Statistics, Raph15-88
U2FsdGVkX180wpdzlfPmZw+y0x+ty4S4FWbdVAQMxRcc034KTfRcf2a6E70hx1jISOvfMz8ibfex/vrmxp142+AxtmdpbC+3HQG0MU7Utk5KWNM8b2n8za3hQQBIeNA26j9Vr6OLmf4ggVpqC5AvwGSF3AGHVJyVGwnXP7mfH29wh3SdzLCPraW7P52R3vizJCbBreuBWKfbOKDQUt7MOECUxQ8r5d8Zie839oQvKxWZd/f7r+4zx8Z6kSld+xvWfIjOgFh91SrzuZdjYR0D5HA8ht4ymKSGhDeCXuOw7DxDNVs2LPUBu0K1uue5lQme+iBn2pL4adSotfIr5eioLV44PXg9magYvld7uz56X+S6xjWkIYP+h4IxBxq2mXYITAMb94VtmB1uJHwt/agFT1hqBuiRRF/p4HCol1VhiSXsfJbA5NGM53knQ/Q05PYGkiV6smDu0IGw+UlqHlDtXAkZgzIHnRFlSBryl9G58JBRW+t+xgWr+Pr/Sw/+AZsXodqAbXWcL94TrUTi3d1auhy+x8xWZyB+rD1dq0jqAkJ4pQ22Va+8K7b9tbJZgUbGUgP+F87vB2os/uPBuM3w20qhY8bgGkdcnVVCGbTy2OLYk18xmGmmuSpdFzS3cg6CFS2+fDW0TYWDczop13sXwrZA4qQ906I4hXNQt88TgMA5EI2nrGDqdIQG4/xQe/B2+lLjiHE1SroOdTXF4xhTjCC1b9dTxIkm8XvJ3Uet0Iq7b+Ep0MSMPIRzF+0m7GlpecJQEMj9hTo2mnzK4hRwc7/hH5HNJ0EtThHJrvhwI7MmOXgKExbmPSeA7ZXVicmuCQZBZJDl7oOn+op/5Ti3wo4UP1IrEteYQiKutVnCBp1t/9HugRIX75FWnaOyxUZtk1jlq5feEQMwDGEeNVf7vKXtKdoM6MFulzOnilJsO70HH74grggWpEngTNiDGBtcKT0liP/agTOnH88ymiFdMLRudhJCYKNrL/XpNlo5t1TEHLHc9e2lcVikt14bJ77rK06M8COGxEBfZRNzxKsarnl7VTe5KmDmUSI9K9tyWARRaa9QSO7bfPO+LGom1uunGnmE/GlR7YpNQq/DnfF3J0SNKxHGJyWUSwa5V11q13Bmlty3jIQlkoGJ1Fsyofc2s5QgCIKk2pW3ZuDDiy59DYZDFdqHDde4ZomspaPPntXwBDCIAh2DmWot96A19ySbiyiZsQsV49DWkxvMz2WTk31P5/7qIkxlYHr/5wUarqytAiWKqtAr5sPvqme7IBBSrQ22UszVNYy5NBwVB5fGSJVdg7mcK0LBgMn5fJ8+WNU4ees1D8XQCmf1XiLr5a08FNttrCGnAJOft6s5laKzo3NwoqKe1o8ko03DiMqwCjhlys7l/G/EEqAi6Vaj6904irzyeamVYIlD2Q/mhaZCSGJWwfN51vXnP2WPR2ifH/lb0VdXQ9AzW3VrNe6foY6BAJ6qZZWdxOReDlGmD9o+mpPT9Fh1UpaFOK7f0empmxKvGC491gxajtSy8IcEjeVNFVBbsk3y50r4WsOtf38rd5oXQDG6ODsCfupGkW5bQ7Q2Jwt7nWzaRJMbeefETcIp3mDkmQDRDpsjsGS6AhANC0OFu+n95PWztYx2Sf3L7FvFJVl4mlVxGcPEfJHqaymJATKdRTbM/7kZIbRdM8Wn77ZPMKcsDz3TuahRWAckXUaFE7n3GeU1B9YtOw5eGL6OXpm0UGpYbXhhmJ1r5c0860UQ4I6k1UJzB+pQMO0qkK5dl1/UQ3tLIHhyCQIyuY8SnzbLNs28vzBaU2gf+gYA/BsC0LuifGd+Kg9/VPWBP5f1SyTWWj1E7fouEMy9mbFIFf7wOiPBrkxsRiCd3tNLc0VpZ2a2SP1TPTTH0oBDLzDjqba9yFgluvnYbaQdpu9fHTceW/Dud48jIBM9dpGtNHgEyaNj5rzkdMPawAqGGrH1PG3oT68YSjAmi2lmpI0hZceusj8eIFwJIPihu2oj6fWbmw6RtC4kGTL4V3pNtN8x2RulLoTDUx41Fx6+YPzqXD07J7IEr3nlXngqzZhNGNzKazVgaG7oXZdReFZS+SjknkB4xhaOYJPuAYoaLSRCzv18WqQHqM/ANAoBHN5TYafmYU/fxaHxiNDhaBueURYDtTJzIiPwOAWzTmlbIyILvLqPEPIUKTzEPJLxWgloPiqRcznCgtMR3k9zxgVvTyTU4gL9zw9AqnR3RIPV+3sAqKmeGZ+O1mENHNDgdN3yOin8RT/U5c4pXoS2FrX9XInNrAlRkceqeg0Atkw3HqfFYCppSpkZO+lWP/YvWthY3o8oQA4p6Mz/dK1aOUQPihGRzrBb0aqoUhOWbxxFk7265CmyO6X3LDNJera/b1b5G+NGB3oTcw6JqG97UhSYGUWjrgF28koxXx5IMa5aLBcGiQxsLjvNjf0UaL91kJf685iDZFv94IS/xb+lOPYWzq1wXA+HtERskaIT8RmPx0hVu1RRCYWOvfT53MoWyZBIxU7DliySEoQGrpu5WVj8ZqoMQBDaoRE04Tsjs3GuDZz75FS6oExvXcVtoEgvItT3J14Kr4sln/W+canmTs3Hdg/pdxXn8mfs1JwPHmdScXwDYW5gf1DF5AkA05sEhOAInljpWVvhzHQ2z0ce3++IDb3NtLq7+S6OTHvWxuuqgX/eHGVpVcNJX+LXLnvpoDLZJGWkFA8cyEakcZGoct98eIUPLcJaC+VqTu2FELeC5OYlNEh19Y3AZI7E6la/LcW3VhvLSSIevPX0kNWVXVHttttmfy95M6xfR8qhOVChVUvH8BIqzm/Qld9Yv1D24MqpKRXBVvfGT9Ue4684tc3Jr/9iBa15qLuhULplGnbXWBLUqZQLhYyI/0A/5RqB84pgqW5n2Js3RzF2c0fxT9qqon8EKEvM6xETh8XhFJam4YdYjSwgDWumpxO9tI+y66hZh8tVMP9moyDy5MtsPeQaSbNpoDD6QZpmBhwnN3Cm78wxpzjXUUw8oI/F9PbfVdCvUD8tObfsUErMjc2V43nLmPMMZqxtBxZY94n1PlDiSWU5CoHsRNSj9s6KDL/qOza7RjPC6UxOwrhA1J9jBTfQYMQvZS42SzRmsSCWVVaiX0itqaV3w/CdDtFJzx61VP2acIxrea9Dr/CL9w2B1/pSh68oJTrbg9XggWVtdqQZPJ/dY6ewa8vptOkopLhZGQNsyzoUbLVaXRz2R4/zb4NaXKKP7wNtsX/wEsj0FZtenpdWUZhldavIzNF67Fdj3qVdBIJIdjE8LtNnaJP9cO4BFSvMcyf/0GEjyb9vF9dO0Ch+v13z96Yo0MDOYbkLX1TcJUBsDV92Vsdxd2NjLlQ8iXFxMCLWXH8mSf63eI4BctaJrxekjoz4EWhhkWvSCW+/y