj1w0hDNUpPJxmf0Tw0CRgJODa6G1S4QEKLjIQTfC4HNW9C8eQYd0SddgMVTIdsTtqFbdwaSEGzoYuLadji+As3aDyR2H64FeIqTSlK6dRqNsCOeeU/Xb7G9nyr2L1FBU6Jdq2prV8WBhxjsaUTTiQTacyqVH5GJWA2f+iFgJGD9sDQsxYHATfzexF1Q0GsjGjanenuyY1haK2R7wjZ0GzbJCjZEm/qORwxVXL2vCukegpQXRPCayVT2eRw/mbiaRiPs0DrvcTnSqbGbA+sZ0mFOKlY6M1nJgTsI+JJBdQD/2UnWs3Vyb5jJEAJGAs4Q8IbbzCKgpUK2p2xDi5nQQ7Ch44x2dsY/j/1nqSA3A/9pRP7MZLipu/oVRSPsEPPejGD1ZjTfOp2OmJrZX2Grdxd7di9A7rcOsu7SVTy3sOctBjfmIWe6CdJdDrLasiF+I4bEETAScOLYGT27OQJaKmR7yja0mEq9BBvafhZdXTOr5FU7A7/NJtAxDOk6JxW/nYqfUzTCjqn8wdx85I3vhZx+qTyT1jqeuby03ATpzgqyWrvq4+IlCyTQbiZI5+XCvKyCrLJWH0a77ETASMDZOS9GVGlCIFaFbE/ahhaQ6yXYIGxpuefdKjSv/gOgTwnm8RU09Ee9p97NS7cj7KjkwD3Cj5Os1+rtL157EQnP0Q6ynt9V3yquuZDBox2wXFqJQEMjCnZN1e5BvGMw2ieGgJGAE8PN6LUDIdBVhWxP2oZuXQUv3llF7vpGbK5MdotW6zWzCC3pdQSuIEjTJ6D4ISJiPX9iHQk7budluzUjtJwhXZ6q1bfW+FuLxtRGB5VO76qPIDmRQOMryHp8JQe+UMHHTaKSr7X6MdplHwJGAs6+OTEiSjMCsSpke9I2tIB+Kr/nykXeBBOaB02ikRsSnQ6tCbjN/m38YVEQoTsYaiGDxk4k68eJ+o7WryNhRz52HUVQH86BaWgmt6LdHJhPkJ6uoGIh8djpU8W+w1SYH3OSdZibA28TeEYFlbyrJ0aGrfQiYCTg9OJteMtSBLqqkO1p29BiitwcEAVKwxxkPSPRKYs3Abf5mcuBkwj4uwResAnkcpG1IdEYOvbrSNiRD1SJNpncinZzYAWAix1kre06AS/fk9G83EHWQjfXPAKoixxU8phe2Bh20o+AkYDTj7nhMUsR6KwyuqdtQ4vpOZufNpVg8CICP15BJfcnMmWJJmDhqzVRsksFnc7ADRPJ+nIiMUTr056wIwd8fjNoUaa2ogUbWQFO3kTI6VtBQzd1NUZmJjdqNjtg6eVGzS0Ab3FSySy9cDHspB8BIwGnH3PDYxYj0FlldE/bhhZTVMnLBwLNSxnq6IlUujLeaUsmAbdbDR9K4H8QpHozTH8bR8Pq4o2js/ZthB0EnsegqZnYir6d/YObQe87yDpQy7jcHKgn5AxlNJ8CcImDSq7W0s9ok50IGAk4O+fFiCqDCESrjO6J29BiCqq4+nTAPG0TNtpcdNTmeKZFjwQs/ImV3zzUXslQpzKoqhGWu11EajyxdNa2jbCDAVHM9FG6t6Lnce0JKtQJDrIerWU8VRz4MARcBJAsQb3BQSUnaOlntMlOBIwEnJ3zYkSVYQQ6Vkb3xG3otimoZP99BGIHWf8Sz7TMYF942/hmsnWq8BOPvSoWZ6DBWwE+iCGNdVJxIJ7+XayEz2bgYQJ2YkjHpLMq2sVLnpFAg6ZSuSZSDTcHXidIVSq4jsDPOMh6iB4YGDYyg4CRgDODu+E1yxGIVhndE7ehxTS5eFGvAuzkJ6hTK6hsgdapm8W+gApedTPZL9TaR0u7Sq49mqDezeC3gJ0nO+nA37T066rNVP7gpt7IH0/Ab+ncip7OnkUM/nUajThNyxiEwpQEfmMTpPn5wFonWXfW0s9ok50IGAk4O+fFiCoLEOhYGd1Tt6HFVMzlpUMI0ptAsNRJttVapqeKaz5sBl89mazVWtrH08bFK3Pz0TilhRv5QgnsmEAlz8bTP1rbSvYfQKCXAfrQAcvZQrM6WZux+rvZ/08ASxxU8nCstuK9m/2VDPqxJfHe6mb/Tzkw/yGTV6i0xGy06RwBIwEbvw4DgS4QaF8Z3UJ84JWAb1Rg34lk/bWnAVfFNVcz+AI/vj7qGTon1NX4XfxNrwL8tKEBv/WJ9+w4Hlxnc/X+ZpjvY6hbJKjXVlDZN/H079hWyGUG0fyZGdKrBfjpz9fTiVuSsRerr5sDzzP4YSeVLIzVNvIhNEEC9XNQidPN/mUE6ZIKsnykpa/RJvsQMBJw9s2JEVGWIdC+MpoBwV/8ZAVZn8iyMNMSjiCNAFDrIOvMrhxWcaBMBe4XpBHpCKyS/aIwaSaB7/kSdPsDZG1O1K+LPU/1Ru6JDCwPInTqZCr7KVFbsfq5ObDYBJNjPA33xGor3m+loyTrJW6ueQHAgw6yvKSlr9Em+xAwEnD2zYkRURYi0FYZDeAOAh/joJIeKYY+hz/oA+TVN6Jx7nQa5epsqm7hJU8QpP2nkr1LgQE9p1rQSzYhOI9AZb9i0+OJylxWsf8YFTSNgHcZOA/gk51U8pmesbbZcnNglQnmU8bTME3SjO3pKKu45i4V/KmTrPemIjbDZuoRMBJw6jE2POwgCESECoYCGKwC+/TEbWgxldN48S1mmCaEQIUusm2MNr0z2FMrCrCm0YguBQZS8dOYyosn7YQ8weD1lYQm5wQa8V08fmZxoNAMrHSSdfd5XHuRCnUeoJ7joNL34rGjpa2bA+uCCB2odZW9LR1ljQPgPg6yTtLiy2iTfQgYCTj75sSIKEsRaKuMBti+Beo/b6bSuK7lZOmwEgpLFAMRpMIKslwczUAqC7C0BCwYpnbCyRepgtoa9F8J6+dU0HFdMk21t+vmwM+AerCDSte4eekoQHpagjRhAhX/W4t/LW3E/eYq1GypgCVPq/iE0G3OgelDB5UUVnHteQx1jIOsF2jxZ7TJPgSMBJx9c2JElMUItFZGS/4QsPskKtkti0NNaWjiY2QjUK2CZzs7VCCnqwBLywBdvGinfOwyEVD/DNB0ByyPaUl2VRz4QIXqclJpWKdYVEgD9BJBfdKB0ql6VEjfzdV7NMC0ykHWflrGItq0p6Oswv+3d/cxUtxlHMC/zyzHcRxwMdbS1DYCVhS0EG5n2xx3xba+hMSmhrapifGPtjRqTKoi7CxUOA56KLt3UiWNpvGt1pdgY6TiW7Uk1AIH9OagppYYpQIhRa8tbSjp3XG3O48Me5tg7R0z+zoz++Uf3n7z+z3P55nwsLu//Y29FJBvWmIu83o9xwVLgA04WPVgNCEQ6NXDC3NwXhjG+Ue7pL1uXwWPO+wGDDMlracLpav2Biwvt0yvHn6fA00LME/hrLIksX+y6zZp3yGFc6JLOj5TGDf+tbTfKORUEwbvKXWHtNvUDciTSTEXeMmhMKZwHKWB8405GHstMef4uZ5jgyPABhycWjCSEAl06f6fxmDcsUHamkMUdtlD7VH7ywp8ykJ8Ocaf4btJ+34hkKpuwPKa2Fa1OwzowwrjWAwjayf6fLhbD7yQRfZIl9z0P2+xb9c/NA5j9mMCvbbUHdIZ7W8HJG2J2eE1fndc4TjKEcRfnI6Bt4YQby7X0Zx+4uDY0gXYgEs35Ax1KPCEPhE7gbmvAMZqS+KP1SFBPuWLT+ixn1bIrgublra7f7RZ+/7o/twpSwN5TrGXz4czar+cg3x0ncSP/V9tFW7Om0vdIZ3Ww7cLnPssMT2dgnXJK+CLx1EmpXV3Ru2Tiob2lCz2dDhK3d6nAU2cDTighWFYwRfIqL1WgZUpMT8Q/GgrF2G39r23AVP7YzA+vkZaj5brIQyVizg/80SfD2/Tgeuy0D2WmNdOFkOpO6Qzevg+hbM0Jeb9fnItHEeZlBt+llZ7ryKWWuvxe8R+1uHYyguwAVfemCtEVKBH/9qsyA4CWGlJ/JcRTdNTWmntv8uAPDgLuHEQoxdPdQrqK+C3J+R+PpyDkxHoPAV+L5CF5zH2wQ3S5n7lbNIfpeyQ3qT7nxRgVqe033q5dS79+83a94zCeX2jdNyRUfvnDvS3ayWxw88cHBsMATbgYNSBUYRUIKN2D4DllpjXhzSFsoXdowOPA3p6GKMXG1dYGnABwP3+cDMaG93fv4mhEa8HeRS7Q3qLHjo5irFdm6TjAT9F6NJ97v6Dj2yQpUvSam8VyOuWxDN+5uDYYAiwAQejDowipAIZfe4qQE4JjLuTEvf8pKCQpjtp2F16cFYjjFdjMI6MYPSNsDXgUmrid4d0fle2s38I5+Z0yS1ZP2u7D8YwYOy0xJyfVvtL