# Rproject7_6_lifetimes.r
# 1.0 Read in data ----
# See Example 10.2.1 A, data from White, Riethof, and Kushnir (1960)
#
# Lifetime in days of animals who died within 2 years
# Groups 1-5, 72 animals per group
# Control group, 107 animals
gpigs1=scan(file="Rice 3e Datasets/ASCII Comma/Chapter 10/gpigs1.txt",sep=",")
gpigs2=scan(file="Rice 3e Datasets/ASCII Comma/Chapter 10/gpigs2.txt",sep=",")
gpigs3=scan(file="Rice 3e Datasets/ASCII Comma/Chapter 10/gpigs3.txt",sep=",")
gpigs4=scan(file="Rice 3e Datasets/ASCII Comma/Chapter 10/gpigs4.txt",sep=",")
gpigs5=scan(file="Rice 3e Datasets/ASCII Comma/Chapter 10/gpigs5.txt",sep=",")
gpigscontrol=scan(file="Rice 3e Datasets/ASCII Comma/Chapter 10/gpigscontrol.txt",sep=",")
# Plot the data (check for errors)
plot(gpigs1)
![](data:image/png;base64,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)
plot(gpigs2)
![](data:image/png;base64,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)
plot(gpigs3)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABUAAAAPACAMAAADDuCPrAAAAY1BMVEUAAAAAADoAAGYAOmYAOpAAZmYAZpAAZrY6AAA6OgA6kJA6kNtmAABmOgBmZjpmtv+QOgCQkDqQ29uQ2/+2ZgC2kDq225C2/7a2///bkDrb/7bb////tmb/25D//7b//9v///9ieoz9AAAACXBIWXMAAB2HAAAdhwGP5fFlAAAgAElEQVR4nO3d7WLjxrId0LLj3HEyTsaJdRMrlm29/1OG3wRAChJAkNVFrPXjWKREcB9S2tMAGs14B2CWyA4AUFVkBwCoKrIDAFQV2QEAqorsAABVRXYAgKoiOwBAVZEdAKCqyA4AUFVkBwCoKrIDAFQV2QEAqorsAABVRXYAgKoiOwBAVZEdAKCqyA4AUFVkBwCoKrIDAFQV2QEAqorsAABVRXYAgKoiOwBAVZEdAKCqyA4AUFVkBwCoKrIDAFQV2QEAqorsAABVRXYAgKoiOwBAVZEdAKCqyA4AUFVkBwCoKrIDAFQV2QEAqorsAABVRXYAgKoiOwBAVZEdAKCqyA4AUFVkBwCoKrIDAFQV2QEAqorsAABVRXYAgKoiOwBAVZEdAKCqyA4AUFVkBwCoKrIDAFQV2QEAqorsAABVRXYAgKoiOwBAVZEdAKCqyA4AUFVkBwCoKrIDAFQV2QEAqorsAABVRXYAgKoiOwBAVZEdAKCqyA4AUFVkBwCoKrIDAFQV2QEAqorsAABVRXYAgKoiOwBAVZEdAKCqyA4AUFVkBwCoKrIDAFQV2QEAqorsAABVRXYAgKoiOwBAVZEdAKCqyA4AUFVkBwCoKrIDAFQV2QEAqorsAABVRXYAgKoiOwBAVZEdAKCqyA4AUFVkBwCoKrIDAFQV2QEAqorsAABVRXYAgKoiOwBAVZEdAKCqyA4AUFVkBwCoKrIDAFQV2QEAqorsAABVRXYAgKoiOwBAVZEdAKCqyA4AUFVkBwCoKrIDAFQV2QEAqorsAABVRXYAgKoiOwBAVZEdAKCqyA4AUFVkBwCoKrIDAFQV2QEAqorsAABVRXYAgKoiOwBAVZEdAKCqyA4AUFVkBwCoKrIDAFQV2QEAqorsAABVRXYAgKoiOwBAVZEdAKCqyA4AUFVkBwCoKrIDAFQV2QEAqorsAABVRXYAgKoiOwBAVZEdAKCqyA4AUFVkBwCoKrIDAFQV2QEAqorsAABVRXYAgKoiOwBAVZEdAKCqyA4AUFVkBwCoKrIDAFQV2QEAqorsAABVRXYAgKoiOwBAVZEdAKCqyA4AUFVkBwCoKrIDAFQV2QFGBcBilq+oxbe4oOxXG3gui3fU0htc0h3+wQBWS4ECzKRAAWZSoAAzKVCAmRQowEwKFGAmBQowkwIFmEmBAsykQAFmUqAAMylQgJkUKMBMChSgY8pCdQoU4GzSUp8KFODkVJxfalAFCnDUqU0FekGBAiO6FfGFulCgAEcKdIwCBUYo0DEKFBihQMcoUGCEAh2jQIERCnSMAgVGmMY0RoECY0ykH6FAgVEu5fyYAgXGWUzkQwoUWI4CBZhJgQLMpEABZlKgADMpUICZFCjATAoUYCYFCjCTAgWYSYECzKRAAWZSoAAzKVCAmRQowEwKFGAmBQowkwIFmEmBAsykQAFmUqAAMylQgJkUKMBMChRgpnoF+nL82Pv4Nv3BChRYTrECfY2+qR2qQIHllCrQv3+NoZ//nLQFBQosp1KB/vt7vzH/+W1z+5e/pmxCgQLLqVSgbxd1ua3UH1M2oUCB5VQq0JfLHfbNIHTSYVAFCiynUIFuhpvfL+58nbYPr0CB5RQq0M1o83J3/W3aaSQFCixHgQLMVKhA7cIDbSlUoE4iAW2pVKDXpzFdjkpHKFBgOZUK9OpE+mmXIilQYDmVCnTfmH0//TFpCwoUWE6pAu0uxWQxESBbsQJ9t5wd0Ix6BXoTBQosR4ECzFSvQO3CA40oVqBWpAfaUapArUgPtKRSgVqRHmhKpQK1Ij3QlEoFajERoCmFCtRydkBbChXo9AWVL045hQIFlqNAAWYqVKB24YG2FCpQJ5GAtlQqUCvSA02pVKBWpAeaUqlArUgPNKVUgVqRHmhJsQJ9t5wd0Ix6BXoTBQosR4ECzFS0QPenk6YtZbelQIHlFCrQTWkeG/PFSSQgX8kC7ZyLnzgIVaDAcioW6Fscrj/a7shPG4MqUGA5BQt089/T5UevE2fSK1BgOQUL9K1z/fu/v1tMBMhSsEB7o07L2QFpChboS7dARxdUvqRAgeWULNBOZypQIE3BAn01AgWaULBA37qfBf/iGCiQpWCBds+8v1mRHkhTq0BjN4X+1JrbJeqtSA9kqVegO7va3F3ReflJx2MUKLCcQgX63unQXYG+Tu5PBQosqFaB7v396/F0/OQ16RUosJyKBXoDBQosR4ECzKRAAWZSoAAzKVCAmRQowEwKFGAmBQowkwIFmEmBAsykQIF1O65RNOuhC2dRoEAl51Xe5jx28TRLb3BJChToORXnnAZVoMCKdWpTgX5GgQJd3U6Y3g8KFFgxBTqBAgW6FOgEChToUqATKFCgS4FOoECBLgU6gQIFukxjmkCBAj0m0n+dAgX6XMr5ZQoUGLCYyFcpUGA5ChRgJgUKMJMCBZhJgQLMpEABZlKgADMpUICZFCjATAoUYCYFCjCTAgWYSYECzKRAgbW5Yf2l4YZu3sRwi0tvcEkKFLhlBdDhlm5PM9ji0htckgKF1btpDfrhpm7cwOUWl97gkhQorN1tn4I03NaNG7jc4tIbXJIChbW77XM4P97WMhbf4JIUKKydAp1NgcLaKdDZFCisnQKdTYHC2inQ2RQorJ0CnU2BwtqZxjSbAoXVM5F+LgUKuJRzJgUKrHkxkZfTPx7fpj9YgQLLKVagr9E3tUMVKLCcUgX6968x9POfk7agQIHlVCrQf3/vN+Y/v21u//LXlE0oUGA5lQr07aIut5X6Y8omFCiwnEoF+nK5w74ZhE46DKpAgeUUKtDNcPP7xZ2v0/bhFSiwnEIFuhltXu6uv007jaRAgeUoUICZChWoXXigLYUK1EkkoC2VCvT6NKbLUekIBQosp1KBXp1IP+1SJAUKLKdSge4bs++nPyZtQYECyylVoN2lmCwmAmQrVqDvlrMDmlGvQG+iQIHlKFDg+S22Bv1wswtv0C480JrzeZOlt7vs9qxID7TmVJxLN2ipArUiPTBdpzZXXKBWpAdm6P7dL9sBlQrUivTADAp0y2IiwAwK9N1ydsA8CvR9zoLKF6eclp8GBjRPgb4rUGAeBfpuFx6YxzSmLSeRgDlMpH+3Ij0wk0s5rUgPzHWnkyCVCtSK9EBTShWoFemBlhQr0HfL2QHNqFegN1GgwHIUKMBMdQv0n9+mzWDaUaDAchQowEwKFGCmQgV6ZRZoTJ1Jr0CB5ShQgJkKFej2WngFCrSjUoHuxqCn5UQcAwWSlSrQ3WVIx6vfFSiQrFiB7j4aft+bChRIVq1Ad2va7XbjFSiQrFyBbj/FY/dh8AoUSFawQHe78d8UKJCtYoHuduN//r8KFMhVskD3u/ETPw5pR4ECyylaoLvdeAUKpKpaoLspoQoUyFS3QGdRoMByFCjATAoUYCYFCjCTAgWYSYECzKRAAWZSoMATOn5kxb2fZfEtLr3BJSlQWIXzh/7c+WkW3+LSG1ySAoU1OBXnnRtUgQLPplObCnRBChRWoPuHftc/egUKPBsFeh8KFFZAgd6HAoUVUKD3oUBhBRTofShQWAEFeh8KFFbANKb7UKCwBibS34UChVVwKec9KFBYB4uJ3IECBZajQIGn8Jgx5/A5F9/i0htckgKFJ/Wgo57DJ118i0tvcEkKFJ7To867D5918S0uvcElKVB4Sg+b+Tl82sW3uPQGl6RA4Sk97Nqjj592oS0uvcElKVB4Gt1jngr0ERQoPIveWSMF+ggKFJ5E/6yRAn0EBQrPYXDWSIE+ggKF5zBoTAX6CAoUnsNFgca17zwyxUJbXHqDS1Kg8ByGQ04T6R9AgcJzuNhndynn/SlQeA6XBz0tJnJ3ChSeQ9JZo5EUC21x6Q0uSYHCc0g6a3SRYvEtLr3BJSlQeBI5Z40uQiy+xaU3uCQFCs8i5azRRYbFt7j0BpekQOFp5PenAgWYS4ECVTQw5uxToEARLRz17FOgQA1NnHfvU6BACW3M/OxToEAJbVx71KdAgRIUaLpWXnZgqpUX6L+/b8+efV/6+SZp5WUHplpngb5tWvOXv/b/3fr5z6WfcYJWXnZgqjUW6H7YGT/98fevsUyDvpymgn2bES4+/RGgSWss0GPd/fKfh+Z82Y9HZ3qNvqkd2srLDky1wmlMm3HntjZ3vXfozc2u/I+Zmz6PYk8mDmebed2BqdY3kf710HAv2734/V2bnfoZ+96HR/Ya85/fYupwtpnXHZhsbZdybipvf9Z9M3Y8Nd3r3H34t4u63FbqpOFsOy88MFlr/XnnAt2MEff91h12vs09jfRy+cDNE0wazjb0ygPlPahAN+V3c4GehrNdE4ezChRYzt0L9NB5L91d+HkFem7jjoltrECB5dz9GOjlAPFl5kkkBQq05e5n4S9K723u5Zx24YG23LlAtzONvg3vmHspkpNIQFPufSXS7gr48yD0pX9zmuvTmCYNZxUosJy7Lybydp5C/76/JGluf16fSD9tOKtAgeU8YDm7l07Hvc69Cmln15h9nXL+UriLdABzFVtQ+WXQnxYTAfIUK9B3y9kBzXhsgW6XU7phMbvbKVBgOQ8q0H9+2/bmfjm6iYctF6VAgeU8pkDfdmfLD6vT37gkvV14oBEPKdDtyHMz7tyvrvx6ywfLWZEeaMdDCvR133SH6px7LbwV6YG2PKJAD0uKbP6zO/w5ez1QK9IDTXlEgR6WUdr8Z9d+swvUivRAUx5YoG+HQ5ZWpAeewwML9OUwWpz7mUiWswPa8qBjoN/Ph0CnDhpPpi+ofHHKKRQosJyHnIV/2Vbn6/4I5vZM+rz1mBQorE7jf7gPmwe69WM/DX7mxZx24WFtWh/6POZKpP38923Vvd5wIZKTSLAup+JstUEfdC38W5xOwc9eT9mK9LAundps9E+30nJ2VqSHVen+vbb5t1upQK1ID6uiQBdmRXpYDwW6PMvZwUoo0K0re95Zy9K3+SYA1yjQrSsFOmv4uIA23wTgGgW6dbVAb2zQ/er2k1dmbvNNAK4xjWnv71+Pp8u3Zfq9e8c0b4fd/7dDC0+dlN/ouwBcc2rQaPRP91GXcp7Him+76py1pMjhQ5V++uO8NL0V6eGJnXdZs5Nc96DFRL5d3JqzqN3xBPwv/3lozhcr0sNTa7s/H3UMtHv95n4BpRnLKu8/lG5/Yf2hN9+sSA+kqVSgr4eHvJwvQNrs1FtMBEjyoAWV+7vw+9NAUwv0tJzdZiR62nG3nB08lcb32QcedAy0dxJpV6cvk4+Bngay3UKe2MNV3hZYqdbPGg08bEHlQ89tpzFt979fp0/iPB8JeFGg8JSan7c08MgFlY9+7Bp18jzQTYEeOveluwuvQOFZtD9zfuBBi4mcJ27uivNtzlVEmz33y73+FyeR4Gm0f+3mwMNWYzpcz7kfL77Nug7p9XLO0psV6eF5KNA7Lme37eBvwzusSA9PQ4Hecz3Qt/0R1KOX/s2vKPGewFop0LsuqPzWO/f0Ork/a7wnsFYKtFeg233sH5fL2c3+YOPNqLPz2Nfp65GUeE9grRTonQv01nDx6Y8AWUxjUqDAXCbSL77BJdV4U2C1XMq59AaXVORdgdUq1Z8KFGAuBQow08MK9HA1fNYHwh8oUGA5DyrQt/Oh4bxT8O8KFFhSwnJ2sz7PeCEKFFjOoxdU7nyZQYECy3nUR3qcr1mfsRb9chQosJwHfSpntzKnfxrSchQosJzHFGjvsOeMDzRejAIFlqNAAWZ60DHQbx/eeiwFCiznUWfhe58LP3EV5AUpUEg3uNy91tXvfY+ZB7pp0MNe/HZpu7yT8AoUMvQ6crDgUrH1l/oedBb+mowjoSXfIyiu15Gnprx6sxgFCixuOMY83dvtye1Xg5vVKFBgadeHnLs/wMHHHpX7FKQ+y9kBC+vvlvc7UoF+ssWlN7ikgu8QVHOxl977Vu+WAr3Y4tIbXFLBdwiqGe1IBfrJFpfe4JIKvkNQjQK9ZYtLb3BJBd8hKKF31qh7twKdtsWLe66chc9aj6ngOwQVdM+7f1Kg0fne8HhpNWnTmHKuh6/4FkH7eufdLwo0OrcGp+iHN4vJmwea0qAV3yJoXr8jh7vll5V53t13Kedwi1fuu7gW/nzHY5V8j6B1o3vpH1Zm9wE1+/MxBTpYjWlbnZsizRiC1nyToEWd4vtop/2DynweDynQa+uBvqacSHrCdxBydIeVV3ban7Uy+x50DLS7Auh+Rfqcdemf/v2EB+mNMi8mI62kPxUoMMP4aaPVeESB/vv7YBd+u/OuQKGw0dnx6/GgY6D9j/T49p714carem/hfj45774WjzoLfxxvbqcxbc/Cv+Z8sse63ly4m8/Ou6/EY+aBvkbXj12jmgcKda32vHvfgxYT2TbmwbY4N7vxOR8tt7J3F+5ltefd+x62GtPhes79nvxbzvhTgcINuh252tNGfZazAz7SG1b29tJXe9qoT4ECH7hemVdvrpQCBa7rdeTFkHOlp436FChwVb8yLw966k8FCnzAxUafU6DAVQr0cwoUuEqBfk6BAlcp0M8pUOAqBfo5BQqcfHyxkZnz1yhQ4GjsYiMz569QoMDB+MVGZs5fqlegL6d3ccbHenrr4UOfXWykPy8UK9D+wqLTO9R7Dx9ysdFkpQq0s6ro0cQPVvKbAB9yon2ySgX67+/9xtwtMTrtk5X8VkBf76xR9+6cOMVUKtC3i7rcVuqPD376Kr8VrF5/t7x7mFOBTlapQF8ud9g3g9BJh0H9VrB2/RNDvRPtCnSyQgW6GW5efo7S67R9eL8VrNCHjTk4765AJytUoJvR5uXu+tu000h+K1if/l56nO92sdHNFCg8t7G99IubMXgM4woVqF14mG50L324094/QMqnChWok0gw3eiaShdHPfXnNJUK9Po0pstR6Qi/GKzNtAJlmkoFenUi/bRLkfyOsDYK9J4qFei+Mft++mPSFvyOsDafFGhc+zm+qlSBdpdi2rOYCIwbn6nkvPttihXou+XsYJJPZio5736TegV6E78lrM2VMWevMfXnLRQoPJ9uK3405sxJ9mTqFahdePhEf5RpL/1+ihWoFenhU8acD1OqQK1ID58bHvXkfioVqBXp4QvMjn+cSgVqRXr4QP+YZ/f+lDirUalALSYCJ70Dm73zRAr0cQoVqOXsWLX+qaBBZZ7vVaCPVKhApy+ofHHKyYlIyur/Dvcqc3DWSIE+jgKFCoaDzDh/Y9iYCvRxChWoXXjWa3SQaYmlNIUK1Ekk1mt0kDkccvZHq9xRpQK1Ij2rNalAB8dLuZ9KBWpFelZrWoG+688HqVSgVqRntSYWKA9SqkCtSM9afVKgce3nuL9iBfpuOTtWafxEu7NGWeoV6E38elHTcJA5qExnjZIoUKhgOMgcVKb+zKFAoYThIFNltqBYge6WVO5MBv3392nzmPy6UYjGbF6tAj2eQDqdPlKgPC8HNttXqkDPJ+CPg1AFytNyar2ASgW63X/frsf0em5QBcqzMrmzgkoF+nK87mh7Tee+QRUoz8rlRRUUKtBNWZ6Ofb4cGlSB8qwUaAWFCrS3oPKhQRUoz0qBVlC1QLcN+k2B8ly6Z90VaAVlC3S/FKgC5Yn05i0p0AoKFWj3GOj74TPhFSjPoz9vSYFWUKhAt9OXup8q9/ev8dP/VqA8i8G8JdOYKqhUoNt5oN0P8Hjb7ewoUAob2Wc3kb6ASgW6m0Hf3Y1/U6CU07s8s3vU82Kf3aWc7StVoLsG7Y5Bt2NSBUolgxNFcbr3ykFP/dm8WgV6+dnwrwqUSgaVGef7nTWqqFiB3srvJQ/Xn9wZ57sHlalAC1KgcFeDffb+Nz6+9Yho3EyBwj31z6WPF2icb9w/GEtQoHBHg1YcHXP2u5YKFCjc0UVHdm9emfnpvHstChRuNui9Dw96fnbaSH9Wo0DhVoORY/fmJwUane9RkAKFGw2OXfZufnSY09Waz0GBwm0+KsWrs+Mvy9Zee2UKFGa4+TDnYHf/vmm5FwUKX7LUYU6V+UwUKHxFb+Q4fphzcLPzozwbBQpfMKjMON//SYE6zPnUFCh8bqwyPylQ++zPTIHC58Yq87MC5YkpUPjceIFG98cuTxvxvBQoXNfd9f5kzBmn77y/D2/yzBQoXDU47d7/RvfW6KWcPDcFCtf0x5FfnB3f+Qn9uQoKFK64OLDZ+5bDnOwpULjio8OcV69oZ7UUKFxx5TDn8Ua8O8zJgQKFKywCwlcoUDj68LT74JtwoEDhoDvIdD0RX6FAWbHhXvnpXgXKlyhQ1qt3XLN/ot1MJb5CgbJa/TPr49dnwjUKlLW6mNvZ/ZaZSnyFAmWtPluGTn/yKQXKqnw8U8lpI6ZToKzJyEwlBcp0CpQVGZuppECZToHy3LpHMoczlbo/ZeISMyhQntpgqmf/G91bllhiBgXKs7k65rxy1PNiyGniElMpUJ5M/zxRnO/+fK68/mQiBcpzmXKeyJCTGylQnson54l6Nw05uZUCpb6vnicyU4mFKVDK6x/17N/fvTU8JAq3UqBUN3LU00wl7kuBUtzYUc8PD3r6RWARCpTixirzcp9df7IkBUpxXzvqqTO5BwVKceNjTvvs3JMCpaBuKX4y5tSf3JECpZ7esNLlReRRoLRp0IL9MWec7rwsUGNOHkeB0ope8Q3Gkd2bg8Ocw6Oe8DgKlDT9oeJgv/x87/Cm2fE0o16Bvpz+zr5Nf7C/sIb0B5mDjozzT32yQoijnuQpVqCv0Te1Q/2JtaM/cBztyE8uLxoMZeFhShXo37/G0M9/TtqCv7FmXAwye9/q3fq0QCFJpQL99/d+Y/7z2+b2L39N2YS/t1ydoeKUjlSgNKpSgb5d1OW2Un9M2YS/t0fr7V13D1YqUJ5ApQJ9udxh3wxCJx0G9ff2YN3K7B/1vKVAo/M9SFSoQDfDze8Xd75O24f3B3d3wyHn6d7BUc/5BdrfKiQqVKCb0ebl7vrbtNNI/uDu4MO99NHKnDLIHI45e08CeRQoN/p4L320Mj8aVV6dHD8cc+pP2lCoQO3CN2lkL/2TAu396JXK/HBgC60oVKBOIrWi22Vje+mf7bTH6TvdrQ4q88pzQisqFej1aUyXo9IR/gA/NFpYH48Gb5h+NBxV6kjKqVSgVyfST7sUad1/nWMd+cH478rgMHojx1vmb2pMqqtUoPvG7Pvpj0lbWPUf61hH9lvxoiQ7tzqFN7lAe4+E+koVaHcppj2LiYwbDCNPdw5vXrRi9+bwVnfznxXo9c0adfIkihXou+XspugOMj/pyO6DRltx6mHO07cGeeAJ1CvQm6zrL3cwyOx+Y9qu94Qfjc733i8qU3/yXBToc+k21C273h9/c+JeusrkmdUrULvwI3oDvvm73hMKdFiZgyEnPLViBWpF+vfhoO7qmDMmnyD/8jeHBTqsTP3JipQqUCvSb/ULq3urU1v3LNDek7yrTFasUoFakX5rOMrs3LqlI6PzvUETf/RNncnqVSpQK9K/j3fb/I4ctuJISzvMCSeVCtRiIu/j++WjBTrekcNW7N/84JtL/P+BygoV6HqXs+t3Wf/+j28NB5njHTlsxf5NlQnXFCrQ6QsqxxX3SndHvfA3zDAa70hgMgXavH4N3jLDCFhWoQJd0y58b8gZ53s/K9Dej74bZMJ9FSrQpz6J1G+67shx2tyk8wbuGBbYq1SgT7wifX9fu9eDo2eGhmNO++zwSJUK9HlXpB8e5ozzN4YF+tHPnrtXf8KjVCrQp12RfsJhzvdPpmgCD1SqQJ91RfophznfTdGEZhQr0PenXM5uYoECjahXoDdps4E+KdC49nNAPgXagNECvThPBLRCgTZgvECdJ4JWKdAGjE71fHeeCFqlQBswbEw77VCDAm3BsDHttEMJCrQJw8bUn1BBoQK9ch3S1qRrOZutJI0JBSlQgJkKFei1TzUuXKDGnFBepQLdjUEnrV53oZ2+cp4I6itVoNsGnbj80kAzdWWmEjyBWgW63Yuf9BEeQ5lt1R1xdmpTgUJZxQr0/TWufLLc1yW2VW+f3RJL8AyqFehmJ/6WIehjy+rqmDMu10x+ZCZgOdUK9MYh6EPLqjvmHOyzK1B4BuUK9DaPLKvemPOTBZeAihTo/Z4qzl8qUHhGCvQRT9Wf7qlA4Uko0Ec81ZUCjWs/B5SiQB/xVBcFaiI9PAMF+oinuixQl3LCE1Cgj3iqXlEevtKfUJ4CfcRTdY966kx4Ggr0fk8V5y/f7bPDE1Kgd3yu6H2hP+HZKNB7PpnOhKemQO/6bPoTnpkCXXj7KhPWQ4Euu3kNCiuiQBfdegy+AJ6ZAr11g+cR5+VkeeCpKdAbt9dpUEsswcoo0Ns2F50vFCisjAK9aWtx/lKBwuoo0IW2ZpVkWB8FutDWFCisjwJdaGsKFNZHgS60NZ/TAeujQBfams/pgPVRoAttzZqfsD4K9KatxfnL4z36E1ZDgd62uRh8AayIAp2+ic4g0z47rJkCnbyFqw1662aBghTo1A3E4AtgtRToxMfH+cvbNgWUp0BnP16Dwtop0NmPV6Cwdgp09uMVKKydAp39eAUKa6dAZz9egcLaKdDZj1egsHYKdOLj4/zlbZsCylOgX3hM/8qj9/4XwGop0M8f4up34CoF+ukjov+F/gQOFOhnD4jzl0smAepToF9/gAYFehTo1x+gQIEeBfr1ByhQoEeBfv0BChToUaBff4ACBXoU6NcfoECBHgX62QPi/OWSSYD6FOinj4jBFwB7CvTzh7j2CLhKgX7hMfoTuEaBAsykQAFmUqAAMylQgJkUKMBMChRgJgUKMJMCBZhJgQLMpEABZlKgV3/KxZvA5xTotR/SoMAXKNArPxODLwCuUaCXPxLnL++XBKhPgY79iAYFRijQsR9RoMAIBTr2IwoUGKFAx35EgQIjFOjYjyhQYES9An05zdL8Nv3BChRYTrECfY2+qX+JdZ4AAAwhSURBVB1qGhOwnFIF+vevMfTzn5O2YCI9sJxKBfrv7/3G/Oe3ze1f/pqyCZdyAsupVKBvF3W5rdQfUzZhMRFgOZUK9OVyh30zCJ10GFQpAsspVKCb4eb3iztfp+3DK1BgOYUKdDPavNxdfxs7jXRxysluObAgBQowU6ECtQsPtKVQgTqJBLSlUoFen8Z0OSodoUCB5VQq0KsT6addiqRAgeVUKtB9Y/b99MekLShQYDmlCrS7FNPeHRYTAfiiYgX6fv/l7AC+qF6B3kSBAstRoAAzKVCAmRQowEyrK1CA5SzeUUtvcEnZLzbwXBbvqKU3+BjN7dy3Fkieca3laS6QPF8T2QHmae7lbC2QPONay9NcIHm+JrIDzNPcy9laIHnGtZanuUDyfE1kB5inuZeztUDyjGstT3OB5PmayA4wT3MvZ2uB5BnXWp7mAsnzNZEdYJ7mXs7WAskzrrU8zQWS52siO8A8zb2crQWSZ1xreZoLJM/XRHaAeZp7OVsLJM+41vI0F0ier4nsAPM093K2Fkieca3laS6QPF8T2QHmae7lbC2QPONay9NcIHm+JrIDzNPcy9laIHnGtZanuUDyfE1kB5inuZeztUDyjGstT3OB5PmayA4wT3MvZ2uB5BnXWp7mAsnzNZEdYJ7mXs7WAskzrrU8zQWS52siO8A8zb2crQWSZ1xreZoLJM/XRHaAeZp7OVsLJM+41vI0F0ier4nsAPM093K2Fkieca3laS6QPF8T2QHmae7lbC2QPONay9NcIHm+JrIDzNPcy9laIHnGtZanuUDyfE1kBwCoKrIDAFQV2QEAqorsAABVRXYAgKoiOwBAVZEdAKCqyA4AUFVkBwCoKrIDAFQV2QEAqorsAABVRXYAgKoiOwBAVZEdAKCqyA4AUFVkBwCoKrIDAFQV2QEAqorsAABVRXYAgKoiOwBAVZEdAKCqyA4AUFVkBwCoKrIDAFQV2QEAqorsADP881tsfM+OsfPPbz//2b2VmezvX7fP/tMfbeXpPnsD79wm1I/TjdQ8//4eJ8dIyS/QWy9Map7X6PmenecjkR1gupfDa9ptiiybP4JOgaYm2/9ubZ0SpeY598PpD7KBd277KjWS5/yGnSLlBtr/g9fIL9DVAm3gF2gosgNMdn5lu2O/JC/dFKnJun+Oh6dPzXNlfNXCO/fSKfTkPG8xfIVyA536M+KXv9LzXCvQFn6BhiI7wFTbt3n7/m5//b4lZ9mVxOm9zE32evwtezk+fRt5tsW+/3ts4Z176/R5dp7X3s5yeqDTG3X6Tcp+gY5em/iF/kBkB5jq5fjibV7O5JH8/p/s7v5OXrLOrunrIVNqns2/LYfn3CTbf9XAO7cfpp/3l1PzvAzHUbmBXk8Dz7fDV9kv0MExTit5+iI7wESbP4Hjr91r7tHk3R/jf5yPgeYmezv/o7wdF//IzrP5HT/mOYy0Gnjntkes/9exQLPzbMIcCusgN9D5X7zjl9kv0MHpH+BG8gxEdoCJOn+Ymy/7v4GPtd3T+dE5iZSbrPsr9bLriGZeqX2cFvJsq/y045ydZ9MH/f3Q3ECdZ28iz8nL8Te7kTwDkR1gok5R9M+AJyT51svQTrKX3T/ZreQ5Dhzy82z+7L6fjzxm59nsM/zY7cUcB365gd4uBnXZL9DeW/eUVgN5hiI7wESdI++dnY40/QJtI9nmr3L7K9dIntfjQcf0PPt95m6BpuZ5jZ/+W++kd26g3bPvp0786NyTlufymZvIcyGyA0z00pvGl/4qdgq0mWSHf6lbyPPSmaOTnuc0MG8jz3FO46lBcwNtn/E4TWj/K539Au28no/tN5HnQmQHmKj7yjXwKvYKtI1kx+NDLeTpF2hunsM+6msjebaDvf2TvsXxX7zMQJtn/J/9aZbZb9jW6QxSI3kuRXaAifqv4mAi3eN9WKBpyTb9eRxApOc5Tqa/UugPz3M4sPFRgWbkOT7/4S1LDbR/q3av0HGaZQO/QN3JJU3kuRTZASZq7J+h5kagb6eJqW3k2U/3uvx7fHie46zLVkagXfs6SA20K9DDOZrDNMsGXqDesc4G8lwR2QEmauxVbK1Az/3ZRp6tw1grN8/luaNmXp/jUevsXfjzzKAGCn2vN12pgTxXRHaAiRo7FdfYWfjuX0ELeU5JvifnOc8hbOYsfMdb/gt0nm7ZSJ6d3oT5BvJcEdkBJnprazJYJ0N+su1u2HkydH6efpLUPIOlKdLz9DXwAvW6qoU8h6ft9GR+nmsiO8BEjV2O0MyVSPtn7c6FTs9zsv/NT81zpUDbeX0OY6vcQN3TNQ28YVeeNj/PNZEdYKLGLoj9t5Vr4S9XWMjNc3lpaWqeKwWa/H71r6vJv/b8NHvjvYk37MrT5ue5JrIDTNXWkizdfYncZN0Zcw3k6fw9Hr9s4507H0nLzdN5gY6Dv9xAp2dv5w0bnCpKz3NNZAeYqq1FAbsFmprssARTV3qe07yhlpaXPBdobp7eC7Svg9xAx2c/TexPf8OGRzqz81wV2QEma2pZ6t57nJmsu7x55+rzvFeqs7555wR4/jvXOZfbzALwx/3R3ECdwxwNrEj/fr724UrCBv70DyI7wHQtfTBKK5+J1P0AjVOB5r5S588Y6VxLkv/OddeBb+QjiFoJdPpHuDshNPcFGpwqauEXaCCyA8zQ0EfzDfYy0pJ1PxGp8yfZwqdydv8GGnjneh+k0cSHYHb3RpMDvQxHd6l5LpcozX59rojsAABVRXYAgKoiOwBAVZEdAKCqyA4AUFVkBwCoKrIDAFQV2QEAqorsAABVRXYAgKoiOwBAVZEdAKCqyA4AUFVkBwCoKrIDAFQV2QEAqorsAABVRXYAgKoiOwBAVZEdAKCqyA4AUFVkBwCoKrIDAFQV2QEAqorsAABVRXYAgKoiOwBAVZEdAKCqyA4AUFVkBwCoKrIDAFQV2QEAqorsAABVRXYAgKoiOwBAVZEdAKCqyA4AUFVkBwCoKrIDAFQV2QEAqorsAABVRXYAgKoiOwBAVZEdAKCqyA4AUFVkBwCoKrIDAFQV2QEAqorsAABVRXYAgKoiOwBAVZEdAKCqyA4AUFVkBwCoKrIDwLh/fotf/lrgZ2B5kR0AxilQ2hXZAWCcAqVdkR0AxilQ2hXZAWCcAqVdkR0AxilQ2hXZAWDcsRz//T1+/vP9NTbOZbn5ZsS3boG+bX8gfuy+/vvX7UP2j/3pj8dH5+lFdgAY1y3Q//NrRKcg93W6KdT/dyzQv48/sC/Ozfe/d/8Ly4rsADCuU6Bn+/Hk6/Hmfz38zKk/Dw16GHnaw+dOIjsAjOsX6Hboue3N7/vv7L71dtyt3/7Irlrfdjv2+y82/32xA899RHYAGNct0P2O+bZBv+3/c95xPzTpYaS5edC+M7fd+XZoU1haZAeAcd0CPRzI3BTm5q7OmaFDlXZGmm+HH948+j9+PxYvLCyyA8C4ToEe63FfoJtvHIvxdMfpUOfmnv2o87VzzgkWFtkBYNxYgR77cv/lbk7T2f6b24GrHXjuJLIDwLgPC3T/v52f6ZyD78wWfVGg3E1kB4BxXx+Bdhr17M0uPPcT2QFg3KRjoBdnizaP+i//wyxQ7iSyA8C4Dwt0e3TzfEVS/46TzXd+vLkOiTuJ7AAw7sMCPc8DPc6ofz3NFD1OY9r9pCvhuZfIDgDjPi7QbW9uC3N38uh4x34M+nK4JGk/M/Q0pwmWFdkBYNzHBXpYeWnjv/82uONwsefxGqQX55G4i8gOAONGCvRYmFdWY9r157/Ha5CsJsJ9RHYAGDdWoPsVRnrrge5XaDpdhfT9ffAVLCiyAwBUFdkBAKqK7AAAVUV2AICqIjsAQFWRHQCgqsgOAFBVZAcAqCqyAwBUFdkBAKqK7AAAVUV2AICqIjsAQFWRHQCgqsgOAFBVZAcAqCqyAwBUFdkBAKqK7AAAVUV2AICqIjsAQFWRHQCgqsgOAFBVZAcAqCqyAwBUFdkBAKqK7AAAVUV2AICqIjsAQFWRHQCgqsgOAFBVZAcAqCqyAwBUFdkBAKqK7AAAVUV2AICqIjsAQFWRHQCgqsgOAFBVZAcAqCqyAwBUFdkBAKqK7AAAVUV2AICqIjsAQFWRHQCgqsgOAFBVZAcAqCqyAwBU9f8BwqjdFzbHhG8AAAAASUVORK5CYII=)
plot(gpigs4)
![](data:image/png;base64,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)
plot(gpigs5)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABUAAAAPACAMAAADDuCPrAAAAYFBMVEUAAAAAADoAAGYAOmYAOpAAZmYAZpAAZrY6AAA6OgA6kJA6kNtmAABmOgBmZjpmtv+QOgCQkDqQ29uQ2/+2ZgC2kDq225C2///bkDrb/7bb////tmb/25D//7b//9v///+IXX9XAAAACXBIWXMAAB2HAAAdhwGP5fFlAAAgAElEQVR4nO3df4PaRruYYZKmxzl1WrsNp9lmE/v7f8vyG0kIgR4GzTNwXX+8MetdMS+wtyU0GlY/AQhZ1R4AQKsEFCBIQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgSEABgnIHdAVQTPlEFd9iQbUfbeC1FG9U6Q2W9IR/MIC3JaAAQQIKECSgAEECChAkoABBAgoQJKAAQQIKECSgAEECChAkoABBAgoQJKAAQQIK0DFnoToBBTibtdSngAKcnMJ5V0EFFOCok00BvSCgwIRuIu7IhYACHAnoFAEFJgjoFAEFJgjoFAEFJgjoFAEFJgjoFAEFJpjGNEVAgSkm0k8QUGCSSzmvE1BgmsVErhJQoBwBBQgSUIAgAQUIElCAIAEFCBJQgCABBQgSUIAgAQUIElCAIAEFCBJQgCABBQgSUIAgAQUIElCAIAEFCBJQgCABBQgSUIAgAQUIElCAIAEFCBJQgCABBQgSUIAgAQUIElCAIAEFCBJQgCABBQgSUIAgAQUIElCAIAEFCBJQgCABBQgSUIAgAQUIElDg3awOxm7N3FDRcf0UUCC51arbzP6tuVsqPrbSGyxJQOHtdXc9h7dmb6rguPZbLL3BkgQU3l0nlJs/9W/N31ahQZ23WHqDJQkovLtuBfoH7vP7IKDAWxHQMAGFdyegYQIK705AwwQU3p2AhgkovDsBDRNQeHemMYUJKLw9E+mjBBRwKWeQgAIWEwkSUKAcAQUIElCAIAEFCBJQgCABBQgSUIAgAQUIElCAIAEFCBJQgCABBQgSUIAgAQUIElCAIAEFCBJQgCABBQgSUIAgAQUIElCAIAEFCBJQgCABBQgSUIAgAQUIElCAIAEFCBJQgCABBQgSUICg9gK6Xh19mf/DAgqU01hAP1Z9cxsqoEA5TQX0n99XQ7/+NWsLAgqU01JAf3zvF/PfPza3f/t7ziYEFCinpYB+XuRym9RvczYhoEA5LQV0fXnAvtkJnfU2qIAC5TQU0M3u5teLL37MO4YXUKCchgK62du8PFz/nHcaSUCBcgQUIKihgDqEB3JpKKBOIgG5tBTQ8WlMl3ulEwQUKKelgI5OpJ93KZKAAuW0FNB9Mft++XPWFgQUKKepgHaXYrKYCFBbYwH9aTk7II32AvoQAQXKEVCAoPYC6hAeSKKxgFqRHsijqYBakR7IpKWAWpEeSKWlgFqRHkilpYBaTASIOb7pV3yzhTdoOTsgm/Npk9LbLbu9VAsqX5xyKv8PEJDf6Te/dAIEFHhxnV/89w2oQ3ggovt7X7YBDQXUSSQgQkC3rEgPBAjolhXpgQAB3bEiPTCfgB5YkR6YS0DPLGcHzGIaUyECCm/IRPoyBBTekUs5+3Zn5OdNYdoSUHhLFhPZ+jysAPoZW09ZQIGCmgrofrdz9cuf56XprUgPVNNUQI8n4H/7r0M511akB+ppKaCb/c5tNncfLHfo5qcV6YFqWgrox+GAfX2+AGlzUG8xEaCShgJ6Ws5usyd6OnC3nB1QTUMBPS2o3N3tnFxQ+ZKAAuW0GNDNMbyAAvW1FdDDxPl19xBeQIFKGgro5sj98v3OtZNIQC0NBXQ7f2k4Z+nTivRANS0FdLue8pfhF6xID9TSUkD3V8Cfd0LX/Zv3EFCgnKYCui1o5zM8Pmb3U0CBgtoK6Gavs3PI/jF/TXoBBcppLaAPElCgHAEFCBJQgCABBQgSUIAgAQUIElCAIAEFCBJQgCABBQgSUIAgAQUIElCAIAEFCBJQgCABBQgSUIAgAQUIElCAIAEFCBJQgCABBQgSUIAgAQUIElDgBa0Onn0vxbdYeoMlCSi8hdVqkYIKKPByTuF8ckEFFHg1nWwKaEECCm+g+4v+1F96AQVejYA+h4DCGxDQ5xBQeAMC+hwCCi9jMFGpc1NAn0NA4VUMpnp2bwrocwgovIjBVM/eTdOYnkNA4TUMGnntpon0JQkovIbBUfrwoN2lnM8goPAabgTUYiLPIKDwGm4FdPlRFNpi6Q2WJKDwGgS0AgGF1yCgFQgovAYBrUBA4TVMT2NabhTFt1h6gyUJKLyIqYn0Cw6i+BZLb7AkAYVXMXEp54JjKL7F0hssSUDhZVxfTGTBIRTfYukNliSgQDkCChAkoABBAgoQJKAAQQIKECSgAEECChAkoABBAgoQJKAAQQIKECSgAEECChAkoABBAgoQJKAAQQIKECSgAEECChAkoABBAgoQJKAAQQIKECSgQCtWB7XHcSKgQCNWq2wFFVCgDadw5imogAJN6GQzzS+ygAJN6P72ZvlNFlCgCQJaXZaHHZhLQKvL8rADcwlodVkedmAuAa0uy8MOzCWg1WV52IG5TGOqLs3jDsxlIn1taR53YDaXclaW54EHZsvWTwEFiBJQgCABBQgSUIAgAQUIElCAIAEFCFouoP/+sZ2/9dvfpe9vFgEFynluQDfRPBZzfZwC+6X0Hc4hoEA5SwV0fb4Iq+ZOqIAC5SwU0M9NOL8evlJzH1RAgXKWCejmv7/+dfjax+qXP0vf590EFChnmYB+HvY/t358r7gLKqBAOcsEtLfX+VHxXVABBcpZJqDrbkA/z4fzixNQoJylAtpppoACr6HCIbyAAq9hsZNI305fXHsPFHgJywS0e+a9e0Y+4jwlP3AyX0CBcp4e0NVuCv2pmpuUPnIE/7Hqm9tQAQXKWSSgO7ts7nYfv1370Vv++X01NDPGAgpNSfcxcn1PX43p1NBd6j4e6ed277VbzN2m572fmvZ5AEbk+yDjvoWWs9vsOx5Oxz9wFdLnRS63SZ3V46xPAzDiFM6sBW1pQeX15QH7Zid0VpGTPgvAiE42k/7qNhTQze7m5en7mdeFJn0WgBHd39ecv7vLBnR7Fig8CXSzt3l5uD5zVn7OJwEYI6AH//6x7eb+LHp0NTsBhfcioHufu7Pnu7Po86ceHTmEh/cioDvbPc/NfufmP5t2foSvRHISCd6KgO587C8ZOqRzHZ3KND6NaVaNcz4JwBgB3dpkbhu+zX92b3+GV2ManUg/b1s5nwRgjGlMW4ezP8cPRoovZ9e9MvRg5hmppM8CMMZE+p+ngH4e1v54ZD3Q9aCfFhOBV+ZSzlNA14fLLh/8TCTL2cH7yN3Ppd4D/Xp+C3TuifOi0j4PQIMWOQu/+0y5j/059O2UpvB6TA8TUKCcxeaBHhYCXc9egW7IITyQxDJXIu0Xkt+G8+OhBemtSA8kstC18J+r0yn4B47frUgPZNLQcnZWpAdyaSmgVqQHUmkpoBYTAVJpKKCWswNyWehKpKHITKb5Cypf3G3eCxqABlUKaGQSp4ACuVQL6PyCOoQHclnmPdB/fj+uO7eN6dfuF2ZwEglIZalLOc/7jp+7dEaWFLEiPZDKQouJfLm4FVjUzor0QCoLrgd6tD/vE1lW2Yr0QCZNBdSK9EAmCy2o3D+E3x68hz/Yw3J2QBILvQfaO4m0K9/6wWVBYwQUKGexBZUP+5vbtzG371t+zDx9XoiAAuUsuaDy0bddUefPAy1AQIFyFlpMpLMU8jac2/WVQzugu+10jv1/fJ/3VqqAAuUsthrTYQrSPnefwf3P9fD0kYAC9TS0nF33BPxxJ1RAgXpaCujxE5E/zgUVUKCelgK6Ph74b6/p3BdUQIF6nhvQ7Ruf3y6vwIxNoe/Ox18fCiqgQD0NBbR3ReihoAIK1NNqQLcF/SKgQE0NvQfaD+h+KVABBeppKKCDNUl2nwkvoEA9DQV0O32puyze9mNB/o+AAtW0FNDtPNDuBaCf899QFVCgnMUCerga/qE17D4Gq4B+CihQ0UIB/Xz0FPzex2ARks46eXcOTkCBYiosZ/fIOnYXnw3/IaBALUsvqDx7n7EsAQXKWeojPc6nzyutRb8noEA5C30qZzeZdT4NaU9AgXKWCWjvbc/w53EWIKBAOQIKELTQe6Bfrt5aloAC5Sx1Fr73ufDfLr9lIQIK2RwnOI7dym6ZeaDby9b3R/Hbpe3qnYQXUMjmPEX88lZ6C52FH1PjndBGnhV4G91dz+Gt/AQUqKcTys2f+rcaIKBAPd1fyf6BexO/rC0tZ1dAE88JvA8BHW6x9AZLauI5gfchoMMtlt5gSU08J/A+BHS4xdIbLKmJ5wTeh4AOt1h6gyU18ZzA+xDQ4RYvvjJyFr7WekxNPCfwPkxjGm7x4iuj05jqXA/fxpMC78NE+sEWL74yPg+0SkHbeFLgjZybcHkrvUrXwp+/sKxGnhV4I/1iNtXPKqsxbdO5CWmNXdBWnhagBdXWA/2ociJJQIFyFnoPtLsC6H5F+jrr0gsoUI6AAgQtEdAf3weH8NuDdwEFWrfU58L3PtLjy89aH24soEA5S52FP+5vbqcxbc/Cf9T5ZA8BBcpZZh7oR28K/bddUc0DBRq30GIi22IebMO5OYyv89FyAgqUs9hqTIfrOfdH8p919j8FFCjJcnYAQQIKECSgAEECChAkoABBAgoQJKAAQQIKECSgAEECChAkoABBAgoQJKAAQQIKECSgAEECChAkoABBAgoQJKAAQQIKECSgwLMdP5N37FbTBBR4stOHmq8ub7VNQIHn6u56Dm81TkCBp+qEcvOn/q3WCSjwVN3fuv6Be/u/jwIKFNd/z7P/9e6tpcdVmoACpfXOEwnorC2W3mBJ7T9hkN/wrFHvbwR0eoulN1hS+08YpDc4TySgs7ZYeoMltf+EQXqDRgrorC2W3mBJ7T9hkN5FQE1jmrHF0hss6QWeMchuuJNpIv2cLZbeYEkv8IxBdhdH6S7lnLHF0hss6RWeMkju8m1Oi4ncv8XSGyzpJZ4zyO21zhNNElCgrNc6TzRJQIHCXuo80SQBBUp7pfNEkwQUKO5N+imgAFECChAkoABBAgoQJKAAQQIKFPAu5937BBR43NvM/OwTUOBh73PtUZ+AAiG9z417m6vf+wQUiOgetL/R+kt9AgoE9A7aBbTcFktvsKS3em6hrMGy8ucvC2jBLZbeYElv9dxCUb0T7a/8UZszCChwj+FHw/X+RkCLbbH0Bkt6q+cWChqcaBfQHQEF7nDxYe/dm6Yxldti6Q2W9F5PLpQzGVAT6cttsfQGS3qvJxfKmQ6oSzmLbbH0Bkt6s2cXirm2yzn+0e/vQkCBO4zsch5vvPFvlYAC11yd+PnzbQ/a+wQUuKJ/ufvwRLt+CihwzXDqvGP2CwIKjBruczpmvySgwKir73pWG1E+AgqMetvrM2cQUGCUgN4moMAoAb1NQIFRAnqbgAKjBPQ2AQVGve0adTMIKDDO1PmbBBS4wtT5W9oL6Pr0nH6Z/8NeCDCDft7QWEA/Vn1zG+qVAJTTVED/+X019Otfs7YgoEA5LQX0x/d+Mf/9Y3P7t7/nbEJAgXJaCujnRS63Sf02ZxMCClO86TlPSwFdXx6wb3ZCZ70N6oUBfb1kOu0+U0MB3exufr344se8Y3ivC+jpJdPEz7kaCuhmb/PycP1z3mkkLwvo6iXTpUezCSi8r34yXfw+W0MBdQgPhfWTKaCzNRRQJ5GgMAF9UEsBHZ/GdLlXOsGrAjoE9EEtBXR0Iv28S5G8KqBDQB/UUkD3xez75c9ZW/CqgA4BfVBTAe0uxWQxEXjYMKCmMc3UWEB/Ws4Oyhkk00T6udoL6EO8LKBrkEyXcs4koPDOBsnUz3naC6hDeChIMh/RWECtSA/k0VRArUgPZNJSQK1ID49zzF5QSwG1Ij1EjJ4m8rtQQksBtZgIBPSSaapnUQ0F1HJ2ENBLpouNymoooPMXVL445eQfXd5OP5kudy9LQOH19I7Z+1/u3lp8XC+noYA6hIdr+jsI3R0GAX2mhgLqJBJc0T/EGrzr2f+27q0lh/iaWgqoFelhVP/U+tS7ngJaVksBtSI9jBmcWp9KpoCW1VJArUgPYwZVnA6oaUwlNRVQK9LDiBsBtWby8zQW0J+Ws4OdqzOVLm9aM/lp2gvoQ7xoeBHXZypdTJYfJFM/CxJQaNDETKXLq40k82kEFNozNVPJ9e4LElBoz/SpdSeKFiOg0J7p80ROFC1GQKEN3SbeOE/kXc+lCCg0oddI54mSaCigI9chbc26ltMLjEb1j9JdkZmEgEIDBueJBDSJhgI69qnGAsoLu37MbqZSEi0FdLcPOmv1ugtebGQ2fiZobJfTTKUcmgrotqAzl18a8GIjsf659F4jr5418pKuqq2Abo/iZ32Ex5BXG7lcLeb0xUY/h3ur1NFYQH9+rEY+We5+Xm6k0j9KnzhP5KxRTq0FdHMQ/8guqJcemUwdpQtoC1oL6IO7oF561NY7tT65JMjgZzp/RxbNBfQxXntUdv3U+vSidE67pySgsKCJg/Ybq3o67Z6RgMJypg7abwTUafeMBBSWM5VMFxs1SEBhOdMB7RfTu54NEFBYzn37nOeJ9Y7akxNQKK3fvf7FRoPvOt/4eVlM/UxPQKGwfgd7t+7c51x8yAQJKDysF75+FYe3uj/kKL15AgqPGuxk9mcqDS5wH5xa18+2CSg8aGonc2SXc/BDtExAIeDqLuetRUActL8UAYX5uhmcuYqSfr4SAYW7DM6sn744N6C8EgGFe/T3Oa9f0S6gb0VA4Q4T+5wC+sYEFI76b0+OHrPfbuTkNCZejIDCQf8E+WByZ//brt+ankjPixFQ2JsK33RAr0yOH7vFaxFQ3tjUUfr9kzsvdjKvvxXAixFQ3kqvZncfpd++vEgk35OA8k4Gybz7Esw7D9qfOnYSElDeSC+Z847SBzedGWJLQHk119+BHL7N2f2ZOXOTHLRzIKC8mIlz4I+9zXn6q+52n/Z/gyYIKK9l+MZm+G3O3l/a52SUgNK+sRND8clIV64g0k8uCSjN6+4cFjtKd56IOwgoDertDQ5Orfe/q3tr3lG6Y3ZuE1DaMzgzdP3U+rzZnBPn72GUgNKEwb7h6YvTB+3Tk5EcpfMoAWVBk7t4U3/Zf5vz7jNDNyYjOUrnQQLKcibfZJz6y174ZryxeWsykn7yGAHlqaYOvYd7g1f/sr/POeONzcHO6k/JpCwB5VGxQ++LA/H4/M3BTZORWIyA8qDgofecGUZzAmoyEgsSUGYbvo348/yH+w+9CwZ0cJg+tUcMRQkodxgm83wzfOhdLKAO06lHQLltPJmrmW9PlgvolV1Ozy5LE1BGTbyTGT2/U+xtzotdTv2kEgF9X1PvFXZ36qbeyVwqoP19TrucJCGgb6tfoYtbp28qePJn8u3Sib+82OfUT3IQ0DfSy87wrcznnz2fvMvpv7TPSU4C+tKGyTzfvLE72N/E9VuPHHoPojj5l/Y5SUlAX9l4MldlT/7ED70HUVRMmiOgL6yXrxk7mXMC6tCbdyagr2u4c9j9m0cC2t/JdOjNGxPQ1/Wcs+cXO5kOvXlfAvq6nnT23GE5HAno63rW2XM7mXAgoK+l/3Zk/+vdWw+dPQf2BPSl9HYVnT2HJxPQVzKMYu9vnD2H0gT0hVw7Xe7sOTyHgL6Q6aN0h+VQmoC+kGFAnT2H5xLQ1l09azT4S6A4AW3P6F7l5VmjSqODNyKgzRlMVeq8zSmgsCwBbc0gmf3p8N1vW3pg8H4EtDFTybyY6gk8lYA25r7rM503giUIaGNuXp/pvDssRkAbMx1Q85ZgSQLamBsBBRYkoCldv0xdQCEPAc2o/1bmYOLn4NvONxYfJrw7AU2ofzL9yq0rSywByxHQfIZTPfs7mYNkOu8O9QhoPneeaLfEEtQmoPncOk8kmZCEgObgRDs0SEBTmDzR3r21+MiA6wS0lsFEpdMXBRSaIaBPvbdr0+H7+5wXU5P6m+jeWmLYwJ0E9Jl3dnU6/ORCyNPTmIA0BPSJ93XvdPiRNZWu/iSQh4A+764m9iNnTfU0Vx6SEtAl7uqikfOmeuon5CSgS9zV7IACLRDQJe5KQOElCegSd3UzoE60Q4sEdIm7uhFQJ9qhTQK6xF2NBLS/z+lEO7RIQJ93V1PT4Yf7nPoJDRLQJ97X1HR4+5zQPgF95p1NTYfXT2iegD66wV4GpxqpmPBqBPTB7fWy6Lgc3oqAPra53hubZiPBexHQ+Zs47WMOTq2bDw9vRkBnb+Fc0OnZ8cCrE9C5G+gcpQsovDcBnfnz/dnxvS0LKLwZAQ3//K0L3IFXJ6DhnxdQeHcCGv55AYV3J6Dhn+9NmDeNCd6QgIZ//nIdTxPp4b0IaPjnDzudLuWEtyWgM39+cJQ+uZgI8NoE9I6f6e9j/uz/AXhbAnr7RxylA6ME9OZPDHY59RM4ENBbP2BqEnCFgI5+V2fFurk/DLwNAR37pqsr1gGcCejI91xfsQ7gTEAvv2VixTqAMwGd+paL9UIAzgR06lsEFJggoFPfcrHgEsCZgE59y+WCSwAnAjr1LSMLLgEcCejUtxxX+dRPYISAXn6Ldz2BuwjoyPd41xO4h4COfZOjduAOAjr6XfoJ3CagAEECChAkoABBAgoQ1F5A16dz5F/m/7CAAuU0FtCPVd/chgooUE5TAf3n99XQr3/N2oKAAuW0FNAf3/vF/PePze3f/p6zCQEFymkpoJ8Xudwm9ducTQgoUE5LAV1fHrBvdkJnvQ0qoEA5DQV0s7v59eKLH/OO4QUUKKehgG72Ni8P1z+nTiNdnHJyfTtQkIACBDUUUIfwQC4NBdRJJCCXlgI6Po3pcq90wthBPUBU0cb9XHwi/bxLkWo/2MBrKZ25Jx4k74rZ98ufhbad7uA+24CMZ1q28aQbkPHc56nDWg/6GViQ6Yp0D2e2ARnPtGzjSTcg47lP6uXsrkv3cGYbkPFMyzaedAMynvskHdYt6R7ObAMynmnZxpNuQMZzn6TDuiXdw5ltQMYzLdt40g3IeO6TdFi3pHs4sw3IeKZlG0+6ARnPfZIO65Z0D2e2ARnPtGzjSTcg47lP0mHdku7hzDYg45mWbTzpBmQ890k6rFvSPZzZBmQ807KNJ92AjOc+SYd1S7qHM9uAjGdatvGkG5Dx3CfpsG5J93BmG5DxTMs2nnQDMp77JB3WLekezmwDMp5p2caTbkDGc5+kw7ol3cOZbUDGMy3beNINyHjuk3RYt6R7OLMNyHimZRtPugEZz32SDuuWdA9ntgEZz7Rs40k3IOO5T9Jh3ZLu4cw2IOOZlm086QZkPPdJOqxb0j2c2QZkPNOyjSfdgIznPkmHdUu6hzPbgIxnWrbxpBuQ8dwn6bBuSfdwZhuQ8UzLNp50AzKe+yQdFkB+AgoQJKAAQQIKECSgAEECChAkoABBAgoQJKAAQQIKECSgAEECChAkoABBAgoQJKAAQQIKECSgAEECChAkoABBAgoQJKAAQQIKECSgAEECChAkoABBAgoQJKAAQS0G9N8/Vhtfaw9j598/fv2re6vmyP75fXvvv/yZazzde0/wzG0G9e10o+p4fnxfnRyHVPkB+uwNpup4PlY9X2uP55oGA7o+PKbdUtSy+SXoBLTqyPavra3TiKqO59yH0y9kgmdu+yglGc/5CTsNqe6A9v/gJXkBjQY0wQtoqL2Anh/Z7r5fJevuKKqOrPvreLj7quMZ2b/K8MytO0GvPJ7P1fARqjugUz9Xq9/+rj6esYBmeAENNRfQ7dO8fX63L78vlceyi8Tpuaw7so/jq2x9vPsc49mGff/7mOGZ++z0vPZ4PnoHy9UHdHqiTq+k2g/Q0UeKF/QVzQV0fXzwNg9n5T35/T/Z3eOdeiPrHJp+HMZUdTybf1sO97kZ2f5PCZ65/W76+Xi56njWw/2ougP6OO14fh7+VPsBOjgOJ8t4+loL6OZX4Piy+6j7bvLul/E/zu+B1h3Z5/kf5e1+8bfa49m8xo/jOexpJXjmtu9Y/+9jQGuPZzOYQ7AO6g7o/C/e8Y+1H6CD0z/AScYz0FpAO7+Ymz/2X4HL2h7pfOucRKo7su5Lar1rRJpHaj+cDOPZpvx04Fx7PJse9I9D6w6oc+8pxnOyPr6yk4xnoLWAdkLRPwNeYSRfemPIM7L17p/sLOM57jjUH8/m1+7r+Z3H2uPZHDN82x3FHHf86g7o82KnrvYDtPfZPaWVYDxDDQb0+M5756Cjmn5Ac4xs81u5fcklGc/H8U3H6uPZHzN3A1p1PB+rX/6zd9K77oB2976fOvGt85Vq47m85xTjudBaQNe9aXzVH8VOQNOM7PAvdYbxrDtzdKqP57RjnmM8xzmNp4LWHdD2Ho/ThPYv6doP0M7H+b39FOO50F5Az49cgkexF9AcIzu+P5RhPP2A1h3P4Rj1I8l4tjt7+zv9XMFzJlcAAAXoSURBVB3/xas5oM09/q/+NMvaT9jW6QxSkvFcajugg4l0y7sa0Goj2/TzuANRfTzHyfQjQV98PIc3Nq4FtMZ4jvd/eMqqDmj/VO0eoeM0ywQvoO7kkhTjudR2QKv/M5RuD/TzNDE1x3j2070ufx8XH89x1mWWPdCufQ6qDmgX0MM5msM0ywQPUO+9zgTjGSGgD8kW0HM/c4xn67CvVXc8l+eO0jw+x3etax/Cn2cGJQj6Xm+6UoLxjGgtoMlOxSU7C9/9LcgwntNIvlYez3kOYZqz8B2f9R+g83TLJOPZ6U2YTzCeEa0F9DPXZLDOGOqPbHsYdp4MXX88/ZFUHc9gaYrq4+lL8AD1WpVhPIe77XSy/njGtBbQZJcjpLkSaX+v3bnQ1cdzsn/lVx3PSEDzPD6Hfau6A+qerknwhI3cbf3xjGktoMkuiP2R5Vr4yxUW6o7n8tLSquMZCWjl56t/XU39a89Pszd+pnjCRu62/njGtBbQZEuydI8l6o6sO2MuwXg6v4/HP+Z45s7vpNUdT+cBOu781R3Q6d7zPGGDU0XVxzOmuYDmWhSwG9CqIzsswdRVfTyneUOZlpc8B7TueHoP0D4HdQd0vPfTxP7qT9jwnc7a4xnVXEBzLUvde45rjqy7vHnn6vN6j1RnffPOCfD6z1znXG6aBeCPx6N1B9R5myPBivQ/z9c+jIwwwa/+QXsBTfXBKFk+E6n7ARqngNZ9pM6fMdK5lqT+M9ddBz7JRxBlGdDpH+HuhNC6D9DgVFGGF9BAgwHN9NF8g6OMaiPrfiJS51cyw6dydn8HEjxzvQ/SSPEhmN2j0coDWg/37qqO53KJ0tqPz4gWAwqQgoACBAkoQJCAAgQJKECQgAIECShAkIACBAkoQJCAAgQJKECQgAIECShAkIACBAkoQJCAAgQJKECQgAIECShAkIACBAkoQJCAAgQJKECQgAIECShAkIACBAkoQJCAAgQJKECQgAIECShAkIACBAkoQJCAAgQJKECQgAIECShAkIACBAkoQJCAAgQJKECQgAIECShAkIACBAkoQJCAAgQJKECQgAIECShAkIACBAkoQJCAAgQJKECQgAIECSjJ/fvH6re/C3wPlCegJCeg5CWgJCeg5CWgJCeg5CWgJCeg5CWgJCeg5CWgJHeM44/vq1//+vmx2jjHcvOXq9WXbkA/t9+w+rb78z+/b39k/7O//Ln80Hl5Akpy3YD+399Xq04g9zndBPX/HQP6z/Eb9uHc/P3X7n+hLAEluU5Az/b7kx/Hm//98D2nfh4KetjzdITPkwgoyfUDut313Hbz6/5vdn/1eTys337LLq2fuwP7/R82/107gOc5BJTkugHdH5hvC/pl/5/zgfuhpIc9zc0P7Zu5befnoaZQmoCSXDeghzcyN8HcfKlzZuiQ0s6e5ufhmzc//R/fj+GFwgSU5DoBPeZxH9DNXxzDePrC6a3OzVf2e50fnXNOUJiAktxUQI+93P9xN6fpbP+X2x1XB/A8iYCS3NWA7v+38z2dc/Cd2aJrAeVpBJTk7t8D7RT17NMhPM8joCQ36z3Qi7NFm5/6b//TLFCeREBJ7mpAt+9unq9I6n/hZPM33z5dh8STCCjJXQ3oeR7ocUb9x2mm6HEa0+47XQnPswgoyV0P6Lab22DuTh4dv7DfB10fLknazww9zWmCsgSU5K4H9LDy0sb/+GPwhcPFnsdrkNbOI/EUAkpyEwE9BnNkNaZdP38cr0GymgjPIaAkNxXQ/QojvfVA9ys0na5C+vpz8CcoSEABggQUIEhAAYIEFCBIQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgSEABgv4/NgzpwexVd4kAAAAASUVORK5CYII=)
plot(gpigscontrol)
![](data:image/png;base64,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)
# 2. Compute empirical survival functions for each group ---
# 2.1 Define fcn.ecdf
# empirical cdf of time-to-failure
# Inputs
# x (times of failures)
# n (total number of items/individuals)
# For jth smallest failure, set ecdf = j/(n+1)
fcn.ecdf<-function(x, n=72){
if (sum(1*(diff(x)<0))==0){
x.0=x
x.0.ecdf=c(1:length(x.0))/(n+1)
return(x.0.ecdf)}else{return(NULL)}
}
gpigs1.esf<-1-fcn.ecdf(gpigs1)
gpigs2.esf<-1-fcn.ecdf(gpigs2)
gpigs3.esf<-1-fcn.ecdf(gpigs3)
gpigs4.esf<-1-fcn.ecdf(gpigs4)
gpigs5.esf<-1-fcn.ecdf(gpigs5)
gpigscontrol.esf<-1-fcn.ecdf(gpigscontrol,n=107)
# 3.0 Plot Empirical Survival Functions ---
xlim0=c(0,800.)