/j+3jvNJAqyWCMZi6BwPdzPpaTMjC70VWj0nDu0dqa2X8crWOJ8wJ2PRMzHXYhA3zZGTaFxkk7bH7VmMTvNxKy/kLW4g09Ly5Lvu79LPeP3FmWsePENPbyALRim3lXUuNYPwBW6aUN5w4ee+UfwlNMotw4/fL+WstA0848i898RC0aBnvtKSKrLApdByUpC3luzna0xrC265/OmoymQOskuPpmNW3/mVY8kXCkmazo9RTg7iQY5KMayIq7Pua0koK81ojLXMuwN1PtPB05uIxlrWWEeKwyPHnxaZfntL7nt3nY9nY7z52FaKelc2j7xTwiMbkN9T/+xkgiyFnb/SCE2Fkk/+JGh4xwuv/xh7I5Cy9t+bBz9db/UufyPEvjMTOBSFErTRorZRT7L2b6Qdtz3UeLuRABjiTO6n4ll8pYiixdZYRjJF6Zl0x0lS+ZurVA9YZTi52l+fmAnSCimpGz6M51JF4hlGyGrTdMS1iA6G04LqoOdTYNOrXOHTrtdePPoFpRGs1sOKAKq3L6omBR2XfPGN0hEyzq8TwHoTff3MjZtMiInPZj2GdD9FIErYbUn8tsGyph0ouGSpg37udzLyDhNXPrP7Az3+Bwphks+5NSlYV+9y6a+qkgI26VOQghDdkvNGafVh5jwHQ8bwFEni8UHWwabsQhEAZ7WSiasXyxzbTiDUaE2DLYc0W0WG05YM4dV3jT8sCd7EhBlZAzzQAtEzD75bhCf3MF7rnDs6Ko8XdBJTMogkkdwAH9+d8BcgS6SI83P/3Yzva2dpHogfthHAaj9VwFplKDw3kVaeuxEzMPnNOq1VLTLHw29eu5V9o1AOpgiB0t3eWf5indf9lXsChFhf3LMSlsfCbGJfJB9m/zzG0nwXatib4d3R9oZTnnKjKqlCQKjIdti37+qAvAKSnIT5qg2yH19p74NMyVa25Q1t+tj2nFgG8hJy7Qz4O3K1cRKKTrmPupu2rkvJd7zoVyU2KxunmYoqfQaMsA/C8uojcdLQ/8m5hTkFzxO4vakzru3QVqacLQazaIKXCdhsu+jroG4sV23QusqYMrZ+qjCS1e6zMe3SK7E3oozfo1dBrUqxGgTy4ezYLoCHzUTfz5XFVP/srbJIYLfnxzXB7vmO9cPME7lJv1rwB/afbfYF2+7tx4b4QDSRZDNbhCwmnGGua1FOYsrChURJk6fgaEazbQmVv7b1dRen0i94apXOpEVhoz2hCqkAkkazDcz/iXrpFGxhAtTteEiWDGvePZNMZrzVRgFoMMOqbvGgqOlFZs+6/E3OaFL+SoH+rghMjXjpVF4nkUVPmBfFniGu2gdi8bkI6VNb/6bH0UDJC/P0+w8wf40jmYu4GB9CKoqo9OH7qrG5FnK2VaWqAziWJF9/c05k0JF92gvZnQ7GYpue9HBJaC8PCTdiQOcw6EtllnndO2mfIyHzpWeuXgqxJHP4sbnOLNlywCl2EIdFwfhr8v+w36Neku7BvngvSkn6j3RVSxZKfFCmRnG5pHra5F2cZ1iZOGwi1o0L7UHzEJTICAp3GrXSaRAP0DHdgcz4VTQBwx2oisJ9VD6MwD1JRbL+2XyO3ao5TYS9TimoyASd8X+X5Qa+YF4V6Y3/zmcqajP+9F3aDej7NY7Wrx948Pnn7Yoge8xKvxFdfO6E8y0TeLT61IQeB0823Xow6plsoi8FbuK8s6tMwaAkGGUI+7sNAxKDKEgPnzXHWRmd94zHs58a+sNnBceeuOYdKF8HzFOEJJgO9u3iXyPw2ejbrSKOHPJ443yPa3tPO3mV7gXxBeV0BHrho6rGaAC5nPiHz2iuYOTepPvwExtFJG6B4MZVFnkJDK3U0pUWwlyUWsNC+Zg29YP4yejGOolcBsKTiX+OKrMOaMnwQyCaqVkiL5EVRYVmBTmIK+zO8F2vVWQkf5qofHJh4KsJgvu4S3sQNUY+FHCA76d0w63ri24ZZCgUtifXNNafETxKjJoesui6HU1eBB2yjupv+VyXiYhMMEZplFRCty0cqRsIcEoh4shIhedIZ3+Vs099+FdFEJ7Duq5XyUOqoXVHzAzbC1DFiSYDsCfggV3ql6ZUlFOswoTPNJr5se2ECaKWRrWO1gULtzDUrVhlZfYirNtYen2nHdSeKDyJzJkEhIB5SE51V4E9oCa2jpgNrJuJxozOvMFj8fo6PBbUqNyLbNq4Qp0ns/7fcOY/DTr0Su5l6qYZIghYykh9c9/g24gkcD9Dz4RR7RoY4xXnHuhhY4NnvRQic9FTirKO6Lh+OdqjQ5QGg7I7ajuU8JFqk+he85zCi4CvyiLVEDYfCvCuwZ0Q89/Nop73/Iv3kI7VqtsQsSTBU31YRS5vRBbfQSSUO8XffqtisUyeKd+MADP0pEZcGzpxB2YaYUd20HqvBuKUE/yj2baUHBeMbtzyixEWLVtW50rUR4O2am01NfyQBKqCc0xzhp/PrhqLP9yAcWsfc9phMR3qghu+4BzkAolHsbQS090Swv618hdNhcZrDFSDNVHlcQ4KBCC3ppT4xxI3SBMXmFteg8/ebp6T5j/Dz9iSOjqhjEYw7dGIgm18UUokoP1SM88RWtnXprLzMwCU3fyk3DE5AYbTpmk8ACKtl+O+7TuLWcEaWzzQXbjH1JPDby9BXk8CivIPl91QtsVZFkHFeSxK/8+5ltzhcxUUwKyr211iseT5Xq1/0ZUfQzQlqFTFE8hMG8YcivSsBCm8JGKixmmR9ge15Ybkg0bv+feYozn4Sz9alN6Mh+VQvHLtktm1/56FFy7HBsZsYEZB9B5KlyGX7U8TucqMMUxw1tIt/ds4foiencvcuQkY2ZSpOVRVeKHTWrgAyDHFL3Ioalqj0XM/1UsxQ4zV4gqZ1GWgh3HEL6PR48Epjl0jX5+4V9M6Iv0wV8UJD76Bbzj751N+g9M0++aia+4dBcpTNrlwQ//43uOBHdljaTv9k5xPg3zEHTlcbXTq4Qv8KM+9bkqbW2SeWRIpEaEqH1akzEot+VBa7e9Bg4A+u9J5ZsnQtMMfimFDmwmdCo7I7JffgoAM/1V1NIkEbl3U7RXGvX0ru9A04Cz1KF+VXYtyHSFT5KTn5nvRhVtRs7BPiUE/hpD7z2W+2HIWNeV1TFFLiPg9aTppy3FdxMxq/4XgntA5hoFHb04hpv+JWQsUOj3va6CuSjpAIx0Zuiv663223La8v5gtuZrYKoip364Qz+FlxWdInN8NaYEOC/7kNw2t88Q5xjffYAyL6R/RgH8jTq7OM2bojOJg80wnT6Vo4PEL5j2+qD6YlnOQQBNAhNiGDEgLhuvMfN6FABZ5jlnTPD94xOkYEEIoXlxB8scmX2XJJjeHJFr8cM6obsQeQCW6RrYDfs8SxB+S2oEFimYEoNZ4g9P/4HDw0akVsH6fX7wJd/WSxSPX/oBXimBD6wnNVJtMnOxMXm+t3BK/ZlSz74M9vyZpH7rAmU33bf0QytWjsCl0hk3xRi8QSb6eoR8oRZUNcV2SdSU/5FKQyACS7y/NsHIbhVTR/CwwayI/SFtSHaaUeAY+YKvgB7361b16QniiJocC/Mlp0Kmp2oaicx7mcu55sWB7ggVBvICZzZYbDATAi+SE++57/nYNJwBkDClazlMGXJbKfoirnVbo8IOdjFTE4FVvMp5OUOESoReTIkFsJFpIElPfGhoeH1fVLJyougWlcrg4pU0TT+2AioOyQ09RxqrKXMkXAQ06Yj8HwoCiOUaB6otGMI2Lgxu6AcTawEesyXOcwFjHksPbnA6i60DjtHG6fMmj4Wly1mNhF+0Y2t1o7LmiYekPkaG5vyuMwDP6gpw74c6Wny/bKQLG/9yYQO+X1vSm10XIQ/jnnkBgmvV6LUFlj7DtLpOu4r6WfzigXAN7QAY5SnQKBaNkfjQK0pn2ovLtTA99h9kMWUKX2P3QyMV2ND8wP2g4Tb5hWV2p25UuZI1CO2nyilOtkS/M3szH1LroxOgpayD42w/xrxCiRMKdkXTS1tyO34TVgzX2sOafAqf41MjfRxx/5LuNVEGoJZ4zMPg872m0OefqmfWxflaHUKwBZRHwYSP8yz6h0bw2QhsPXWt2RQWniETJYdDtlPIChgfxxXkIo38n43toh/jsZdRk2ywX7fcNxrRmK7K44qkbeMShq9oNuFJEgVZcS8W2qZVefoOrSm0wTnUXIvaynQBRt2bFPNPOB8Bk4B255ZZ1vudJTNWWIzhUxfWSL6Os/AZMkT7mAW7oIfjjq0jNQu0ssVrHe9upXSfmcKnE2b2MjodHgZ73AYkJS2o7sY1epOWQrLCcUAlmRwssyCT88/quzSZm586Z5ytUUv/oaVw+LQZ1hiCmz7VUBRLlCAteDWjguznnN/gFHpuiUXoeM/4JYrPECa02xUwECiuJCJLAfMU+62ic3ZGbYL0UL+EYwyeILYRDmykll3P8SyHnQr+yxAcYtQsUCv9QZmdVQx/zsyzwQygoeChoaSUEUHCtBz+ColvoH1BFuSUGbs5AJWlTTBtIyRtOjQFcbM21SRs+WmN7BznYs1Hk5hNMA0cyIdRZQOFuvL6QhvOczBKpvfqU7EIYAF27+JMjrwUM2OdBqwiTHdpHmJBmCSj4AzWM8z5CD6DpV3pXV+rLk/BiNXzKTvLsWHqtaVjTFfaBqkoSWX3H8vAl6ZRNV3ymYwkWnKiH3R7y2twdE8EIgZp4r/T3mU6nmpPXV1GQVqnd1OOG2F7+dy7/kgOgwYwWpfTcgzzPrUzcXvnpB8DnehE1xN8O+295esdLocsAnzoadLO//YAyyy9jI7IPqF4PZEijoS5ZsBDVosjAgjdCwvUD5bMPvUTWhb7hzDCL18eFP5akdqiGKxYb0Aqi9B/1plul01CsgFE0DNvU+ZX8ExMuWpJrvUYwBbPO+Om/Rr5ak2GBpbdD7mpGiLHTi5OvWUVSID5/Lj2x0vBqzIFf2BzpVdXbMlLxppgg3usMeeSVQz20gminuLMRikWG1NCXtehvzgQZ7obh4/CJGzqIpnUFRpwN9/aUaJrC66p0yyCS9jzV9FYbUvW3ip8hU6+zdj10kFqpfNxOE3sj/hY/TVv38lnmOB6HsXrCuDH2wW5d5hmuFWfpFoqV97yWR+rTTWkHtMGiQqFVB6V77ZW+e05P1wMlWwaACwqSYkcI5LtACHrsStx/Zgft1aXCdV6fPEn54CVO2qHhZaEDwFUbP1WQAsEh8BWsQsVfxEUDHJBuJwYgt7rF4DXphn1M9oeV1+PVYpTCqkSph2sg1tTMoQaFOsLCRTbLAp0fFm4/cB0UQFuziDYtezUO/aeYJ0U1SZtMQjC7Dc3J0e1u2okPdk5DCftgqskU+bF82snJZ0XhB4ZkY1pA3zgQw4ia1pmzr8Rz/KbsJ8aQuy5Vy8E2M7kgfC9FO2NijdQ6+iQXcK8/SHMDu5uwQpO7ojCqIBai0fxDAO0M0tJ99fu+01OuGA3bVDbv3X3ShwDvHFX7GysBQvz2/2EL5jk9NGLRKJUR2vdWp1IOw24a97RCXAJPhsmPdsofu75GM6VRD1hMhS/GiG1t2+Zj7jZjafsAZo0SNf6GaJ3faornJAmFbZQCvKVltgBWtmIFUtLBxNraBgllTExEEQtpFqzkyd159/NgXr2LzYDgixbIXv0cgq36YF1GkKqheP8+B7jwEorf2kWEziw8ykwd4S6uSfao2uFJDAba+q0MdWL/UW2ouCECITrvF17gwgrGokBtaqcyK7Hh0fxk0gKAss5y5hFm2D9u06cdBPdSk0d0gfw0oIN9cQpom+geuiSK4oLlAc0CrxZ7Nsa+n9HA1D5h8Y9WwdaGWy27dy4DDXwJrUqvvB+AKCv5cYoUhRfxOwVzFzJedQMkB26M+p4jUrdliqTuQiWGK8ATdC+4MwbvGah8ePhZqBCU1pb6VKdwjZ+66+7erS0oUFF0B4bGvkt63mk7HRA9cZlXhfs1fOP/zGC9dQG/2TRMGLJeCyXCGczO9Cet3xfhlUQjYTUCEOfOUiYK9YpFAvOB85uYMurTSkSHz176T8rDGEo31o7y9icO8W9WuNBscVytXAiMiyvx1R1LU9l0SEzYAtOuSTP3HEfPbC4eQ2gO/YGb78Hfver/hAHVc3FhZs1z/gs+MtilZHACaDkQHnw02AchOk02A7ASKeFztbIaZRe/rvCT/AxPKOtXqIFKtTc2CAFE1Zh18oqN8vA8tTEcHvGravP3sUgeN2oIxmODGOGP/nNxL9bw6a5/vnG1x0MS1TWyt6rscQTyDZCP9BSAOOeo6vXc4uRFvk+ZrTrPG3v4FQlRa6xraxxmcb+7SycybgRKra5cATxMA6vpxfl7rIYmdhyEZ5SAjDar9MtToyVPKShS+ZN3MtEC8kH55St/53d65bKtngeculjcZdodi8ubnl6D1/e8yiZKvAE18dmh2yYIQ2mFQhOpE8hYJJJ6KOnWXUYt58BMl9FCNmWardRqbPfdbmrRzzHOribvz0h8Ugqk8kVPSPG9T3zGyYw9C4771+8VJvgLC2C5C3mu0aUmPAm1zFWUX5TxZu+8kI27prel8WW1wlGZdEBAw1eMGT4RkH1pedBQSD6UUc9AzPVHxvsgAk/SjTom9CtPem5my2uQDJJkCRNKFgeu9B2/94tBdXPuxCkVgoAyqCUf8k4v6/3rwpxo4+6Ire6p4htYUHq0RxY1YW3mgZaW/PHA0YLbCyG6gjweJUNAnm5rYOZmRWbG0kQdPhbtcX2XIIsbzVxr8NSDMD7hg+NjXV6fSid2ZTbXMgYUJDDUKZmlyjAQp1RhSrn+WspCa/gcGqx3Huuy6z88moqrivb5bD9Tx8obqa+8RnsVkfAMnOxQ3x1a9PRvxFrH8IIwgo5bLy58UAi2K2xXHFBeKk5L41RbEp7+5kf94rcbp9b7rafUbunpL6DuHWAaUOjlyPhK45a0aSRA9fXnpxXMqhY/TTQW2BgSJkSlGzP3bRhnurwyD2hdo2mHKNhYE/F0U2BpJ9CKl5wxCOA1Aawc347XEvacr/9tsJo6VPxGHXI9grpetZgvtuPQyKFMk50D/8f5d/+MypAxeBDNok4hBwWTYMqUNLeTnZngjGezRFmYBNntTwi0uqwtGaFlPq29vRwDbDGPvOMLWfl9PMpjnbsJAhrRgiZ/R0ffL0TIHjlUAFhfHKWfjN2hstyYJNGUlbfmFuqdGb8R+VycRRWKHJKHOkDCBRyjLIP5m63rXS5w2EdQUW90S+wW60XcYSKencWGsgbfgSwC5HcWLTiodiSBSU2KqjEyunlby5fFr53RuCE6JNbhDn+3ptxQ0mKDAdPMGivZL5fRzmUG3qM85sOLmo9jIJ3+gnGXuffn9fqg8mBvtIftVYa3CpuBDoH6m7Q0GTaH5is5/JsknGK55b8drA3PQFlQCedRB/c783kM8qiAi3QSUhItrka2dRQ+vQU9PbQavIoQbeX4E0jrSW865oL6WJNADsJmpKP7CRrctABlNc48RnqztOp00fUiZrR78ngLJNicB6Sf3vo6sL05ZP8KJ3qQjH6WftHcPIqirscb1VE9HMI4MwcVEfpEoAdBqhBmhxUiz3QYVQQAEwNgxVrfmgthmDDOJHsTYRhkLnSAoSvbpuDZ/zr2UPp0ItOsjDzTUQluCw8/aJvytv05TjWVuuT3z5luKw0peyg4KyeDm7yocVLXzB3EoUQCW2XHrkqH2b2QHiEiIr5h10ObIfbzp+ycQzY2cH3tPgOsKNP2qrO4KNzMEO3F7lb1bJmjtZiIHS7mygHbm4E01bIvzJW//PV+dJZpiVhEuMTGg5VQqHFRaF/6dzhnMzfeVQ24m0TW9kXu6OZGbLV8PKAuwGns0TpluR9Gpz0E4ERpZr4fbWStt6hBJp1kBlvJDQkxEpGZqzvU/rDXKdhHOTeemymQOqnZcDNxStzg+67YnhYCjeXILAjp7dkLEvGQKs7tnJbJkmJAaqbuHiOfnDuizDpSTwJAQav4ZLgrrOa2zvzjTIQyga6VD7gcTFH58wZnDYJyQrWlYL4p1P34uYvX6UZKl3m597z5rd1hl3c/HxJL6B57rT/vd3+Y9JhaOe0L8TwfZgP+y48qGVEBs1Agb5bR3bQrKbSNv1DtQU45INdJfZT/pH4xM0znVE84rrV8F/PcVAFf8Ds1G7owGVSItuYqeXvLbntyCwjxGQVsaqOCBt+of+ulAIcZy/jkLBVybDLfXPp8OAsrhmUhD+C9o6/INQvGB9CVKg+E2ZiLVh7HLYvFHUn+CDy7J7o3njXR/SK8UNt/nXiLYHErG86b0ebI4rcTqPUaJI9pZDVPH+2vlOjKdWGCMtaBXJLNwSENpjqS3cRFqbpvB3EMXvXBkOctwaZKJOXU7N6exnlrq2A70fAuaL0T7WRG0RJHYkcD8tDofQ3FIT2T1bDV7o9yEIfidFwTl7MTbE+EhfjnjMxACpgTLQc5eNLTn8M2IEoE5VPem1h1dYQ/EM4scCmBXXwpb2Q2H369WWQt00ejRJjVkRmqW60IIrZ9CK0r4IO7ftA3QhkB7YVpxxBPJ+62GcWqRzIMUUqm+PuS5z3jszwWTuh3VLnP2DeXF/VNoKB5hdH4/4xG2YH//q3Rrm3qW8KzFYJVqZsdL6Idz/VVS7fWekLsEPK0OL0wydmVBDFM52AoeSA2LmXP5bxpRG74yVB6UI9IgqubPfp4XxLshKja2PXch74mHpJeQ/R5MRMcV5hAN4P6d5HeoC/BzM++ne2/QquMoTy0VSTAWkA60kdol9Xu/hMCR+KQs3MzTuKLYx4pCk14R86ZNfagJHlrRwp1XWJtuFjD6v/9IYNyeY0YzTLa6TEIBVj3O2irauHkfAJ75talLmQTDoXYF2Ze/SqMPYISQrzSDYEi3B58PfQqCoDPesY3OQXfFG2YGw55DctEC868e/LVdwbcaegciHmHUXEqgzwXHuy4BMkJu5tUe4xCOOuUceLruDqNiLONwNvH9cpHXtB+GtHOVfMEm/yY3N35V52PKFljaXwrLfxhh+7QKFtBzrL2Ia7dZr3RJn7+SjBypOlokX9fCHvCjGl8r6ahDZmoNXwh/xm6lyWy+Dbu/TEKGcuR0IblN+2Bxq5Vv1QIfwZr+gB73TnSNLEBl2gZqxOiO/5ZhPc+ByuU3QXpHdmnEUyu3H/mo1XcmHRkhfqA5ta2kH/36kJf/99TKZ5tEuFRZ4SlbyBwBrI4FkhLn+MJWlKSuP5dkUHvBVFQez20lBNh/XOUMvwc3HoPu6m5kTdJQuzDBNZr4x/FBd5CHEX+Be/aRYcOeMxz5xvMCwmoDdiypRmnkA0yTjaadie+xe/PNqp40wX6uYiizkGj0UXeaAZMWsYpAxrRgPkCVWUsWf8ge+jUbzBiM6mzXhKLAzDBDS9EKzzQyFilbIDh6dAxfMZnAmmWonpZNbqCTa7rlFm+1MFsxcx3VK9hGNUEuB9XzwQfjFDn9p8kxPEbCPDOic5DGGJvCNS+rnhxGpgiorJoYyqTNrnal/VNF9eedu0uDnJei834TLpQ8lTCP/YykSCdbGae4k6iZyqCKMJ0VfsEztPzuj1kPtqt5lVlmv+DtXs/gueIxuSmiCJWD/uqNmD03dfdw9bve4A2mX0k8U6OCJq1YCW8KHxr4HHfkPNQ2bb4qF7aHnZ5O5ibuajpfRo47CuhVxZYNWOGimOGaBDhtlQGEYajJdD9uxNotSIFpWD7tW5HkmPAfjd56RSjrbo1nV3by9VNN+fSPUCJiSLVAcERFBszHKB2fAM72oG93N2NwTLgwqgyhXVZPw87GDNvHb1NtpzpJVQl32+91Ii5fX6xxO8J9Q8tH0BE18SmG9vV0Nz3dxvuNLdNwPizGsJFryyNsCmcr5oKZBNykQusoc8x0eVpZrj90f36683tUAx7VuupFUhdlC5LeXddudWrOXDbp6k2EitxGDecTrkfFm8akqEWk+vFEevC9E8Kqh5yGK8sGxfIcc3/Yvgd5mDN7lsa1UcAOdYSNYJBVTza0fmLVPXmJzQYJoauvWUoZOma4norM0Az9lpPtmT5zgltiEKYgj6Iricf7kkL9ZwJV392bsoi418u1jvVGLqEHreVlnRIXKtusXNJZuuiOAM62KLI0uMMnnN+XM+8p/r+Hi8fIZIl/PCUW4cqYpczyoHBVuqsZtXRP5WTtwtb+5WU2l+xl8wnR9elpiEOAnUQYE80qqFmw6OhZl2rc77FqO/I0sF4Fkrx8/TrhdWPul2PVxXZxNF/WeqXQmAgmJ0rLQIGEBieJj0G0sRky17