7uMZU5Lw1cT9rMexlRNgA66cLWeuE4G09v9IIEssMZfUScoTptmle789HU1fGcHoU/XUgF0QPzukM9q/RWBoUuLri7lnMmqfAZwPO0BCIPenJPHpYubhNbUVYAOurT9Xj4BArx5cqJjyN0BXJCXhHpBf1z+26KE3csgdrLcGfLHoHnZId+meKdMx84QBo32NtPo6JrNwY6XV/p0B+WEO2X/FEPtxUszWur7pQpo8G3BIC8ewgyXg/oMI4OoU/yHE1/Uva93qeP0MNViVLE807g7pHJzvnMPwt2ag6ZHCueFb1W7JIbdV4SxfL21zi10trfY6Ad6dw/CWGJr+aYl5RbFz8braCbAB186eK0dIoEeP3KzI7RnB2LZOaVsdodSYSpECnfrsuhloagOkA9B9+Wnyvz6Lob5S/oPSq88tc2C4h3i0pdU+NwzM7hJzqMhQeVmNBNiAawTPZaMn8A09NHIeY8ObpONd0cuOGRUr4L7qzWLsgWGMZmei+XvleIrWNj3VlMV/BqfgqtlZDNoGcOcaMf9ebIy8rjYCbMC1ceeqERTo1H0bZmBap0A/kZTEMxFMkSkFSCCj9gEDTspBbB2gD1ti/jlA4TEUDwJswB6QOIQCXgU2a99L09Dwnjcx3NMtyx7yeh3HUcCvQEbtXgXOCGQOoP2WmD/wOwfH11aADbi2/lw9YgLuBqRZmD7Nz0EOESNgOlUS6NGBFQ50pQE94EAaU2J2VmlpLlMmATbgMkFyGgpQgALVFMgfAmO8COgqQG6xxLy3mutzrdIF2IBLN+QMFKAABWoikFH7HwrdLpAVlpgfq0kQXLRoATbgoul4IQUoQIHaCmTU/gmA04DcaUl8fm2j4ep+BdiA/YpxPAUoQIGACGTUdh9leKtCV6Qk0RSQsBiGRwE2YI9QHEYBClAgaAKFBzMAmCloWJyUxa8ELUbGM7EAGzDvDgpQgAIhFsg/mEH/rYjdk5JWO8Sp1F3obMB1V3ImTAEKREnAPYdcgOsVzqqU3PDrKOUW9VzYgKNeYeZHAQpEWiD/YAbpHsbIzo3Sflekk41YcmzAESso06EABepLYPzBDE+NYuzkemlbUF/ZhztbNuBw14/RU4ACdS6QfzDD4KsAxlqAK78g5lidk4QmfTbg0JSKgVKAAhR4ZwH3wQyAXpMD7l0nid10CocAG3A46sQoKUABCkwokH8wg35OYOywJP5VUoVDgA04HHVilBSgAAUmFHAfzKDQzguPJWyxJDGPVOEQYAMOR50YJQUoQIFJXgEXHsyAswaM29ZI61FyBV+ADTj4NWKEFKAABS4r4D6YAdCXAGOPJfHMZS/ggJoLsAHXvAQMgAIUoEDpAt168HkHjtOIqW+lxLyp9Bk5Q6UF2IArLcz5KUABClRBYKPu+34Mxs3TMPWKLJqve1AWnKnCslyiBAE24BLweCkFKECBoAhsVbvFAI4L5KDC2XFhM9bjQYmNcbyzABsw7wwKUIACERHIaP8uQBoBnLXEvDsiaUU2DTbgyJaWiVGAAvUm0KP2ZxXyeQCLWqCzeSpWsO8ANuBg14fRUYACFPAsUHgbGsDxHDTFU7E809VkIBtwTdi5KAUoQIHKCLhvQwvkGoU8y1OxKmNcrlnZgMslyXkoQAEKBEAg/za0JgHwVKwA1GOyECoRayYAAAGwSURBVNiAA14ghkcBClDAj8Alu6GHBPJJnorlR6+6Y9mAq+vN1ShAAQpUXGB8N/QiQL7LU7Eqzl30AmzARdPxQgpQgALBFMi/DY1uBV7mqVjBrJEbFRtwcGvDyChAAQoUJTD+NvQJQGNZzJjLU7GKYqz4RWzAFSfmAhSgAAWqL5B/G9q4EXCSPBWr+v5eVmQD9qLEMRSgAAVCJjB+KMcjgO7mqVjBLB4bcDDrwqgoQAEKlCQw/jb0SQDaAlzJU7FK4qzIxWzAFWHlpBSgAAVqL9Cth45NRezqHPR2nopV+3q8PQI24ODVhBFRgAIUKItAp+7tnYGmrwGynadilYW0rJOwAZeVk5NRgAIUCJZARgeeBvT9lpjzghUZo2ED5j1AAQpQIMICPTqwSKHPx6Dx1ZI4EuFUQ5caG3DoSsaAKUABCvgTyOjArwDnNUsSX/R3JUdXUoANuJK6nJsCFKBAAAQyOnAboDsFDfOTsvh4AEJiCDwJi/cABShAgegLPKp2w1ngNQB/4neCg1NvvgIOTi0YCQUoQIGKCTykB442ouFDMcQ6VsuSvootxIk9C/wXP/Ee1e08s1YAAAAASUVORK5CYII=</pentrails><costumes><list