ylim0=c(0,1.)
plot(gpigscontrol,gpigscontrol.esf,
xlim=xlim0,
ylim=ylim0,
main="Empirical Survival Functions \n Figure 10.2 (Rice)",
xlab="Days Elapsed",
ylab="Proportion of live animals",
type="l", col='black')
cols.groups<-rainbow(5)
lines(gpigs1, gpigs1.esf, lty=1, col=cols.groups[1])
lines(gpigs2, gpigs2.esf, lty=1, col=cols.groups[2])
lines(gpigs3, gpigs3.esf, lty=1, col=cols.groups[3])
lines(gpigs4, gpigs4.esf, lty=1, col=cols.groups[4])
lines(gpigs5, gpigs5.esf, lty=1, col=cols.groups[5])
legend(x=550,y=1.0, legend=c("Control",paste("Group ", c("I","II","III","IV","V"),sep="")),
lty=rep(1,times=6),
col=c('black', cols.groups),
cex=.8)
![](data:image/png;base64,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)
# Redo plot with log scale
plot(gpigscontrol,log(gpigscontrol.esf),
xlim=xlim0,
ylim=c(log(.005),log(1.0)),
main="Log Empirical Survival Functions \n Figure 10.2 (Rice)",
xlab="Days Elapsed",
ylab="Log Proportion of live animals",
type="l", col='black')
cols.groups<-rainbow(5)
lines(gpigs1, log(gpigs1.esf), lty=1, col=cols.groups[1])
lines(gpigs2, log(gpigs2.esf), lty=1, col=cols.groups[2])
lines(gpigs3, log(gpigs3.esf), lty=1, col=cols.groups[3])
lines(gpigs4, log(gpigs4.esf), lty=1, col=cols.groups[4])
lines(gpigs5, log(gpigs5.esf), lty=1, col=cols.groups[5])
legend(x=0,y=-3.0, legend=c("Control",paste("Group ", c("I","II","III","IV","V"),sep="")),
lty=rep(1,times=6),
col=c('black', cols.groups),
cex=.8)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABUAAAAPACAMAAADDuCPrAAAApVBMVEUAAAAAADoAAGYAOjoAOmYAOpAAZmYAZpAAZrYAZv8A/2Y6AAA6OgA6Ojo6ZmY6kJA6kLY6kNtmAABmAGZmOgBmZgBmZjpmZmZmkJBmtrZmtv+QOgCQkDqQkGaQtpCQ29uQ2/+2ZgC2kDq2tma2tv+225C2/7a2/9u2///MAP/M/wDbkDrb25Db29vb/7bb/9vb////AAD/tmb/25D//7b//9v///93xu0VAAAACXBIWXMAAB2HAAAdhwGP5fFlAAAgAElEQVR4nO3da4Pcxp6Q8baXwDhmF8ZLAmfM2Y2AJbGbAzltu7//R6N1r5JKatW/7qXn9yL2zGjUUmfmsa6lyx0AIHJJvQAAUCoCCgBCBBQAhAgoAAgRUAAQIqAAIERAAUCIgAKAEAEFACECCgBCBBQAhAgoAAgRUAAQIqAAIERAAUCIgAKAEAEFACECCgBCBBQAhAgoAAgRUAAQIqAAIERAAUCIgAKAEAEFACECCgBCBBQAhAgoAAgRUAAQIqAAIERAAUCIgAKAEAEFACECCgBCBBQAhAgoAAgRUAAQIqAAIERAAUCIgAKAEAEFACECCgBCBDRD3z9dLpd3v/md38KLh1kaF1G08DvfNC38q2AxrV7J9pvWb6vH/2f3++1178WRBwKaIQI6uanL/NOfomUNtXhBA/rt44WAFoCAZoiAjhrvgSojoD8+Xy4EtAQENEMEdHBdLvX7P4TLG2LxAga0+4eDgBaAgGYoSECz/hXcLdSb8nfH7gvtLF6Yt1UNKHJGQDNEQHs3baOz8bMJKkFAsYGAZoiA9vSMfPs4bY7GRkCxgYBmaO83szu9sNoS6+PyOvxluZ+7Ob9m+Px13lWeZ9W7Dl9RJ9Fnee2nH/5YvdjVcMx1PLb5apjdYvHmb+zX/HX6/uGcfP/pt9WSNMo04xGAN+WVNr5usXh7B27XC3dT35/FBQX6e6ReefC2fpn1T8D2rPv/mak23M+AgGZoO6DjL4T+9elsxrvfJAGdTtU8fvWUWfWT9AGdfqfH38RVQJvxF15/MeU00LRU6qmh3RMljZ6x2W5AhyX5bx/VWU5HA6ZX+mb+usXiSQI6n3h61b9BeY92A2r6CdiatTItCQ2EgGZoM3j6WelXdfLhd+pf7AP6H+c5/vR/5l+54Teue8n/Ok8yzGYZ0H+cvkl9sWFjaZz7n5srsXMM1LA+uwEdl+T3eYP1ruwTT6/0w/x1i8UTBPSfPi5nbXiP9gJq/AnYmLXaTwoaCAHN0FbwtKvKp98T/TewZQyoaZJm9fnV3DeuJFoGdP4edeEX8+/mqP9ar2e3sdzasc+9gE6vdVMmmuc//838ddvFswvoetaG92gnoOafAPOslz8XaS5gqB0BzdDGb+bQk/aXpv+V6Se5Tb8zY3BsA9p+MMannU8/x74Bw+fbl1JefyOg01TqkrXz6bPU/V5PJ9P72fVTbqyxXoZ5tZ4H9DEv9bDm/A2LlK6+brF4q7f1dW/hbvNbNERa+fTiPdq6DnT3J2A56/moRL8UWZ9FLBYBzdBGThrl16D/VWqT0v929L93w0aHZUBflb8r1VSPCPafVl5qHdAX9cX6ryjnaaZTU8qXldPqW9vci+3fF/XTmwEdp5rPQSnTLBdv8XWbxZMEtP/8baqc8T3aDKj5J2Bj1tfpNbrFoJ9BENAM7f2+jgftbuPvknZ1T/+BXUDVg53DfFanVLTZL0KjJva+2sQbV6OZDsI9fptflMXaDehy0dVl3QrotCTd0nbfMf9tVcjl1y0WTxLQt8X/yo33yBzQjZ+AjVlflf/RCIWAZujIZeXTORDt0/1nrU4iaed2hvkoZ6iv69kvfvE3L3DSF3hjNZ8EdJkppepbAZ2WZP7KdX5XlFcyft1i8QQB1U6uTXvi6/fIHNCNn4C9WSvLhRAIaIbMv6/qL+Z93gG9aZ/WL53cnd9iavW3cxlQffamgM5zN5+lMZgufNpbQm3SKQZ7AV1egvoyTLK+fMD4dYvFE5xEmrdy1cqt3yNzQDd+AjZmrZ1E4hx8IAQ0QzsBfVl9qP9WbW9LHQroMJ9lQF9W37AM6PwLuvn7vlyVy/GA3ufNvW5+ewFVUtF9z+Nj8/l289ctFk8e0DmQG+/RTkDXPwEbs15cUMAx0CAIaIYKDOjcgKcBXVx0czCg2rnkvYCqLzjEZHNsI8PXLRZPENBx4QIEdDXr5YVMFDQEApohq114wz6294A+34U3BdS8ezrujv/05/NjoI9PK+syL5X6kspcVjXqluBl3NBcvxeGr1ss3oGAKvMwV87fLrwhoHf9nwMf41FjgYBm6PhJpDcPJ5EOBPT5SaTNgI7felufS3lWqOXwS+aS7AW0W973/1N9T7RXWn/dYvH8BXT5HtmcRHrbnLX+Pl44DhoEAc1QkMuYXAKqzX55idJmQNUr1acT/srv97NC9VtPr/rHXQXUktzmBVzvD883d47n5vVXWn3dYvF2r/5fL5y5csb3SHQZkyGg3z5qm9rswwdAQDMU5EJ6p4Cqs1/c0LMdUPUqqfF3X70DXWmzcQn775k+23/YzU7p0rDKGwGdrjQyXKZq+rrN4u0GdL1wG5UzvEf3rYDuXki/nLXydf1CV/hEQDO08Zs5nFUV3srpFNDugyEHxls5jQFdLtnjs0pSnl8ndFXjdlMm79+JdvpxlTcCOu2+bo1Mt/i61eLt/m9aLdxGQA3v0V3L6urS/42fAPP5KeWfO46BhkBAM7S6Qlu9ekcx36enO3AnUv+rdzygiyU5FlDTYCKr+S17rFiv2bCw6y9sBfSmrO1q8Qxft1m8jYBuLNzWfrZpwJV5MRajs5h/AvaODqwmhlcENENbAX0+nN37X9r/eg/ov/sv+vcdDahhODt1Wf7h4/jy22fhTW+DdnL53a9THAwBXR3UWLzS8us2i7e1YW9euK2AGof8my7hXI5QbfwJ2Jj1YmAp7kcKgYBmaDOgzwZUfv/H9mVMC1YB/en/fZ5eQZnl04CuBwtWV+Ftvn5o8yCD+Z8MJVLDeNBbAV3e3rl6peXXLRZvc6GNC7d9qnz9Hs3bpS/Ll9kcUPlZm9n+DIKAZmg7oLuP9Gh/oQIF9M/FAO6HAzrlQdn+mc+umy4r3XwzFmWcTqjsB3R5+mT5SuvTK4cXb2ehDQu3HVDTe7Q8kqq8zMYjPcyzbpT/2wiAgNbF+9PItu/HBEBAS/fYIFG2LwgoEBEBLZ023PiRe8rtEFBgGwEt3up6P68XTBNQYBsBLd7iahXP16sQUGAbAS3f4upqv7UjoMA2AlqBm9pPzw/BIaDANgJaBfXOFb8IKLCNgAKAEAEFACECCgBCBBQAhAgoAAgRUAAQIqAAIERAAUCIgAKAEAEFACECCgBCBBQW1k9X6kZv9j+O877ratTTZn8kgGG5t0dKbYbl3xkbULKS7fd4Ht0FWSGgsJBHQOfHZQ7mAf2Mz540P8t0OcXLYtLl8FailWy2lgl1IKCwkEdAm8XWZKMsj6FW+nipppy1j0XpF98Q0HEsKtFKtvNjLKuKEVBYyCKgfRDngN5Wy6NZNHHrQe595kwBHXbjRSvZPbHK+xiDyAYBhYXYBztNhu3NKaD9U/VexrovDzkOj1FvNzz78q6PSXbf2FeuC+i8gs2i1fZujt+PvBFQWEgf0GkbeKrSbdrNNi5dv03Z77hfzTlUIrcI6FBQh6OYSpxRIQIKC6kDOmxOah1s5r1s5a+T22U7j8pMh+3S5RS3i2GWVpoLR0ErRkBhYSOgi0/3G32vw1+6NKlPBukr+DZ9+nX8Y57XRrPUQ7BjQLu5Da99M+yiq6/cf/9ye/KmfHIZ0GlV1us+nJvSXs6w8DfTS6IWBBQWjgR0qty73w4GdDiq+XbXEmm4frL/6qu6UdknTt3C3NncMy9+o3zycECVU/vTghoXvvsk14LWioDCwoGAKhV59y+HAvqP8yaldhJ8XcJ23o/P7gd055SN9o3awo+vtbMLr66kcihh/mbzwneTchqpVgQUFp4HVE/LtDG2F9DB6+oqqdV22/dPXcq0Dt6UOT85RNu/8LLL82byfRXQ/jv6j9WZN9pyKoE1LPx1d5lQNgIKC6vrQFeXSPabbG3dxmkPBrT99vmc9+7Zby2gq2Oc27Eyz1Q9ALsI6PCvwYt5JdsX7bc6u2XZWvibOn9UhoDCwtOA9snp46bmZz+gL/fFbIavbBw63A/o5hmb5qJMuvj0+D2mC+nVYxP935t5RtNB0s2F17ZwURkCCgtPA6pedTl88DygY9PUk+ir+90VsoA2ag1n6ll8Y0C1k2PrG6+aYUk2F/7ZmS2UjIDCwtOAam2b7hF6EtCxeOplnHrXdKKAKqf616s0lXodUP0c+3oltfmbFn7vnwKUjoDCwtOTSOopnSEqTwM6zm99/mmjhZJjoI0a/NWybwX0ZTmhYSWfLTwBrRkBhYWnAb1qbZmPBe4FVN9g1ZjPvdifhR9nbQiyIaDzmqgz21rJZwu/ty2N0hFQWAgS0HFy94BuXQc6zNlYsa2AjoM8vWkTElBoCCgsWAbUvAuvHKk0BPTABT+2dyINcTPvRm8GdLkNemQX3rTwXElfMwIKC8eOgT45ibQVUONYICbai6iLZLoX/r55/ZLy/caALgaz21jJ27AqmwvPMdCaEVBYeBrQrcuY1Obc5l1jwx7/gQt+9LPgT0Zj2h4GtKdvIGoBHa45WF2lqp3sH68J3Vx47VZRVIaAwsLTgG5dSK9EUxnheFEdZeSO9hs2t0X1gM471OalUzJuYrgOdPpIOwxqvpB+GN9kZ+G5DrRmBBQWnt8Lv3ErZ5+XdpLx04aADvvML9NsNrKjB3QaiF4dkV4J4eK+9dWp+Kv6OeOI9EoqzSvZfXZr4bmVs2YEFBbEg4msP20K6PIy9iP3wi8eGjcs3BzC9aXxb4a5me+F18b3fDaYyNbC33bWBKUjoLBgN5zd+1+mgKpPfnv361ZA9efDbW62Le8EMjyVc3k9505A90ZjGhZodQOncTi7jYVvLqa3DHUgoLBgNaDy+z/my5iUvLz7bd5pXp15Ue8V3dxqW91KeV19zxTC57c3dVNsjQc6fHv7ZasBlecX0WaP2hBQWLB4pMc0PN3Ul2bcmNsJ6FShvW02w73ojb7VNy/C+kHMxvHstKtK1dcedsxf1+s+JFTbTDYsPE+VqxoBRThHL+xMq2tksIOUtyf/GqBoBBQ+PXZYlw8Fzj6g6lM5/eOpnFUjoPBJfQZG8ocgH3VbHRHwp3tDsv83BFIEFF4pQyT3BwQLuImxi1ygffiQcUZ6BBRerS67LGHr6xZuH74p5C2ADAGFX4vrLos4/NdugoY51NBuhbMBWjECCs+068kLeZjaLdR24jXkCX6kR0Dh3bQbX86+axNmQ7HdAC3k3xCIEFAAECKgACBEQAFAiIACgBABBQAhAgoAQgQUAIQIKAAIEVAAECKgACBEQAFAiIACgBABBQAhAgoAQgQUAIQIKAAIEVAAECKgACBEQAFAiIACgBABBQAhAgoAQgQUAIQIKAAIEVAAECKgACBEQAFAiIACgBABBQAhAgoAQgQUAIQIKAAI5R3QCwB44z9R3ufoUep3G0BdvDfK9wx9CvAPBoDTIqAAIERAAUCIgAKAEAEFACECCgBCBBQAhAgoAAgRUAAQIqAAIERAAUCIgAKAEAEFAKHyAtpMw6C82H8zAQXgT2EBvS6GkrJtKAEF4E9RAf32cTUY3/s/rOZAQAH4U1JAf3zWi/n90+Pjn/60mQUBBeBPSQG9rXLZJvXNZhYEFIA/JQW0We+wPzZCrQ6DElAA/hQU0Mfm5uvqk1e7fXgCCsCfggL62Npc767f9k4jxXgEFIDzIqAAIFRQQLPYhY/1bFMABSgooAlPIv3885fWz2ZqSD98+PA0qV+/tv/9u5lo+QAkUVJAzZcxrbdKd7gFdCeiY0c/DPYS+rWzEVASCpSjpIAaL6S3uxXJaXWniH7RPr3o6AfFxv7+19H6EAANBQpSUkD7Yure/WY1B+fVNTe0tVXRZxEdMjrNhy1SoBhFBVQdiqmXZjARY0AHq4z+vD2fsaDduSnl8wQUKENhAb1nMpzddkAXHgH9eSehrS6h28dMKSiQrfIC6sRfQM378StdQEcb0yh781/XX2UrFMgWAZX5snFGaeXDh+VZJkNJv67NW6TsygO5IqAOjgX0w/jX3Yb2S7c4szQuLgUFskRAHT3djx9Oxquf2tuf7xkudKKhQHYIqKujBdUr+iyh6x36C3vyQG4IqKtD55Luq4Ru3M60+DY9olu3f5JVIA0C6uzg+fj7WNHxoyMBHSh78wQUyAcBdXf4mibDhujC9n79cK3oxgpQUCAFAurF4Y3Q5Wbowt5GaPfHRkHZBgVSIKCeHA5oa7+g5oTOBV2joEASBNSTY5fVj3Z25bcvtu//3Bic5FHQRVMBhEZAfbEKqOnq0Mn23UobM1ucXTJuogLwj4D6ZbUnf7c6m7R1s/xodWaejAKBEVC/LDZC7/sBNRwJ3Q/oyHBtEwUFgiCgnlnuyG9+aeNc0pGCDlaXh5JQwDMC6p1FQneuCN24ounYRmhvdWaegAJ+EdAQDjf0WUHtj4SqVpc2EVDAKwIaxvGC7nxxeyP0WEFXd3lyOgnwioAGc3DE+t0vb1xWb1dQJaKclgd8IqDheAjo9rkky83Q9ekkLhYFnBHQgA4U9FlAt4YX2XuK0trGiE0bNzURU+AgAhrQoYDKNkFbtgl9Mgk1BWwR0IB87MPvjHDXsdmVPzRdh4gCRxDQkPwcBX0yA4uN0COTrVFRYAMBDenIiXjngIYv6H33cCmbqjgvAhrUgYK6B/TwZU2uz/44XlEqi3MgoGHFCejRjdAIj1CiozgTAhpYxIJaJTTpo+goKCpBQAM7EtD9a5mePUJ+YDnMSA7P8mRTFKUjoKEdLKj1qCJrNgntZFRQSooiEdDQjo7KFHkjtJV+G3QgPRdFfpEYAQ3t+HPm9r56KKBW4y23sinoyFdJSSriIKCh+QnoWQrqhJAiNgIamsWTjve+fGwn3jag6Q+DhkVIERYBDS7rglYe0BFbpgiDgAZ3+BlzXnbibYZoute2D/8UBYVfBDS844+Y2/+6XUEPZvRkBV0goXBDQCPw8IzO1sGLmToU9Bjr0/okFyoCGoGno6D9FfWHG3o/eGFoBrckpURA4YCARnA0oEdGV7Yu6POJMrmxsxQEFDMCGoG/gN4Pn40fWQ8xYjPzU2J7FDMCGoFFQA8k1DagR8/Ik9CD2LPHhIBGcDigT0dm6tgX1OLaUApqiZKeGgGN4HhADyXULqAkNBIqekYENAKbgB7Yj7cN6OFHfgw4IuqGjJ4IAY3BrqDPB7ezXgD7MUaWrF/y5NixPwcCGoNlQJ9cEGp5Hr5lO9TyiIK64QBp7QhoFPYF3ftqxIKOCKgrOlolAhqF34BS0HJtXQNFVMtEQKM4PCLT4PmJeOuGOgeUgnq011GqWhACGkeQgtre1mm1BEscBw2NlhaIgEZiWdBDdyTZJdR9J56ExkdU80ZAY/Ee0FbUgrIRmhZ7/RkioNFYFfRgQK0HCbVYBBMSmhlCmhgBjSZMQK2HWbZYCAOuCc0fIY2IgEYTZB++ZZFQq+clmXFhfSnYKI2AgEZjdxrJIqCCZ31YLIgBAS0KO/gBEdB4whXU+mSSh4OhjjNACpx88o2ARmRVUKuA2hXUQ0IJaOkIqRcENKZwARUk1G72CwwyUh9KKkBAo7IoqG1AbW/v9FZQQloZEmqBgEYVMqCWCXU+DNojpPWioc/FDei3j5fLT3/6fkULqX8cLI6CCgJqf0WT4CU2kNEaEdBnIgX0+6e2m20/L5d3v/l+yeOS/zgcL6gooDYJ/erjiqYVMlqZ5L8yeYsT0Nvl8v6P+4/P/T7B46+ppP9psHnEsegFbIYYCRDQHgWtBsdDd0UJaLvl+djufPzxaOf1cnn1/ZqHpf8pCLwP37IapilQQTsktAacnN8TJaCPZr70f7TpbLoP0kj/Pz/saaTR8YaGDCgFrQkhNYkR0Meue3sE9PFHd/jzlnAfPv3/9NCnkSYHExpsL75HQetDSBUxAvr90+Wt/6Mr57kDGq+gBxsa4kySgoJWi4Deowb01u/Inz2g4U/EKzJIKAWtXA6/U+lEDGhz6f64XxNeCprF/+zgJ+I1R3bkgyaU0/F1O/c2aKRjoK/zIdBHTs98EqllU1AvCX0+TZBrQgdc0VS3U+/GRzkL37TpvPY3IbWXNL35fs3D8vgfbXMUNFZBgyaUhtbtxAWNdh1o663bj095M2ce/59thrXztBd/aDp25CF02oLGuRPp2vWzDec16Y1ImQQ06LB2Jja3Jrm/2hYKWrGzFjTSvfC3y3QKPt3++z2bgEa6nH6W/ubOFgWt2El34xnOLomIF4P2KCgCO+dloQQ0jdgBPXYiqfM1zDBNHQJaszPenkRAE4m/CXp40q8aHy8+IaD1O1dGwwb0+6f1CASXlKeR8vk/mnFAe0EySkDP4iwVJaCJxL8W1DqhHb8F5SDoudSfUQKaiNV5eB8JtXzmnM5bQgno+VRdUI6BJmJzKWgGCaWgcFNpQQloIl9sbkfyNK6IeD++5fUpnl5mhaKsdkRTL5AXBDQVy4LGvh50zfdzkL3MDeUwHs4rvacpAvr9nzkG2rJLqLfrQeV78V4WoMVzO/Gspzn9pu6IeCsnJ5GWvtgk1FNA8yjonYhCV2hP4wS00d8LAjqyKKifq5nugitCRwFuTqKh2FBIUKMOZzc6+3igqtjXg97lBQ36DPkgs0Y1cs1opAGV26GYrt14TE3KfmYYUNsLQj28YmYBvdNQWMuloxEfazw8TO4q3YP3cVV+2QH1d1OS6PsCj9NEQGHrHAF9lO/13u7Id89EeuRUtglaaUCtL6l3f0V5Qd1fexsFRXniPhd+eCqn8KFyy0OpZwxovCd1mgQtKAFFeSIGtH84Z9tB6UOR2m3QV5dlqyCgSQsa9IkfFBTliRjQe9Nven77KL6M6TGn7jCAWAUB9XdLkiCh4R8gz7FQlCTec+Hbffdu0/PmcB3oYy/e6ZmeOQY0YUHtExpwtHr12no6ijJEuYxpOPF+6zcfry4NvLpdBUVAFT87NTT4higZRf5iXUjfprPffLxdpCeRWo+d+OP5zfLKW4NUBZUmNHhDW3QUBYh3K+frfEenyzakzSZovQH1VdCxofKIelsQMwqKrMUJ6I/PXfaGKzkdNkBd5RnQpAUdE5ptQ1sUFHmKNZzdrT97PmyKJlNJQP0W9O4Q0Rg78y02QpElBlTOQvKCzg21jmichlJQ5IiAZsFydPp7iILeHZ6aFO1waODXAOwUG9Cr6JL6XAMqKmiQBXEYqynWCaXALwMcV+yI9JUF1PoRScEKmv7BnTtoKPISJaDtSXgC+oR1QYPsxN8zL+idiCInke5EIqAHCAoa5kCo+FsjJZTDochFpHvh/V/7WWFAZQX1n9ACCsrQTchDpNGYnEYAMaoxoKIDof4b6hDQmBuhMV4F2BdxRHq/qgyooKBDQn021CmgUa5ouhNQ5CHmcHZe1RlQwSX1d4/P6+zJnxzfi3ZrEmeTkFqkk0j+b3+vNaCignq+psm1oPGuq2fIJqQVJaDjkPTpEdBDpDckzaINM0JJkVKcC+m/fUw6hMisgIBWUtCYCR1QUkQX6U4k/YGaPq4DlSGgR7kXNNr5pBVKiliKvRNJhoAeJh5YRJUmoBMaisCKvRNJpoSAZlVQD3vyXhbGEQ1FGMXeiSRDQK14aGgeAb3TUAQR6UL6TPpZRkBlBQ02tIhbQ7MJ6J2Gwr9i70SSIaACTg3NKaB3GgrPir0TSabqgAYrqMtlTYlPIxkQUPgT6SSS/8FEZMoIaIYFzXmkemsEFL7EuoyJO5FsSE8jhd0IFX5jootBdxBQ+BLnQvogA9pJFBJQChoUAYUvkU4icR2oHVlAw+7Gu42z7HFBnBFQ+EJAsyQYF7SXZ0AzKyhnkeALAc3Tly/ChmZbUH/L4Y6CwpNinwsvU0xAxQnNNKDZFTT1EqAOBDRjkoYS0EMoKLwgoFmzT2iuAc2soOzEwwsCmjvrgAa9pVP+3XmdR+KeTngRNqDt6aM3TiI5ymgTtL6CklG4IKD5szwMmuc98ffcduI7VBRuCGgBstkEra+gHTIKKY6BFiCjTVCnhGa2E6+johAgoAWwPBMf9pZ4l4cl5RzQHgGFFQJaAsurmT5ESKjoG/MPaIeC4igCWoY6EkpAURmeC1+MrBIq248noKhMnIBeOQvvg91maISE2n4PAUVlogT0xmVMnhSeUAKKykQJaJOymZrSA3q3PCUfvKB231BMQEkojon0VM5M+llDQC3vjg99Mslu+oIKSkJxAM+FL1A+Ba00oGyE4iACWqJsduOtzyMVU1ASiiMi7cITUL+KLWg5AWU/HgdEOYl0zeShxvUENJvd+Io3QUkonosS0Hz24esJqN0II8EuaLK+lOlrdk+J3/N3hhjBrjgX0n/7mMk2aEUBFRQ0REKtb0n6OgiwLCH83SD1MiEfPNa4WPaPmwvTUMn19EU1dEBKsUZAy2X90OMPgRoqu6uzxIh2TCUlpSdFQMsleGp8oM1Q6dAixTZ0QElPj+HsCiYpaKCGSkdZLj+iPVJ6UgS0YLKABjon7zDKch0N7dHQcyGgJZMWNMxzkxyeN1dVQwck9AxSBPT7P3MM1A95QHMrKA1FkSIF9MZJpCBcNkGDFNTp2+vame+Q0MrFCWjDWfgwnDZB8ysoDUVhogRUfyLS5fLm+zUPqy2gVe3Ej6prKAmtV6wR6V/aIUVe+r+n6ycBVWVbUBqKUkQazq69E/7W77pfUw5PX2FA8zoT76ugpY068pzx/iWiWrqIAyp/+/jut3uXU3bh/bF72LEu74J2DfU1qyxsNZSolitSQN/mP4Zd+TTqC6hLQoONcOdrVrUV1OBwVKlqliIGdByY/tvHdEPb1RhQ+X58oGGWvRbU15xKQlTLETGg96bf9Pz2kcuYfJMlNNQ49RQ0AKKapZjPRBqe7HHjOlD/RPvxAR/04augJ9iJd0BUk4v0TKQumbdLdxYp5ROSqg2oKKEhnzVHQRNh/z+qWBfSt+nsH+xxu3ASKQzrhAZ8YjwFzQlRDSberZyv8x2dXMYUiGVBAz7u2P2mzkltF8xcOnIAACAASURBVITmgoL6ECegPz531RyGpk+3AVp7QG3vTCqooDQ0BgpqK9Zwdrfu8Oe4KZpM9QHNp6D+AnqnodFQUEsMqFwZyxNJRWyCdkhoFBTUDgGtTTYF9RzQOw2NgoJaIaC1sQ5oQQVlVz4CCmqDgFYnm4IGCOidhoZHQS0Q0OrYX04f7I7OMPO9E9CwCOhxBLQ61rd0lldQ7pFHJghodST3xIcalinIbFsEFFkgoNURjMsUqKAEFLUjoNWRDWwXZnD6ADPtEVBkgYBWRzS4cp4POd5BQZEDAlod6ej0/gtKQFG7aAFtBxJ599v9mm4s0BYB3RSgoAQUtYsU0H4cpjagSR8LT0B3+C8oAUXt4gR0GMfuEdAm6XCgJwmo8CFz3gsaNqAUFOlFCWg7HOhPf/bPhX8UNN0jkU4R0KGgomck+S1oyIBSUOQgSkBv3SCgfUDbnfh0I4KeIqAtWUQ9FzRoQCkoMhAloE33GLkhoI/NUR4qF4Ugon4LGjagFBTpRXys8RDQ8RmdSZwqoK0vlhX1WtDAAWVQESQXI6DfP3XnjcaA8lz4yKwi6rOgoQNKQZEaAT2JwxH1WNDgAWU3Hokl2IVvOAaayLGI+itohIBSUCQV6SRSu805BPSxPSp/rvG3j5eL2t9Hm602Z88d0NaBiHoraIyAUlCkFOsyppcxoMMj4mWay0V/sjwBlXi2FfrBU0J/bvmY0S4CinTi3InUXT3fBfSqb0HaGfs5z4KACu3vxnstaIRTSYFfANgS9VbOnvgUUrv/3m68KhEmoELPTib5SmiMhhJQJBNpMJF2x921n48N0P4s1HBr6PA3Airx9Gz8B28JDd5QAopkog1nNyTU4QqmxxymY5/NUFACKnTgmlB/BQ3cUAKKZAoaUHm4nLQ3FJSACh29qN7nVfWhIkpAkUypAW0L+kJAxY7d2ulxP74VqqEUFKnEuRPJy/BLekDbQwKvBFTK4t543yM0+W8oAUUqkW7l9DGKsnoM9D5cUEpAhY4P0eS7oAEaSkCRSrSAXsZT6HKLx4F8+3h5968EVMZyjDv/D/vw2VACilTiHAPt7sB0Owc/zEU9GHB7Ns+LgcsCVMRqoNBAzzz2ltCvjMqERKKdRLot7iGSuGq3cQ7zJKAiduOEhiho31AvM/pKQpFGzLPw1+Wd7NbaOajboO02KbvwYscHCg0TUI8JpaFIIvJlTFfHPflhZDx1hgTUycGIhiyo14TSUMQU/zrQW8rHchJQo+cRDRVQv0M2kVBEFjmgjYdzSS4I6Kb9iIYLqM/9+DsNRVwxAzqORuflsvqr6LIoArprJ6IhC0pCUapoAXU/g7ScHwENYiOiQQPqe+hlGopI4gR0rKfHhyER0IAMZ5bCBjRQQmkoAot4J5LfI58ENLBlREMX1O9+/J3NUMQQK6DO93EuEdAYlIgGD6j/hNJQhBYnoO4jiawQ0FiGhHofl8nA/0hNX7+yM4+AChoPVEdAY5oTGuNQqN+Ifv1KRREKAcUhSkLLaygVRSBhA9oe/XzTn8np63QSAY3tS7TN0FDPUKKi8K3YgAoXjoA6GM4nRW1ogOd/UFF4Q0BhQ01osQ2lovCl2GOgMgTU2XRVU5SGhnwgMhWFMwIKW+PV9RU0lIrCDQGFvekGpcgNDRRRKgopAgqJL4uGhn/FwA2lopAIfxLJgJNIFVDuk4/V0LA78x0qCisEFGLLhEZsaMiIUlEcRkDhQButqaaGUlEcwjFQOFFHDY1V0Lv34UO3fCWj2EVA4eiL3tBorxsnoXe9omQUGgIKZ1HHXZ5FK2iHjMKAgMIH5aqmiK8aN6EtKgoNAYUf8/1JEV80fkE7ZBQDAgpfxvHuor5oooTe2adHi4DCnyGhUV8zXUE7ZPTcCCi8MjxSPrS0Be2Q0bMioPDsS/SGJt4InZDR8yGg8C56QnMpaIeMnknYgP74fPnpT98v4IKAxvDhQ/Q9+awS2qKi5xD8XviX9r+S578FQUCjaM/ER05odgXtkNHaEVD411/KFHlPPs+E3tmnr1rwXfhHOwno6QwXg8ZNaLYF7ZDRKgU+idQwnN0pfZgGt4u8Hx/vtWTIaGUCB/TbRwJ6Sh8mUe9Nyr+gHTJajdCXMRkLSkBPYgxoxLGWI7yIL1/paPliXAfKMdAze+zCf1CFfbWiCtoho0UjoAhLH68+dEfLC+iAjJaJO5EQ1uIkUuCMFhvQHhktDQFFWOaz8ME6WnhBO2S0HNECOjygM935ow4BjW7vMqYAGa0hoD0yWoJIAVWeb5w0oQQ0ugPXgfrMaD0B7XGOKW9xAqo9Hz7lGSUCGt3hC+k9bY7WVtAOGc1VlID++Pzo5lv319vjbwkHaCKg0VneieSc0SoDOiCj2YkS0JsSzTamb75f8zACGp3sVk6HjNZc0A4ZzUiUgDbqgc9+hKZECGh0LvfCizZHqw9oj4xmIUZAHxudr8qH14T78AQ0OvfBRCwzepKA9jg4mlicO5G0nfYb98KfibfRmA539FQF7ZDRZAgowvI8nN2BjJ4voAMyGh+78AgrzHigew3Nelzl8AhoTJxEQmABR1TeaOjJC4qIuIwJgYUdkt64IUpBEQkX0iO00A/1MDSUgiKOBLdyprwZnoAmEOOpSMuGElBEwWAiCC3SY+X0hlJQxMBwdggu2oM5lZ15duIRAwMqI7iYTzaeGkpBEQEBRXAxA9oaGkpBERwBRXixC7p5hSjgFwFFePEDet+4QhTwioAivCQBvdNQBEdAEUGqgv788880FAERUESQKqD9uXgailAIKCJIFtDxgnp25hEEAUUMyQtKQxECAUUMKQOqXA5KQ+EXAUUM6QK6vCWJhsIjAooo8ikoO/PwJ1JAv328ZDGgHQFNJWFATbfF01B4ESeg18uFgJ7bly9pt0EN98VTUDiL9UgPAnp2X1Im9Oeftxsaf2lQj0gPlUs9DuiIgCaUY0IpKJxEeqxxJv0koGkl3Y+/byY0wbKgEjEC+v2T9lz4lAhoYhkmlI1QyBFQRJV0P968J09BIRZpF56AYpRnQtMsDEoX5STSNeWj4DUENAeJE2rYk6egkIkS0Hz24QloHrJLKLvxEIlzIf23j5lsgxLQXGSR0MUwI+mWBqWKdBKJC+mxlGFC0y0MCkVAkUzigi735NkIhTUCioTySigFhS2Gs0NKqffjF3vyFBR2CCjSyiuhbITCCgFFaukTquzJU1DYiBbQ4UBo4lFFCGiWckto2kVBQSIFVDmPlDShBDRTuSS0bSgFxWFxAqqdh3/3m++XPI6AZiujhLIbj6OiBPTH50c337q/toPTJ7wpiYBmLH1Bxz15CoqDYj3SY4pmG9M391fpmmx/hz0BzVpWCU29IChBpEd6KAc+H7vzL+KZjxuwN+EBVQKatwz244eEshGKIxKMByof3K7f7Ly8+21+SrJlQQlo7rJJKAXFAZFu5VR32m/iE/HNUM2f/sdQzsb2gCoBzV8WCb0PCSWi2FVSQB/bne13dg+ZH7p5szygSkBLkEtCP0xSLwtyVdIu/HUobzNfCvWYtdUBVQJahkwKOpyQJ6LYUtBJpKnD6vDMljUmoKXIJaHdn1QUGwq6jGk6EqBudloeDyCgxchiP34x1h0RxUJBF9LPh1IbAnoGOSR08ewkKgpdgls5pefg50fTNeouPAGtVwYJNT9GnoiiV9BgIo/t2PW2a8NJpKqlL+h9VdAWFUWnpOHsruujpzfL2zkJaHHSJ9RY0DsRxb2sAZXbBr8sP7FX5IvB4VczfXO5xG96eun349e78TMqem4lBbS/A37eCG30Dw2LIi9JzLjF4PS+p5Y8oXsFvRPRMysqoG1BldFE21uSLK+Isgio3YzzVvza5JDQJ1MQ0VMKG9B2H/vN62ONG+V7r/ZX5BPQUuVf0DuboidUWkBdF46AFitxQp/sxk+I6KkQUMcJi1DH2iTejz9a0BYVPYuyjoEqrurR0MMIaNHSJ9RiaiJ6BgTUccIi1LM2aRNqV9AWFa0cAXWcsAg1rU3ShNrsxk+IaMXiDKista7x8lhOAmqhrrUprqAtKlqnJAH1cRKJgFqoa22SJ1T6rUS0PvED+v0TAY2trrW5p92Pdyhoi4hWJXBAr8b7CtmFj6yutekkTKh4N37Cpmg1Agd0dQlox2oApQ0E1EJdazNIl1D3gt6JaCVC78LfAvWTgNqoa20mSTdCvcyHipYuwUmklAhoXVJuhPqaFREtGQF1nLAIda2NKtl+vJfd+BkVLVScxxqnu/l9gYBWJ1VCPRf0TkSLFCOgxocZpUFAK5Qwof5nSkXLEmcX3n7gzkAIaJVqKuidiJaELVDHCYtQ19qYpEmo/934GRUtQpRjoDfrR2+EQkBrlWY/PmRB70S0AHFGY/r2MZNtUAJar7p242cENGeRjoEyIn1Sda3NlmTXM4V/EQqaKwLqOKFc/7Ycu0T2+//am8/TeRDQgAjomRFQxwml5jflwLvR7B1DJqCDdPd1Bn8JApqrYkekl8kmoN8+DifWrgc2Qh+xJaDPlX5j/B4KmikC6jihzCOJ41k15a87UxPQ50odIfQIApopAuo4oYz6WJPnF3kR0ENSjlIf+hUIaKaiBXQ45pf4rvhMAqoV8cfnIabXeay/2+ONuo2nmJrunXt5fNf73z9f+twq0xLQQdLHdYZ+BQqap0gBVc4jJU1oJgG9Gd6F8S3qvvKY4Jf+wzctoL/0E2jTEtBBUc87tkVA8xQnoNp5+JRj27kH1DBA9I6NmVzXhz1/fO7emOGWg1u/fTk8P2rYYG3fxccn/7aYloAOEgY0fEEJaJ6iBPTHuOPZlyHhTUnOAbXr59arNevRVW7DPyyPKr51b9PL/Nk5oC+GaQnoIGVAw+/EU9AsxboXfopmG9N0N8ZnsgtvCOj0qe4vcyL1gL4apiWgg6QBDV5QApqlOAMqq4f8kg5ul21AH/+uDI+K6nbvx4OkfTrngL4ZpiWgg9QBDVtQApqlSMPZqc+RMxwAjCaTgK7fgvm8fNfO3YAupiWgg7QBpaCnFOlWTnWn3XQKOpZMAqq/BbdXAupD4oCGLigBzREBdZxQRH9H2qvq2YV3lzqggQ+DEtAcsQvvOKGM+h58+9i+PcuTSDsB5SSSWfKAUtDz4SSS44Qy63vhl5cx7QWUy5iMcgho2PHpA84cMlzG5Dih0O2yGI1peSH9IqCvdyWgXEhvlD6gYQtKQDPEhfSOE0q149lpd2Ytb+VUAtq9fy/KkVNu5TTJIKBhd+IpaH4S3MqZ8mb4fAI6JlSJ32IwkfZP5SbOn/5UTz0xmMhaDgENWlACmh8GE3GcsAh1rc2WTAIarqAEND8MZ+c4YRHqWpstWQSUgp4LAyo7TliEutZmSx4BDbkTT0CzQ0AdJyxCXWuzJZOABiwoAc0OAXWcsAh1rc2WfAJKQU8jWkCHy3YSXsLUIqAVyyWgAQtKQHMTKaC3PK5iIqA1yyag4XbiCWhu4gT0qo7SXvYjPYpU19psySegFPQ0ogS03X0fNjyVv6ZAQCuWVUADFZSAZibSYCLK7e/XizY2U1wEtGIZBTRYQQloZiKNB6oms2E4u9jqWpstOQWUgp5EnIBqhz0ZUDm6utZmS1YBDXUYlIDmhYA6TijXjbHk5cKu/tmdOwhoAmEKSkDzEukY6MvmR3HlE9Ahn14SSkA72QWUgtYv1ln4+SDojQGV7/3VCP2/I417QQloJ7OABiooAc1KnOtAH7lQhg1OdxI+m4A+tj+n4xjaPy8iBLSTW0DD7MQT0KxEOgtvkuJIaC4Bvaprf3V9KwhoJ7uAUtD6EVDHCUX0C7u+f+pHnX//+/jok82x6dtUdm+nts1KQDs5BjRAQQloTgio44QipuI9AvpL/67sPB3p8Y1/Xb97BLSTX0CDFJSA5oTh7Cwn/LuVjZlcDeeNhqPDf9t9Pmd77qn94k0780RAOxkGNMhOPAXNCAG1m9Cun1sBNV3J9Shk/8m9J8Q/Ptd/2H9xQEA7OQY0REEJaEYIqOOEIlNAx2H+XpXjotMXu7+sAvq6mMWdgA4yDaj3ghLQjPBQOccJRTYC2m1TPvbgh0Z2O/rrk0jKFwcEtPMl14J6TugHCpoPHmvsOKGIfgy0T+YY0Pnp7107lwEd3z71hlgC2ssyoGEKSkIzESeg2nl4BlReDAdAQH3Js6D+E0pBsxEloD/G6xv7fdaEz0XKJKD6daB6QDd24fuzRuzC78o0oF1BvSfU6/wgFCWg6kU3bUy5F167+UgP6OokknpOfj75zkkkk1wLykZorSKNxqTkYrpcJ4VcAqreC98OJ6IG1JzMflT/4eLQeaJ7PyUB7eV5HqnjO6EUNAsxAjrvlHZMV5HHkktAu6PC/dvQDAc1poDqF9I/Pt2mtrmMAe0+vF3Uf4UI6CTfgPrfj6egGYh0K6e6086Ayi1lPNDlySPtVs7xSqe/jJcx/dp/rP4jREBnGRfUe0LZCE2PgDpO6OCqXdalvkvKYCLj7ZvzdaDj7ZwzAjrLeCf+7n0/noImxy6844RxPU2lWaZrE0TWAQ2RUI9zgzVOIjlOGBcBfa6AgnpMKBuhaXEZk+OEcRHQ5zIPqO+NUAqaFBfSO04YFwE9IPuC+k+ov5nBToJbOVPeDE9ATyDv80gdv/vxbISmw2AijhMWoa61eSr/gHreCKWgyTCcneOERahrbZ4roaDeE+ptXrDAgMqOExahrrV5roiA+t2PZyM0jTiXMSXe7pwR0HMoo6BeE0pBk4h0IX3CE+8aAnoOBZxH6nneCPU1KxwV6VbOdJfO6wjoSZQSUK8JZSM0PrZAHScsQl1rc0hZBfWUUAoaXaw7kdLdfKTJKaDDeEwe/m3prw7duUb0lAEtpqCeN0I9zQmHxDkLP40DnFo+AVWGs3N+awioQUEB9ZlQNkLjinQMVMdwdt0Ydf2B4ca9oATUpLiC+kkoBY2KgDpOKKM+0uPR0tfdiZ8ioCZFBdTzRqifGeE5Auo4oYz2ULmr6xtCQI0KK6i/hLIRGg93IjlOKKI/1vj7p7fuv+9/H0etUkakXz4Xvhub/qJvsxJQo5LOI3W87cdT0GgIqOOEIqbWPQL6S791rj0TaRXQv6634gmoWWkB9ZtQH7PBMwTUcsKvVjZmYnqqSZvNx3bl3xZP5VwGtH8e0k0780RAN5RXUG/78WyExhE+oO3v/MX1NIkvzgG16+dWQBvDrVnT/Vr6c+FXAe0/HB8Xf+8/IKBGBQbUW0IpaBShAzpd7igaCHiPfhzxoEx24aeADs8sbtdkWp/pi91fVgF9XcziTkC3FVtQTwn1MBfsCh3QZjr17rugFQa026acn2Ha7eivTyIpXxwQ0C3FnUfqsRFajMABbQPRtqI9wOf5XqSSA6ofA+2TOQZ0fj58185lQMeTRzflNBIB3VRmQH0llIIGFzigzXgX/HBmxMXqclLBRaWZBPSmLTUBDajkgvpJqPtMsC1sQJVxmK7OA4pUFFB961kP6MYufH/WiF14W4XuxN/ZCC1D2IAqI4G637A4HTAsP6D6zUd6QFcnkdRz8vPJd04iHVRsQD0llIIGFS2gPkZV1o6klnwMVLsXvj3OoQbUnMz+YMg0rNU40b2fkoBuK7ygXhLqYVlgVFRAu4yMlSg6oMq/Be11Cu3fpoDqF9I/Pt2mtrmMAe0+vF3Ud5OA7ik4oJ4SSkHDKSygXUFexxkWHFB1PNDlySPtVs7xwMVfxsuYfu0/Vk/jE9BdRRfUy348u/HBlBbQLjxdPAoP6H0YMmTalZ8Dqg0mMt6+OV8HOt7OOSOgu8o9j9TzkFAKGkpxAe3r8lZDQAV2Irkn07WJpfCAetmPp6BhFBjQYTR3AnpcpmsTTekFZSM0WyUGtNuNf/+/nwfUdNXTwZfINDkEVKT0nfi7j4RS0BCCB9T50k2j/vAhAT0o07WJp/yA+tiPp6D+FRrQfpA8duEPynRtIqqgoGyE5qjUgI6Xn9suXOEBFaprbSRqCKiHhFJQ3xiR3nHCItS1NiL1FNQ5oZ6WBS0C6jhhEepaG5EKziN1nBPKRqhXxQb0epEcDSSgp1VJQN334ymoTwTUccIi1LU2QtUU1EdCfS3K6RFQxwmLUNfaCNUTUOf9eDZCvSGgjhPKDcOJeHjSiXovvPFCJwLaqqigrhuhFNQXAuo4oZQyGpNzQgnoIbWcR+q5J9TbopwZAXWcUKi/n7/VuBeUgB5TVUBd9+PZCPWCgDpOKKOOSO/+sBMCelBdBXXcCKWgPhBQxwlltGciXV1vzSKgB9W1E3/3kFB/i3JSBNRxQhF9KL7vn966/77//XM/1Kk6oPLyscbd0MqLu1gJ6FG1BdRxP56NUGfFBlQmk4CaKvcI6C/9OAHaIz1WAf3rejwBAnpYdQV1SygFdUVALSf82crGTK6G80ZtNh/blX9bPFRuGdD+cR437cwTAT2svoA67sdTUDcE1G5Cu35u/Vw3hsGlpxGn9ccarwLafzg/IP5OQG3UWFCnhLIR6oSAOk4oMgV0eOTm8Fz4V/2L3V9WAX1dzOJOQG1Udx6p47IfT0FdxAioYVRQD7ffiOQd0G6b8