aLXrLK4LbDwVh4MfIiiqOSA02xX1WkLBCa2rQHpQ7dKoeOQg/LSnjHmSc/sFKLwx3pAWRys+hLfLCFUsmtYOvrui7EF1XLmROsZXQ3SsmUSXMKSCwoZvEiXwcpH3Ww9cSmCmggkcgTKeu7Ht6DvoVP26q9dENFqKaKTLCOqankWtGXVVUeZAMV0s0FgBUTuTF2VBvBlu6zy69gVbCXHBrgbY0XNjl2wF11BEuWxyCfFiADdjb2wWz5bUiIZEfrahERr2RRPnOHJU8c14xN9EM2SNhlHzIUylfUJsIDbEfXzi7EabF78HysOO+Ny8gTI1udIRrelj8hfjFbrOFvj9KHJuvMzTlBPlXRv7PCuFtMfbmdyHX3ckjA6IVfThHxA4cTKTeXErkl1Q34LBuJBBpKV8WGA01k5Ytde74PNOFsN98GLm9rQJHwgV77sV6Ynipbiq17W5eiki7Tb+eYBjQm1JGHD0BRi9XK+D5z1YJe4DSDU/y+6bolTyxSvW/zlQeNfs3i34g4BaO/MCuEobM85HMoBSB/ztiVfX9PCPRzkoUoxOPNNHhjBD7lIUsAYvNZ9hcrlCtlSndgjgdzszf1aXPa1Av+P5lGbPqQDdw05LFFzSSh1vzojGPPCtapUpKOVqC8Tpp14cDBN436gUmVetAdBMF5ZbSb1HbiVre9MkKj3MB2X5aQKdBlP9AH+UZhtQ4Gxm2STOQN4JILsqAEmdZsVKqNx4v7T1u2u5Dnkq2kKheYQOcQtltLj0OBlxX6fOs2oSoIYXTqStlnJOui6mVpphMJGavwbzsuabfjLQynTOlwfV57Ylp+4iRXUUzuaV5zWAiW4+lXEd5gttL/YGd2PvU/gye1sD+pne3V/bH2NhCg7fN7sZeQCuv/o/eNYOtRYs5TFCn7I4IZqXpGdHaLW2L09ki/Qm80ZmUAo4fxFpGiueV2abw6zI2lJsDHx4b47P/94/nTA6ZrX6GRfzK7LxMq1aemuhr1/aDksyRUNrGogvWcVWJ26V/hBedjO2jg5iKUYVGWYJQrPAhL3LMtKauyc6Q2uMTZy29NKs9uv86qrXWl9UmS3Kx8q2OnIY9FO5sNiOmztdfXdqLLFuCtL5rTm4JRe/LmCRf8n3U8hfxKwt31fySIziQYuHyAPbddYnQ2IV17MDOanKD6jLK+epIthj/RhXNRS16xoeUr931clLVn0e0OsBZKXkGUMihgAecBW26s36TjX6tMtiyQyF1eO8bXYBxOsJUE0jHxQu8y4GadWHcyzDsGBp9s0c60ZD72EcdihP7pwLtN95iIeHdG69K1+/zwoynFkvBYnZ/UMxkGaJf94kj9j5cqcbBzibSFuK3xFulooHf0wJzeIUfEtPrfdhPhFfpoDdSSuTSd7NRnbjQ6YTWk3K3Llo2CmvfOK4CxsBbF0SL39nyE0Mv5yP76pcbFKYseNhjqaokL8DekuyYzQo5jSfzZ0sE41oWs78gfCyRgOVFvv2JBzKT87YNAkTMNF5W1RplyVGDaJTtKUrjQuoUYNTBicqfosnv4jNeXhss9BRxd6x1xKdJO920wHGYLNejxfCOWbKA4phojvWpXk5lOP9aQlHgdVmqWK/3OKIzk6IT5AzZjn7Fs9UOXEnQWjL0mSZeJVLlvo6+dcnQohda/9Ec9oeez5b/Ffi7IedEH3q0d0qeZ7bEqNUN0YOwg/OtlNmYrsNdxCST228StcLEnbF0QcIadbVB4Q7FwNC3lk805eSuPScOvVEvwgVXy/67Oqti9fseKyZn81wQTok4iwCq/FHAyM5IIkbtR57C6L3PXBqXKfH5emp8baMMH9pzzdlZYGIHsKVrDSfcUvPUHSatk/7kBAl3iesI9suaPfnpXNjERZZ9Zileo4BWuh4XV+V8o0Q0WSNW8aFhAVLutR5KJfVB963/4/9owY6IVAlkdgLki6ChibTOIWkDBETJ8dUgsEYXbmPXbCWI7CBNrfd5T/tORw7QH6SjtBa5DJYSJGGp0G1wLwZE2MKjjig9cqRn3Ah7ulWB800C4yMlCYKZxIxE6U5N3YhtE0UUyC7HkkSoEdjV4zlmn3NVhrAZk94ZHf2CHmy5Ck5nLkfGEcJvl0V5umrDPq362hmRPQNtm9LMhd9OScS2+jlCHRprR/zKqy4RXyHpQeQpkvN8njuVTQGLAJYmobZ90ZPy7m4IlQkHv0eEqi4sDLeWLLvkKK8zBcA2ECm2o0cBVW2gheevFJkwHYCC1pFeVlgJkVOpDR+3cjqWDSoGVHgsupY6wI/9CXR1E1DLZONTf6MZSpj0vM041XE2ysjBVXuKRN8+vjk7f53r+cUxI3fNUDm6mj5b4i/FtXGwv0308KKNMf9wZMpx7XehBmGIZKs3GXcETkm/5LN/DpqFT4rtQzFQokgb2LLIcUqFfiaiPXB2b/YbWrHmQXmGVObZMIVYG09A8yTjqYVEXOKLAfEiB8fgCWlxqScqR6gJPT9TZyk5GWYi+GdTVEWMXC8hANI/7n22uVR/oS3VsA0/NAKxk9ZHH5RXJfU4Q+SuIGmMXmELg/sSFh7p38ZsT1iT+Kc48U79RfDG2isVe7OTmzsiQP8SAMhtnhjYtGxJWed07cpbztOnQSsLWvNjK7i6GIb4GMHc+jUX0XbvPbFHJD3VUZl5W6Bq0M1Nr4Duhj7hJgO+ODYWcBrRkD2fO5n5yT8583b76HpWjBIXOzDyOuS9NUZlniPNQ2HRQwNDQurSawjiMgH0KplK99wIO2xXwgyWhAAFC5jegEGAxKW8KP+LJmsIDO5FJEh5KaJpTzf55P4tIO+Ih1Ba82VacnFDbO6zRbz/nzDZzeP7jiWzD3PVSuw+j1/W4l4VNitZ0e5e0kT6T7GnZhYPx3Gga7LK8HcWGoZqkqM4upXiwm5m+6mvH8fcYqDBc2Sp7B8o0n8U7RzXnLQYYgghx/5yXVN8Z9G8KdtN7BE1H0978jXzVEeyTMiXFJ9Z7H+uXP/qV8pA9vwbH69cTZLDhzA1fgqiiFYhK5a3Xrwb3Lndj63/fnPgJ8yV5nblcZ60ztuvVnPo5ozdnctH5ZMeP8Qp+uCve0CneBieJPDZu/wc1ry8gQtPJuiFAhk7SmQcOoauQt0+gDk7xZPj+XIUnKL5hPKH74NvyN7eR0zxmaT/fnCL8hMBKmXvecB7BYE2FJSKTAkKm/ZPOVGOWQrppCBRYKBqUZGcicgwSsJdVQq1fh+xqGFwHxZzacvsfAGYcnaZ7hN3nUEbPZPjjj1DuQzA38E9OoSKRl04GHrA7RguHV3tKtIYWiJXSiMrGjYEYiu3Y1pcuKW02GLsO9BVvxGjQuXct6lwikkZOvyK4DS9+6OpfRL6aS4lN5LLC/qaqSMA+OmFZ8t0zztcIEUDiNDkFCjIS+GBzp2oUw7+0UnDKcLuYUu3sD6wq