struct="atomic" id="38"></list></costumes><sounds><list struct="atomic" id="39"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="211" y="199" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="247,59,0,1" pen="tip" id="44"><costumes><list struct="atomic" id="45"></list></costumes><sounds><list struct="atomic" id="46"></list></sounds><blocks></blocks><variables></variables><scripts><script x="60" y="10"><block s="clear"></block></script><script x="113" y="76.16666666666657"><block s="doForever"><script><block s="doGotoObject"><l><option>mouse-pointer</option></l></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>65</l></list></block><script><block s="setColor"><color>247,59,0,1</color></block></script><list></list></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><l>-65</l><block s="yPosition"></block></list></block><script><block s="setColor"><color>138,255,204,1</color></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><custom-block s="Is %s between %s and %s"><block s="yPosition"></block><l>-65</l><l>65</l></custom-block><block s="reportBoolean"><l><bool>true</bool></l></block></list></block><script><block s="setColor"><color>57,26,255,1</color></block></script><list></list></block><block s="doIfElse"><block s="reportMouseDown"></block><script><block s="down"></block></script><script><block s="up"></block></script></block></script></block></script></scripts></sprite><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="10" color="74,108,212" hidden="true"/><watcher scope="Stage" s="reportMouseX" style="normal" x="10" y="31.000001999999995" color="4,148,220" hidden="true"/><watcher scope="Stage" s="reportMouseY" style="normal" x="10" y="52.00000399999999" color="4,148,220" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="73.00000599999998" color="74,108,212" hidden="true"/></sprites></stage><variables></variables></scene></scenes></project><media name="U2L3-Predicates" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"></media></snapdata>