rEHPzSy29Ffn0RSvjggoBaqDKjzRqjPRTmVRAG9+HtAkpVMAqofA+2TOQZ0frxx185lQMeTRzflNBIBtVFpQV0SykaoWLKApiloJgG9aSfRCWhUtQbUZT+egkrFOQb67eN41eZwrnn+RFyZBFS/DlQP6MYufH/WiF14D6otqONGqNdFOYsoAdVuVuxPMvt8yrGFTAKq33ykB3R1Ekk9Jz+ffOckklid55F6bIRGFiWg+lU7/UemSyHDyyWg6r3ww+PxpoCak9lcho/6t+2mbsETUDsVB9RhP56CSkQ6BvqmfNjvlN78PJvTUi4B7Q5l9ClshosSpndJv5D+8en2jWouY0CHd0/9N4mAWqq5oG4J9bws9SOgjhNKKeOBLk8eabdyjlc6/WW8jOnX9YVgBNRSzTvxd4f9eDZCrcUI6KMV+i68eotiXPkE9D4MGTK9Deo/M8pgIuPtm/N1oOPtnDMCaqvugMoTSkFtRToGqp1E6nLanPoYqJQxj89lujYJnaGg0oT6XpaqxToLP25otbunbQOuF9dRhEUIKDq1B5SN0EjiXAd61S6hf7uv90IjIaDo1V9QaUIpqI1Ig4m0xRwMo7El2QAloBicIKB3+bkkzwtSsWijMQ2nlsczy0m2PwkoAJ8Yzs5xwiLUtTZANgio44RFqGttgGyk2YVPhoAC8CdSQJUR7ZImlIAC8CdOQLURQROdP+oQUAD+RAnoj/F55/0FTKme53EnoAB8ihJQ9SG8bUzf1pNEQkAB+BPpXnjlwGeioZR7OQV0GI/Jw/Z4d3WoNrjAYvwWAgoEEWk0JvW2ozRDKffyCagynJ3z29EF9HbRnhSvbeYTUCCIZOOBppFNQNt7W/ttxMa9oF1AtS37xT9SBBQIgoA6TiijPtJDe2KUSH+Dp3KgZLHNT0CBMNiFd5xQRnuo3NX1X5RxKOXp36nlLfMEFAiCk0iOE4rojzX+/umt++/738fLvZQR6ZfPhe/Gpl+MZdX3UjlxtBytmoACQXAZk+OEIqZBlR4B/aW/UUt7JtIqoH9d39A1zO6qjFqtv8UEFAiCC+ktJ/xgZWMmpqMYbTYf25V/WzyVcxnQaUBVZQ5DQKd9+NVRZgIKBJHgVs6UN8M7B9Sun1sBbQxHMaZDG/pz4VcB7T/UrlMaN2ib6cT+YvYEFAiCwUQcJxSZCjc8s7jd9JyOi05f7P6yCujrYhb3OaDDtKs9eAIKhMFwdo4TimwEtMvefM1Ct6O/PomkfHEwfnaYxW11gICAAkEwoLLjhCL6MdA+mWNA5+3Hrp3LgI7/AqnHOaesNsMTo5fXlRJQIAgC6jihiH6Wx19Auy8bTvETUCCIBAFtuBNJvw5UD+jGLnx/1mh/F7793jfTKX4CCgRBQB0nlNFuPtIDujqJpJ6Tn0++m04itfN96SK6QECBIAio44Qy6r3w7XAiakDNyWwuw0f95qX2YOg5oI99+H/7uH57CSgQBAF1nFCovSihT2Ez3FowBVS/kP7x6fbtai5jQLsPbxf1Uk/lqGdz+UfDNaYEFAiCgDpOKKWMB7o8eaTdyjle6fSX8TKmX9eDiCoBvV1Md8oSUCAIAuo4oYOrdmWsevm7MpjIePvmfB3oeDvnTAnoYzLDnbIEFAiCgDpOGJdpFJIDMl0boHQE1HHCuAgokBMC6jhhXAQUyAkBdZwwLgIK5ISAOk4YFwEFchI2oNo4oDmMCFp6QIXqWhsgGwTUccIi1LU2QDYIqOOERahrbYBsMJyd44RFqGttgGwQUMcJi1DX2gDZIKCOExahrrUBskFAHScsQl1rA2SDgDpOKDeMx2QY+8NSo87jMVeGswMiIaCOE0opw9m5JvR20Z4Rz3B2QCwE1HFCoXZMun5LsXEu6PdPykan4YlIBBQIhIA6TiijPtLj0dLlY4gtKTfHzo+kUxFQIAgC6jihjPZQuavrnQXKbrv5ZnkCCgRBQB0nFNEfa/z901v33/e/fx4eyKGMSL98Lnw3Nv1F38xUThw1xuMBBBQIgoA6Tihi2k58BPSX/jZX7ZlIq4D+1XA77LQNqz4XREFAgSAIqOWEX6xszMR0pqfN5mO78m+Lp3IuA9o/D+m2fKrc9Ehk49EAAgoEQUDtJrTr51ZAG8O1mtO5dP258KuA9h8urlZqplP66xnvrA0AJwTUcUKRqXPDM4vbTc/puOj0xe4vq4C+LmYxzKebamMPnoACYRBQxwlFNgLaxW++EKnb0V+fRFK+OBm++bZxSSkBBYIgoI4Tiuj165M5BnTeiuzauQzoeIxzcbSzT3KzcUUpAQWCIKCOE4ro9fMR0O4Lm09MIqBAEATUcUIR/TpQPaAbu/D9WaOtXfj2jFQyUgAADcpJREFUu97Mt3G2CCgQBAF1nFBGu/lID+jqJJJ6Tn4++b483369vHQRNSKgQBAE1HFCGfVe+HY4ETWg5mQ2l+GjfiNznGjy2If/t49bt4QSUCAIAuo4oVB72XyfwmYY0G4KqH4h/ePTbRabyxjQ7sPbZXXBZ3P5R/NFoHcCCgRCQB0nlFLGA12ePNJu5RyvdPrLeBnTrxuDiN4ul609eAIKhEFAHSd0cNVualcvglcGExlv35yvAx1v51x4TLA5rigBBYIgoI4TxrV5odK+TNcGKB0BdZwwLgIK5ISAOk4YFwEFckJAHSeMi4ACOSk0oP2JavuHsRFQAP4UFFDlNHMzXgC0deHjltIDKlTX2gDZKDKgUz+tN0IJKAB/SgzobbxIst2Rt9sGJaAA/CkwoMPNjZ2r6ZLyHQQUgD8FBvSmPNRXeaDvIQQUgD8FBlTb6twcAtOMgALwp8CANmpAN57ju4WAAvCnyIAqzSSgR9S1NkA2CgzolS1QW3WtDZCNAgN6U8e9bDgGekBdawNko8CAqmfe1TPyRxBQAP6UFdB+nOGpmu2o7nt78BeDgy9WV3LqWhsgG+UFdB7GvZkeh7G1KAS0V9faANkoKKB3paFdQK9P+mlAQAH4U1ZAe+Ozfa/WgzHZBLQutm8UgANKDKgDAgrAHwIKAELFBtR2HKYeAQXgDwEFACECCgBCBBQAhAgoAAgRUAAQIqAAIERAAUCIgAKAULEBlSGgAPwhoAAgREABQIiAAoAQAQUAIQIKAEIEFACECCgACBFQABAioAAgREABQIiAAoAQAQUAIQIKAEIEFACECCgACBFQABAioAAgREABQIiAAoAQAQUAIQIKAEIEFACECCgACBFQABAioAAgREABQIiAAoAQAQUAIQIKAEIEFACECCgACBFQABAioAAgREABQIiAAoAQAQUAIQIKAEIEFACEThdQAPDHe6N8z9Cn1G82gLp4b5TvGSZx9n191j/1EqTF+qd76WSv7BM/QKmXIC3WP/USpEVAHfEDlHoJ0mL9Uy9BWgTUET9AqZcgLdY/9RKkRUAd8QOUegnSYv1TL0FaBNQRP0CplyAt1j/1EqRFQB3xA5R6CdJi/VMvQVoE1BE/QKmXIC3WP/USpEVAHfEDlHoJ0mL9Uy9BWgTUET9AqZcgLdY/9RKkRUAd8QOUegnSYv1TL0FaBNQRP0CplyAt1j/1EqRFQB3xA5R6CdJi/VMvQVoE1BE/QKmXIC3WP/USpEVAHfEDlHoJ0mL9Uy9BWgTUET9AqZcgLdY/9RKkRUAd8QOUegnSYv1TL0FaBNQRP0CplyAt1j/1EqRFQB3xA5R6CdJi/VMvQVoEFADKQ0ABQIiAAoAQAQUAIQIKAEIEFACECCgACBFQABAioAAgREABQIiAAoAQAQUAIQIKAEIEFACECCgACBFQABAioAAgREABQIiAAoAQAQUAIQIKAEIEFACECCgACBFQABAioAAgREABQIiAAoBQBQH9/uny8Jp6MSL59rFd23e/zZ9Zr3/178jjTXibPjjZ+t/adVNW/2Tr3//8vyifSbv+5Qe0ufTUplSr/9Fovf9j+NR6/at/R9p3YSrIuda/78dp////+Dz+/Ofy/7/4gF7Hd3T+karX3M9pddfrX/870ii/QOda/6mfl8tPf3afOdf6N9O6jT8Aqde/9IC2P1Htj1K7Y/PyfPLCtT8b3Z5JM67uev3rf0duyu/Puda//Qe0C+f0g3Cu9R/XqX0f+jomX//SA9oo71uFuyw6Zdf1OvwErde/+nek3wwf3odzrf912vC8DX871/o345HN6Tch+foXHtDHG6lsudd52Hx2m/9NbQ8GvZnWv/p35LHm7//7GNBzrf9j1cckDH891/o/4jiu/+baxl7/wgP6+FfmZf7r8K9ztdSfiKZryHr9q39HHm/C23UM6LnWX1m39WdOsP56QNufgPTrX3hAlaS0WybVHTTf1v8srde/9nfk8Vvxep8Ceq71v602qc61/vPKjdvi6de//ICOp2OV/ZsTeOyptP+6rte/8nfksU6P9VYDeqL179atv5LnTflM7wTr3x36fFH+zGD9Cw9oo10QVtmPy57hH9r1+lf+jjT6b8m51r9dn/EinX7b6lzrr17H1++np1//4gOqXj9b24/LtvHwznr9635Hhp1YJaBnWv/H+vyqX+R4rvVvNdpVoOnXv6qAqje4Ve3Rz3ELZLn+Vb8jw4GLrYBWvv79znv3BowXOZ5q/e/qhfTjNUup17+qgNb3763ZbbrJIv2/wFE1w3qfcwu0C+hwhmS4yPFU69/3s30D2neiW7X0609AyzP3M4MfoJjW547Otf7NZb4ux7S9Vfv6K5fGD7cUpF//wgNa9TnHDeqvUfqzkBHNl/id9Cx8o1zG1B8NPtf665comdeWs/BWbjVf9WbU7r3MV1Ov17/id2QeJaL3erL1126kuJ1w/dUtyj6U6de/8IBWfd+FSTtUwqv24XnuRDEE9FTrr97KO4TiXOu/Dmj69S88oFXf+WuwHCAh/b3AERkCeqr1ny++uI/HQM+1/voufB7rX3hAqx57Zu3x07FYyeSj0SRxVS4EPNP6T+s2tfRU63+bB0nOZjSy0gNa8+iHK8M/u6rk4yEmMQf0XOs/rlu3cucbD3S6jmu+oCv5+pce0KrH31666buwXUNSj8idhHKq9VzrrxzFOOOI9MqA/Lmsf/EBnW5OqGx3xWB+IIwSUMP61/+OKAE92fpP/4aqF4SeZ/3ne+FzWf/yA1r1Mwg16hOR5oCe7KmMHTWgZ1v/Zrltda717zdC81n/CgIKAGkQUAAQIqAAIERAAUCIgAKAEAEFACECCgBCBBQAhAgoAAgRUAAQIqAAIERAAUCIgAKAEAEFACECCgBCBBQAhAgoAAgRUAAQIqAAIERAAUCIgAKAEAEFACECCgBCBBQAhAgoAAgRUAAQIqAAIERAAUCIgAKAEAEFACECCgBCBBQAhAgoAAgRUAAQIqAAIERAAUCIgAKAEAEFACECCgBCBBQAhAgoAAgRUAAQIqAAIERAAUCIgAKAEAEFACECCgBCBBQAhAgoAAgRUAAQIqAAIERAAUCIgAKAEAEFACECiiiul9n7P/zOr/Xy+NyPz15mrfn+6fLTn57niXoQUEShB+/db37nR0CRBgFFFMvgvXmeHwFFCgQUUTyC9zr+vfGwDXo1NJiAIjYCiijUgN6/fby4ZomAIgcEFFFoAb3fnHfiCShyQEARhR7Qdi/+Zf7rtEt/m6d6lOt1+NRlnlid315A1Zm2G7wv7fzU2axme1scmh2mJ6DYQ0ARxSKgt/FipvlkUNspJVe3Ln/tzn7vdTW/7YDqM+0COsxoTqo+2+kTY4GHWfz0fwkodhBQRLEI6KOUXcvUk+nt15sxcY8YPsLVbQYaz9vvBXQ500cd/8Pn4eNu9qvZzkFdJvjfE1DsIKCIYhHQR+vadLUl6z7d/qUN1aNk/WT9X65D0NrJ9Y4tLmPqvjgE1DTTfj63Ya99Odv2z66s4wTjd96meQMmBBRRmAN6mw5DPiLXNq3f8Oymb4vWjNuZq/NDOwFdzXQ+6f/4m2m2t6mSw5bxVfkGAoptBBRRmAM6e5Rr2P3uNgWHkF4387UT0NVMh2y2msuwYavNdjpwMJzGesxo/MT2EgAEFJHsB7T9sI/fsA8//HEzHf4c5/fsMqZppo+Zzaem2q3TxWzVM+3jGftxRsr3AisEFFGsAzps49300zfTpmdfsEY9GbSY305A9Zl2UewNf9Vnq55T6rZmlaJyGRP2EFBEsXEWXjn9PcSvu3zpkcKX6fuMCd0L6HKmekC7HmqzVafvAqpsdhJQ7CGgiGJ9Hehw3eeQuWmvubuA/lGwKY/T9uHrYn5bAV3NdL0Fqs92tZvOFigOIqCIwnwn0nW6cn0+7Ng8inVdnw1anMzZCehqpqtjoIvZKoc87+r3tTgGij0EFFGs7oVv9+CVs93TrUntPvy/DnvwylmhZeS2A7qe6XA1U6u7gGk529UlAconOAuPPQQUUaxGYxoG8Bxa124LzpuN/zTuwTfTd0kCOs50fLkppcvZztusw934UzbHK+oBIwKKKJSAdpcX9Y1rLsrNl8qll+rZ9C59bcheFvPb2oVfzbQ7STTeWPRimG23K/82LFD7HWp6CSi2EVBEsbjwfXUNkxLQeYNRud5o+SSl5Yj0bf/m+4r0mT5m+A/6YCHL2arf8qot2H/iJBJ2EFBEoQdviuFUsv88H3ZUDmL2W6taXo3z0wK6mml76v2mvfBqtqvhmYbpGY0JuwgoolCDpxapL9erdn68UacYLjda7q/vBXQ50+7ape5zb9uz7Wc4HyboGst4oNhHQJGbaUQmjzNcDcgM+EBAkZvrcnfdFQFFKAQUmfGfOwKKUAgocrJ8MpEXBBShEFDk5KafyfGDgCIUAoqctOfK/Z5BuhNQhENAAUCIgAKAEAEFACECCgBCBBQAhAgoAAgRUAAQIqAAIERAAUCIgAKAEAEFACECCgBCBBQAhAgoAAgRUAAQIqAAIERAAUCIgAKAEAEFACECCgBCBBQAhAgoAAgRUAAQIqAAIERAAUCIgAKAEAEFACECCgBCBBQAhAgoAAgRUAAQIqAAIERAAUCIgAKAEAEFACECCgBCBBQAhAgoAAgRUAAQIqAAIERAAUCIgAKAEAEFAKH/D4ikBEo0k7DTAAAAAElFTkSuQmCC)