6D3GkdYAUMO/6+LY0blUpU1kz+ebvCczM8KXvsceYXRkfaZsLSqdHIG7EMoOpju5Bo8u0uUBDUPbXOohRnNvSydBscCZ7qvVBO5HWFkphK+3N2KByuJw4nAGky2yhm0+hZvHrHGt7/yFccRhabXNYl17XRUwdn00bM3IhRl+TUd79aPPwafIUN8lBdpVGshgupisSHo6PzJIHxCJmWiMVihWPcWJnXQcP6Y7iSKvtBm9ikeFFFlijKsr+kDYfJr2Jj081zFibhi+esFeE0PXoObabzH+3MWcrr9q8we5uzfg4bcfJKCQOIv0snWZX4itQ0b7Wfz2oKiSWlFS64E7wzP8MVKfpmvjnJ4+3FPrYD71wCK788tgfQevebERNHF7D2+Z9GtDHS08tlsxMlyFSSHS7KMH6whSnlrP8agVdUw7EBukLWpQQ1GM1A6HaNawv06PKg/DNihVm4Mvc5uA4gA8uBpaYsDt3a3pTSvykUYHEZsd3W7RYO13Ayz55PjfXZZM+9xtpOPz902rkuZQ2e1u+IJhf23/x8nBFKZbm5fRBhas2fLKIhr8R4GA0Hdxypz4amypfThzqFCwR3Gi8BkSs9uPeg3iTQMnurbm9hGOxZ81Y4W0ijs2Y49q/ejShY945jtrXhW3jVcK1snWIvPPyWLGMJenl6VAb/6OcfEMOwMgHMyFGmVPmDupPW++SVHJ0rcMJsgHPQMle+UOnDCVbqsucPjoFUkHKuSFBuoK+HWvjBO2UFdkQpo39xlNVCW6pB+E7bOz1ZFrW5y/GORfCPuyRe/prpr9p44noiP6HU3rbwzHq2hnJt9FnDj5YxGkbYiD1lobqd/uDbJ0jh681JQB1m//HYjGAhYq9S0jnO/xSLrOtTCY9shVrqpA9wUU9PzI3/YcGk/ZVQlXFhyo9U9DMxm1hk9JYUsfXtNYO4mm2FVYejDlr+OXVLbQ6cKaRzHCAF/tvLbRv7eFaaccyX0xMWoLv+dJ8zRikPvjtQV/Ul/NCaPydVWvt7hxh+DwepKOtp+fa7/L+bpTF0U3kbt3YSzyUKpG74qlfh/BdnvFk1JFMvBPnP0+aqncV2tXJvDyfs/mY1pKpfYPKUcEX+uViMkFm3zKDkQs4us+Join7k6jvVJMiT+4+vGGXAp+fOk5EPcknEHuYJKMlpr2TXYPVdI8Z048SbxjcSerS4OVmFmueai2WZDzAu4bsj+5f9Gry5gHuxkBMNRpS+y4V/C4Axv0mme+szSawuHXKg1X0NRMHn8F0gucuNL5DuyJ/QggQfZ2ZkuhyC4X06tedX2jqlqDBovZfOmPs60NYm7c+2B+Ip9AgC2cMmBdzlGD/+xnh4pcCQbkWj+FvCRHPgX8TV+ot8qf/LQ1uS2pwWjPonV6OdiIEUqhmFgp1rKcj3igqiKb6bultF6aWxdkmsz6XftGhisGVvWlckcM5bW4Ywa+GiZoj5faTn/s8x+5sQZUlO9rSDYoUU4poKmeLd6kuFfqwrbAfoHfxCQh4+kVV8feVVzyQCGQ0yVm35CrwyHal/8afpjVh0j6ubBhUUAYTPxgr63UYcc2GuaRo1bO+qx+EZ26wHpjKp4d44pBDykLPe2x9Q/TDEObFmuqSNGM4wF1v64CuQ9hUP4B+Z2OG/CwPlWKsia93zq/MqiDOG6jHuzQhf47xcVBjYCDooejMfV1HZclEJRLH3DXdh5gy6tCa2TefnQy6I0PuqqRxtWV13IcKj6TRDHCGMh9C/3L4zik0acB2t5rO3RfOsyLq65HuZRvlQ7LQg/L69oQVUv/apm3dmvO9H9GDWmIEgWk9MG1sbF/K2eEsMhqfF8U63aXp6IuHvrgFk2J1XwVSwrwIXQY8I+RunfZj2jZNnyqLBdQyPTH13rxPoyP4DVLmvxlIOY3+yc3QWFc2Oq/lf/RUeYNZ9M1QcreWbEYzA1I7bwb4SQb4dIpVV6NZETGxMkPhUdZfh0UFuBvoE9VtwKBz3icENdVo/axOLvmsbnd9RyvGVpsgxb4dbD7vGr9hE7+ZoFU+uU5SAcjcWUCQt7W+grvASQAa5GQAzWYwD/xWqeCXoP8baRSHsYnaiSWEL4k6iWpu2+9e1sU15wLStdGM+iYd2d2Hkmq3S6NjEGpUO4X1ajwU4QOVJOlWK4z4618wPUS3mqCxa9VjeNrc5DP71Z7O93YjvE1Ib6oKELx/Cgd2DGQGx0tqGv81uzF7bzwO+dk1GgOUlYyTvOfYpQg+Bn3QHKMQL7TtiRbnD4UjHbngb1G7dCO1mSAsjlDfeDYQ9Zm7NILTYEYcPTeYVgbsoKEPK/TIXt77liE/3DPlKJ1M/1EplWixNu2gJIFo/g1vBN5xqqqyhJLvGVkpM37uN2zvRCVwZQq9G7eag+uZpPbGapOBegip/13AvPbS8SbF1dYbuvFIjBsV/ud+Z3ChUEUk/KL+rUZ7xpzohmLur3pUiAwDrnYfhxh12T95jaekFf7dcGC75/1OEP9tjVcpmm39HQwaD1DFaQKrDp6KZBUdA9tFIGb9knV21f19cYJRIM/0R1UuJ60RViWEjd4juOm8txUCyIaFnMgCw1ertfWDnniWqgLRbHVeWdtVLv6URnm3P8iD3oCWBMatf//zb9FkbAt/5GiFJRchbySEECmcO5ssC6szNs4U12SZdCGB5lBLJVTbtoXoQL0fyLZJTwhPo1/WfLuLXFzP1fHxsgfId/yNEJuNl/v6kugsyJWlp5mm0HD+doCvIaqT5mTJujjUKN/VR9f0dKa38+QMdmCL6CFA/Ywo+CxwdAWGa0ovMjQ5gbtfx4zC+kG6gP0zGzGI5pvCGMSgMzkoCYLl8fCQaOkjHKWOmFxVF0eGNweyq+MMxwwoj4zgSWuAFgFOcFGzjF32jBqiQtGwOCoIBq+qMMNta6+01M9+axsU6KYpPHSLk0voKYJlG4175N0a9pxc5WTVe/jtaXzEu9+GLOh2KlhfnnIqUvNa7hMGff0gZfwrBzairlVuAlAZFQvnsijsIU8idgQmOThGe4BIL7f5wH1ZIAfFAtZZs6z9CR/kP0UGFg080wSWGjHY6G2S6VroiicA6F8wDrwrO7rbdFvzLVejWHGfOeh/38DabVuCHaYaruLoMNpnjIYPgqvD41wMl7Fbi/Agr1CBX2O7pQRg808zYJjBhhWUWLDQyL3KWIjFaEGp1Z6em8etOMp3jLe0UAxNbkw+mtZiQdr40hPPxx638MtH3sirsKUJE/5n+mxBJr4+fWTuSpS8oKGX8RH1V4yadrr9U75LHZU5lfengpGVDTMGTMU3mX9d1NBKF1DSujziBBcicsfI/nA7y7N9zVqfWv2APh5E8p5slXZn+YR2KOrp+Gt0UQjO0MDSoB72++TR5SD0b+q5UeajQSHSG/V1G4KEq0auOroLMe6XCP0VTRBHQVLUL52d6wI0G57ClUMUSQW4Usy0T8R2zw/MokjpmKScAXyl3uzwyXTKNysmmNQ5wWoVsTWKZsZYtcl6SyD0EPCDo4ruaweptIaAodl+MShVhuD9wwP72fqYrWYIm+j0GGSMIbMSPYf33oiUBtaVVZ/1cBmjHLTj7Fl+LNZjox2xX11Et/T6q5MUwFBgybbqGY7qQeO809q1o1ywnwYvZ5Qx3TUxOmOzgGd8N/2KaP5rGn0MNG/fCcGBBnCVeGKkF/4jDNeOiZTSzrqCWCe5vdO5kGnbaMGR0std+zPT64yVydMefjwb+O2R0LpVV261IctRUNVpyCqHg+/HT0IVnKuvAZkvqkVarVlAsczFmnP/qpfrTds/rKz2IjEJfzoEdXpOtLi9ESrut7WSSsToIcASlxXBLTCTwgTsSkoddFK4EcXsiR+/0MjHyUcolyzjRMdCEZQ8xt0XqAv6SPeAs0wHQKNHrb6ik8ZhNwAfhmqVmbZ13iafGGf5gaSTragM3yo+7VjefEtICyhoGvtNKk/swUbF0o5bUcnMNROpvq0L0yngG2+xo2y40wyRrobYcCy6Wb/u228gUj12JmK3gbJWaSX2cZXmQ4nzjU3xOH+6Mio1y39olYWKm29arNeH7Lj8XCYH0yQaFU1IFWBDw1eSnSL/xwvoUocTGg88A9RSrTCV5t4cm4XaX6jv4BHw41MVlDDsDI1qVA9DKqUnJBcRBbysu08io52ZLVbg/pfuKkeGV7Uv1LRHW83yPPAYYM9lcD5b3mmDj/jDX7IwD9LUZiYsC/xMk9dxoAWbsP6lp5zbDGdj55P/6nSxSp8nwQHwoPUtE2Pdmcq4ushCd+HaaqF5acJBN/0oyBPpeqF2ZZioUJyRNA5cu0wz7SFQeqMdtp7IS2WH8iHMXoXAzYZpPBn9ic/7QxhwzwLZr5rgkVx+knvcINlvSkyPLz2bNYY/FHqm6tLs+tEt2OD1pKUpdP2hwvUIyas3Cj1PFh12OA53STi26IbtJ7ceRQuv781snEc7/o6BU+Hrom7wRk1jIZBL0r+uQPvB7I31TGv3gueYHWE01apvDg0w2H7wo+JfAAoh39G7QQQ2/wjRW8zj55q2HQ9bGUPB5nhJC7kThjwwTxXzC1hjW8ZOVr6EPD1SyQNwRNdKGRtqkZgORBSZA/+xjfC85nIdHe0G+QOid3VgDcrxpLVhDRHgyzMq9EBZrA0gbakPEk8sx3ph/hQ62/gqot0VfFEEyfzJs6xR4B7b9fOGiWsYB3/+BURb5nIPnMocBzjGGtHoDTm0KU7SGhwzAVrhwnZgje6IvDz8V6ADieyPQqY1O8C8IwAaQT1y+kUDGSy/UGVm5bvSACmktRKPQbkws/oHrflYrFX06roCuOZEYSWXOFYCoL+bCj6FGmTEhfUv9zxNwEHo64djx8F37fprZdut7nUgvmV+LdwPnqHlmoL6x/i04RITxx3ZKB0qdpQmk0rLf6EAmYb0YaSnqey44qBIi7JWcmOQvJuuaEucXH+10ic+iUi6PnWn0YuT8Zyhxn8nc/L3K4CpuaZlE1ES8eCCLHBvDFPaKjXBqiTc/4L65dJ9kNigET0FFQ4o0LdQbYv+7RXAULnP9vvOLXUZ9kZFk1/svemqrMI++jcIWStqyeLmdJyEbsuCUHxeLfzrfmnnANGx+LvHvCjZzGWxrLJgBpHP1lJWZzioEoxpJB9PUW8iOkbWi418jvt5RB4cwK2rxlCYhqkEP/6KX+twKEgUYpA/geDyVi9aYhD0jAj1WMYEuF0LWQGlY/AtEzyhAaFLnOFsqEwtAhq73W6+ErFmoDC3+LOa8Z2ABwyubs9KjZO7i+Y/McgLnaNvvX1X7mq6c+rsgWtCRoUhEdWPHHMWMeja1WigHOEPJpv1Ymc9L+RAw6XF3D4JqC/et2dMuccJ3V9PJq+GcoxH0TtUyuwP6uWtk1BQ07IDx8qGBc5qJxvdEMntfIJBaYjLS+OEGFyfz81BLwXTpdM7eT9nXf6aIKCvbfr8MinZs8QYQUuTSl/kUm6Y4EL0iYF5w/C1YolwiTaax0UAlfpPoLVuAM98Kf7NzduBUJ+g2goB5p1/Z3mYGHtsFw6Qf1aYoHskQhXFKUzXEFvj/4Z7QYfb87E+UrA1xcPn/a0vE4gXNh6SfeatHFsV/uTpZBwP6ZmtKwvzv7yZ0yT6uXrQpXfxUUaZFlQ+bUH43+0P/QeLIw/CUQjxVa5p5XAIZbhoXRbMjDGJ2wMTDQ2lRIhJEr+5ht3c+r1pk1cddJrAGQmNa6DC0jacgGyFhwjlVp/3MzOsGg1IhM1sb/MxnMDkbFwgzQug7Po+r4AHli6l1rOLaYT1on/sBxk/fxGzNjg96ZuxkEcR+EWyHG3mJgKgqO5Vh2RPUM7hyXWPljqr9ILR/4lSKTJW9/l8QY9T0NaUuivm+mHwqcpoMsHoePZ1g2klCXH+NzKjWCmRQ8xvMJrpBcxI5Fs3bXw6+cf3xMtMaYAo20iQTh/st6uctbiACbiG2/zyPBrzvytn8AKYNyKLdkFHC6ytlpN9CO+gHFW8dnSjWMw9i78S1JpWPYS2BdI1ssRDhDFO7HOZCglADoji0ML4dKasPikjsyu3GqpVORgSPa6iX2JiDRdI8py802XsTcX/fsEt1MULb7BC9/iN4iLuXflmpqV8Oed41CoDfrIJhZFr+e7XVtKsHMXDdegfx3gPkITHCej58gzOZ9+p6Tobr8rYZcsI9RzVkYohBOyrMvcPdTcBGco1a8hYQvEFE3IXuaLAeBQwu/KIYCM3lvJqI36801gBlmuRzoyYKBogAtFyd+yI9t7xPiNdcfSdV7tqXHT++tpKg2cJuZon/7LUOKv+LFyQFzrjpqtldTO+S0rr+iEGHFBpi1vihkB/MiI2o7B/Bexy9xqNxf7CW9wgtDQzYgzqPga2MHkE4VQ3I4ELG9cB0rjU2YEjg5GaUeuJlgzWTeBhUlgABnHjDrb1skHAKiYrIpNQGVzs/MPZN0bf3wuPQNverdBc9k3y4QKox8nrPACBu14XzvL9Z4IC6HK5Bp0cCJOqRMePKAxz7FZTjsE7LeSDrDeHZTWxJfUHnc3HGXkO4kDhTuKsg/tIasgne77RB5vFrx/NSBk0Yhc1UCNNIU0X4t8cAwDJxJToF6S2d1cDjZG1pSHAXKlJ/cUaJD6/4lZGvLwPcrec++qhoKwILYrXSDZiH7U+jrb2/7bsH8gG9lKPAEd8rQ/4dwtRy+D67BaLBRtAHvQYpS/mTqX1X
Variant 0
DifficultyLevel
521
Question
This table shows the types of pizzas a customer of a pizza restaurant ordered each month over a 12 month period.
|
Jan |
Feb |
Mar |
Apr |
May |
Jun |
Jul |
Aug |
Sep |
Oct |
Nov |
Dec |
| Hawaiian |
✓ |
|
✓ |
✓ |
✓ |
|
|
✓ |
✓ |
|
✓ |
|
| Pepperoni |
✓ |
✓ |
|
✓ |
✓ |
|
✓ |
✓ |
✓ |
✓ |
|
✓ |
| Cheese |
|
✓ |
✓ |
|
|
✓ |
✓ |
|
|
✓ |
✓ |
|
| Vegetarian |
✓ |
|
✓ |
✓ |
|
✓ |
✓ |
✓ |
|
|
✓ |
|
In how many months did the customer order pepperoni pizza but not vegetarian pizza.
Worked Solution
There are 5 months where Faye ordered pepperoni but not vegetarian pizza:
→ Feb,
May
, Sep, Oct, Dec
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | This table shows the types of pizzas a customer of a pizza restaurant ordered each month over a 12 month period.
>| | Jan | Feb | Mar| Apr | May | Jun | Jul | Aug | Sep | Oct | Nov | Dec |
| - | :-: |:-:|:-:|:-:|:-:|:-:|:-:|:-:|:-:|:-:|:-:|:-:|
| Hawaiian | $\checkmark$ || $\checkmark$ | $\checkmark$ |$\checkmark$ ||| $\checkmark$ | $\checkmark$ || $\checkmark$ ||
| Pepperoni | $\checkmark$ | $\checkmark$ || $\checkmark$ |$\checkmark$ || $\checkmark$ | $\checkmark$ | $\checkmark$ | $\checkmark$ || $\checkmark$ |
| Cheese || $\checkmark$ | $\checkmark$ || | $\checkmark$ |$\checkmark$|| | $\checkmark$ |$\checkmark$||
| Vegetarian | $\checkmark$ || $\checkmark$ |$\checkmark$|| $\checkmark$ | $\checkmark$ | $\checkmark$ ||| $\checkmark$ |
In how many months did the customer order pepperoni pizza but not vegetarian pizza. |
| workedSolution | There are {{{correctAnswer}}} months where Faye ordered pepperoni but not vegetarian pizza:
$\rightarrow$ Feb,
May
, Sep, Oct, Dec |
| correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
522
Question
This table shows the different flavours of ice cream Irene ate over a 12-month period.
|
Jan |
Feb |
Mar |
Apr |
May |
Jun |
Jul |
Aug |
Sep |
Oct |
Nov |
Dec |
| Chocolate |
✓ |
|
✓ |
✓ |
✓ |
|
|
✓ |
✓ |
|
✓ |
|
| Strawberry |
✓ |
✓ |
|
✓ |
✓ |
|
✓ |
|
✓ |
✓ |
|
|
| Cookies n cream |
✓ |
✓ |
✓ |
✓ |
|
✓ |
✓ |
|
|
✓ |
✓ |
✓ |
| Vanilla |
|
✓ |
✓ |
✓ |
|
✓ |
|
✓ |
✓ |
✓ |
✓ |
✓ |
In how many months did Irene eat vanilla ice cream but not chocolate ice cream.
Worked Solution
There are 4 months where Irene ate vanilla but not chocolate ice cream.
→ Feb, Jun, Oct, Dec
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | This table shows the different flavours of ice cream Irene ate over a 12-month period.
>| | Jan | Feb | Mar| Apr | May | Jun | Jul | Aug | Sep | Oct | Nov | Dec |
| - | :-: |:-:|:-:|:-:|:-:|:-:|:-:|:-:|:-:|:-:|:-:|:-|
| Chocolate | $\checkmark$ || $\checkmark$ | $\checkmark$ |$\checkmark$ ||| $\checkmark$ | $\checkmark$ || $\checkmark$ ||
| Strawberry | $\checkmark$ | $\checkmark$ || $\checkmark$ |$\checkmark$ || $\checkmark$ | | $\checkmark$ | $\checkmark$ |||
| Cookies n cream | $\checkmark$ | $\checkmark$ | $\checkmark$ | $\checkmark$ | | $\checkmark$ |$\checkmark$| | | $\checkmark$ |$\checkmark$| $\checkmark$ |
| Vanilla || $\checkmark$ | $\checkmark$ |$\checkmark$|| $\checkmark$ | | $\checkmark$ |$\checkmark$|$\checkmark$| $\checkmark$ |$\checkmark$ |
In how many months did Irene eat vanilla ice cream but not chocolate ice cream. |
| workedSolution | There are {{{correctAnswer}}} months where Irene ate vanilla but not chocolate ice cream.
$\rightarrow$ Feb, Jun, Oct, Dec |
| correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
523
Question
This table shows the months when a fruit grower picked different types of fruit.
|
Jan |
Feb |
Mar |
Apr |
May |
Jun |
Jul |
Aug |
Sep |
Oct |
Nov |
Dec |
| Apple |
✓ |
✓ |
✓ |
✓ |
|
|
|
|
|
|
✓ |
✓ |
| Cherry |
✓ |
✓ |
|
|
|
|
|
|
✓ |
✓ |
✓ |
✓ |
| Peach |
|
|
✓ |
✓ |
✓ |
✓ |
✓ |
|
|
|
✓ |
|
| Orange |
✓ |
|
|
|
|
|
✓ |
✓ |
✓ |
✓ |
✓ |
✓ |
During how many months did the fruit grower pick cherries but not peaches.
Worked Solution
There are 5 months where the farmer harvested cherries but not peach.
→ Jan, Feb, Sep, Oct, Dec
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | This table shows the months when a fruit grower picked different types of fruit.
>| | Jan | Feb | Mar| Apr | May | Jun | Jul | Aug | Sep | Oct | Nov | Dec |
| - | :-: |:-:|:-:|:-:|:-:|:-:|:-:|:-:|:-:|:-:|:-:|:-|
| Apple | $\checkmark$ | $\checkmark$ | $\checkmark$ | $\checkmark$ ||||||| $\checkmark$ | $\checkmark$ |
| Cherry | $\checkmark$ | $\checkmark$ |||||||$\checkmark$ | $\checkmark$ | $\checkmark$ | $\checkmark$ |
| Peach ||| $\checkmark$ | $\checkmark$ | $\checkmark$ | $\checkmark$ |$\checkmark$||||$\checkmark$ ||
| Orange |$\checkmark$|||||| $\checkmark$ | $\checkmark$ | $\checkmark$ | $\checkmark$ | $\checkmark$ | $\checkmark$ |
During how many months did the fruit grower pick cherries but not peaches. |
| workedSolution | There are {{{correctAnswer}}} months where the farmer harvested cherries but not peach.
$\rightarrow$ Jan, Feb, Sep, Oct, Dec |
| correctAnswer | |
Answers