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6.0
7L3ZkiRHliXW5AdQ+NpvfOQXzAfwsdkFRMbqERm5YanqGgrJEYqw2dNd2PcdyEzkviKBzASQiSWx1Iaqnp5pofCvgnau6lFXt7DddLnm7lfEJTzczc2uXVPVc3f9X371H/7mf/wb0H8oXv8z3vz35vXf/c3/9Dekf/8fzIt0NJKePHky9hTJqMzrSy+97F4aafzTCUuQH19V302FUvFaJ6sh55kKjeE1lLy6ktZ5X0e+bJrmogbSxlfTWq+N1zbSxq82fpoIvGrG/DLl1gH6rDNTGwexzht6XZ6SXEF9+M2NY1NZB0C5ZdWXcvPZx77LzWsf0sirRp588seCdl7LlEMHGLrOTEm2oXhNsS5PSa6gJn614Zh2HcCXlRaZdaEcvI7x6a5lO4408rQsPp8UOkCodXlKsp2Sv3rKctWG+WXSpgOsY23dKVQcd0pyBQ3lN+Zc1CDDruNB83pURbF0gBhymJJcp+SvnppcpzLHNOD/OtbWj2LEcZdVrinnYs5Y3rL7fULpAGuf9SJNyV+thY868uWlnVefcugAQ+U0JbmCQvGbImd7SrLVum6luu4q+n6G6gA5xsOU5Frns9ZI2vhaFn91Ch1gHWfrR6nrtKYsV21699r3E4f66AC5x8OU5Kpt/jRRbh6X1V8dC2fWcbbuvOauzZ6aXDWvWWvfTxxq0gG0jQktfFRRWVaaeS3TlHx7U5JrqDVmHWdbpCZec2N+mTTLdWprVgj/TyrSLkufyjqAJswvkza+mmSljdcmSpXTs2o+66FrzjrO1kw+r9owv0ya5Dr1GNva/xOHoANoxn2fcvO4rD7rGLzGwLEpybTP2pPb3zYluYJXzZjvU265Ltt6tfb/hKHyuMjdJ7APpZbrmLVZ8xjwKRSfa3/1Ik2phlgLH3Xkr+3aefVpHWMLS2UeNWF+mbTJs2lcrHWA49cIcR1tY6COxvC59lfXU3ltym3rN5E2npal7/5UYmxTkenaB9Tv+l3HxarrAKvus+7Da24cm5Jc2Td8Cjzn5nEZ++7H4nPV1qu1D6jfNYdcdxV1gLXPek5NvObG/DJp4aOKyrKagq0CyiHTobFbzc+/TOsY2zBa+4D6XSPE2FgFHSA1lk15rGrC/DJp4qttTK11gDmtYu+19VrVnfr4gDTw24Vi+4FC0jLqALnt16mMU1BuWfWh3Dx2ldNU8B8UQ6axcrRzP/+utI6vNdMq7L84JT/QsugAmnBMCx9VVB5TmnktU2peh86/VdMB1n3XFmkdXztOocaHFrm10VT8QKCp6gDa5pJPmnhqk5MmXptoSvG1ZdcBctRiT2Wcgtbr1NoXNMQXlIumogNonktlys1jHznl5rUrxeAz1piaig7Q575z12RNaZyu6jqVYoxMQa6gKfmCNOsAZTlpkVkbTcVnzd9OgULwmWruLYMOsO671o1WOba29gfVUxV2aeVdkw6w9lt3P3+IMTUVeYLGxtdSkRbM7EK+XLRhvk+axumqr1G5x8iU5KsZ933KqQP0kdMUZEkKzWus8bSMMs099zRiaBVpxvwy5RynfcfTVOZUVz61jROt8q0aJ1p5LVNqHWDZfdagkH7rmLQMMs2N+WXSslaWqWot1yKzNkrJ5yrE1UBlXqt8QhpJk4zbxokmXpsotg6w9lt3/01qLJuiTLVhfpm0rJ1t9ptW+VVRTF5DjqepyLTMJ/taaxm7TbT2CYWn0DrA2m/djVcNWDYFmWqQUx/KtY729dlORZ5Tiavx3FOgKj6nxHsOv9DQ306BQugAa7/1IrX5rbWQJl58mmpcDZRKBxgbp52KTEP4D9fr0yJNWQcArf1CYWmIDrD2WzfTVPzWWvhqk5MWPtsoNv6HjNNORaZ9+cw156YuT83rVJlC8rn2C3XTATRg2RTkqUFOfSgXn8saVwutA6x6rzVQn7haTsp9/TbqMue03wMplG8oNk1FnnU6gIZ55ZMmXkh180ojr1WUis+xutFU5DkWq1PVYU1Fnm02q6b70MQLaIiMtN1DHa19Q2GJOoDGeeWTFr6WRZcGxeI19Fiaikz7Yneu2uupyHMdU+vHw1gZabiPLrT2DYUh7fOqTGu/dVgKzWfMsTQVmbZhuZZ+K9rluV6bul0ztIymLG+NY0YTL6QqGWnqFdxEa791WAoVU4t9v1ORJ6iM7Vowv0zaZLqOqXW7Ruz5NjV5a8P8Mmngrcu4WXUdYFX91uuYWljy8V4b5vukQZ7r/LRu500937TLXKOt30RT8Q+tog6w9lu386llvuW+fhtNAfd9msq6pP25k0LaDrnnW+7rl2ntH+p+nTHXWgUdIOX8mur41LAGVZE2fuowf60DLF5jnZ/W/rv1fKu+flf7RDtNxUe0jDpAzvk1hbEJ0roGlSk3f13t/FXWAWKMpdzPvQtNZU3qQzlifUPkol2OoFDPO/bYWRYdQMv80sBDHfljSTOfPqXmc6hvfwo6wFT81sswNqc2z0gp/URjzzEFGusnSkFT1QG0zjFN/DTJSBOfTRSbzxDx/CngP2gqfuspjk2t61FfWvuJwlJXPnOOnynpAFOYYxpyerrwoF2OoBg8xsjhWzYdIPdcm8rYnMJ61Jem4LvmNaZAdXxqGj9adYCyjDTIqgul5HPMOJqCPEPwmCJvf+o6gKb1CKSFD5+muh71pSn4rnm9KVCVr0gbadIBmmSkUXZVFJvPkHkm2mkIjzlq9aamA2jDfJ+08NQmIy18hqY+fsS1r6iZcsuoK+XUAZbNdw0Kzec6ltZOuevztesAU1mLQDkxpY+MpiDLodTmL9JAWvjwqWoMaeSzTCl1gGX3XYPG8rmOpc2pjk9tfXm08EGa6loESsXnKqxFQ2ntL+pObfLRwmcTQQeIpQeEHENTkCWoL5855tnUZKkN833SwtMyrEWgWHyu4lrUlzRjfply8bms/qKQOkCsZzMVWbbxqWGeaZelZswvUy4el3EtCh3vWvW1qAtVyWgq95eCz7HjaCqyHKMDpMK0qciyis/cmF8mTbyA6jBfG59VlEoHWIW1aAyP63WoG3WR01TuMbbPKNS5pkB9dIBcduwUZDmFOBooN19d7PzcPHalWDrAKvqu+/C5Xoe6U185TeUeQ+L0qvuM2nQADXiW+/pNpB3zy5SazyG+/anIMpQOsOrr0BRiaORDO4XwGU3lPof+LtU9TkGOoLIOoGW++aSNl3UcrZ5CxPOnIMux97deh+ZUNZe0rUEgbfyQQstK6336NMRvlJqmIEcQdACN882n3Dl0XeSjWX4+xeAzdA7fFGTZ16+xXofqSSvm+6SJt9jy0nSvddSW06BhPOW+fh2V5aOpV2Ad5Yj79b2m1uddphB8xs7dn4Is2/IZ1mtQPZXlo5VPn6Zgh4S8nnbyedQy38qkiZ8m+ax1gDBjSNPzrqOhPKau15uCLH1ZrNegZmqSjxYe2ygmn1XyyTmepvBMNM63MuV+hl2vv4o6QIw1W/t4BHXlMXeNvnZZasX8Mk1h/dEuQ1Cq9UfLmNLAQ5mm6DsCpfTdDB0/q6ADpFizpzAm63jMjfk+aZRj1fjRIKs2msL6o/F5l2kK609I0sBnm8ymIs+YORuhZLCMOkCOOTel8agJ88ukQY5t40ej3KpoCuuPhufdRlNYf0JSLt77XncK8g3ta45xz8uiA+Sec5rHo2bML1POtadPrEQ7xVh7YvjEp0BtfE4d86soxb2MldsU5D2Gx1Tjaqo6gLZ5p4UP0lT7705h7Vl2HSDV3JrqeNS29sSg2D6kUOfSTn39GjnG1VR0AO3zLjdfy9KDNwaPocfOsukAuebWVMaj9rUnBoXE6Viym8Lz6OpDykladYCpzb3UPC5rD95QMeaY42bqOoCWeZX7+nUUe+3Ret8+jfHPpxpbU5SjlrnnkxYdoEk2muRVR7F5XJUevGPXnhSkXQeYwrqjjZcq+cT0h2unIX6k1DQVOWqbe2XKqQN0lY1m+ZFC8xgjj0+7HKfgv9aO/6AprDs5eesqnynExGPR2o80jMqy0chjmVLqAEPHzhTkOJbHdf/daaw7GnWAKa47KXnUuO5of0bl8aRh7pVJCz9NstHCYxPF1AFCjZ0pyLEvj+v+u8fJ51HruqNBB2iTjTaZVVFsG3vs2IktQ+3PSOPcK1Mu/vqML+0yBIXUAWKt29rl2IW/3DX6U5DhFNadHM+vr2y0yzAkf1Ndc7Q9oyo5auOxTKnWizFjTLsMQWN0gFTrtnY51vGnqS+PNhlOcc0BpXiey77mjLXPl2HNyf2cusgxN49dKAaPIcfYFGTYVwfIYatplyP5y23rN1FuGS7DmhMzV2OV1pw+PObyDy2jDtBXjss2ltrOE0uf0E5tOoAGH61WOWrG/DLlWEOXbc0J9ZxjzintMgS16YGrsN6k8mWMuc7Ux1Lb75bBnxSCyjqAhjlYJi281GG+Fv6aaL3ejKehOkDKOaVdjmX+Vnm9iZHDEFKWmp5JHfXJkcnlT9IuR+gA2vnMxVtXO1+z7Ejr9WY8ddUBltV/HYI0Yn6ZpqQDxJSl9ucEquNP0zjTwINPZdlo6RPYRKlkONS3r+0ZV9FYHmPPqSnIsG5caFlvcl+/isqy0cijTyn5G3Kt1GNtSs9LwxysIg08NclmlXWAUPF8Dc+4jfryuF5rjhPHiRbML5MGftpko4HHJtKmA+Qea5qfV27ZdKUc/PWRzarpADFy+JZhDOaeT5plCN4wZjTzCNK+1miXHyi1DlB1PU24poUPUNVY08RfHaXKAxo6bpZdB0iRu699HDatM1p418IHqEo269qP+TWGjhtNz7iKcutQGuWTm6c2ueTmrwvF4DHkmFk2HSBHvZ72cah9nQHl5KuLbLTrADHzNEKNG61jj5Qy7qV9PpJS89dXLqsiw5jjZeo6gIYafY1jcErrDCiHD7avbqmZQskv5pjRPg7b7M0xcmny+2um2PyFGG/LKsNUa7d2HaAsAw2YXyYtY3C9ztSff+x80jTeqmiobz6Vnqh9DILKceYQmN/2e+1yCT02Yoy3Kciw63E5bLYp6ADaML9MucbgMq0zoc8Xci5pHnukLvea0y80hTGYAvOrfqedxvIYe8xpl2Edf1r8tNp0gLKdn1s+XShHHLHv7zRTqDUm1n1OVQfQssaQF01Uls0YP0oIPjTTkPUm5X1NRX6a5qNPuXWANt++NnlVUSweQ40Z7TLUvsZo1wG0rzG5+ekS88jpR8ktnzbq4mfMOe60yi+3XLpSDh2gj29fu/xAoXhcrzH13+ecS1p1gNxy6Uqp+esrl6bjUsh3as9P27jTwgeoSi6a+KuiFDrAmDw+7fIbw1+quTQ1GWpbY7ToAHVy0SKnOkoxvsfG8nNS7uu3kbb5WKacfHWRjVa5kWLoACFz97XLrw9/OeaSdvmBtK8xuXSArnLRKjdSDL9WyPGSW365r19FXeInWij1etpXJtrlF0IHiFmvp11+XfyIufVUbTSl9SV1r6llW19C8BdzrGiQn4Z50CRjDfw1UUzeQow9zbIDDdEBUtboa5efz59GXNPAS9v6opli95he9vVlCH8p55EW+eXgI1TORG4K7RMKPfY0yw7URQfI2ZdHs/w0Yn6Zcq4tXa6tWXagkGN+FdeXrmMg1zzSIr9U+s5QOWuRUx2N1aNT+BK0UpUOoKkXnybZVc0hTfxV0XptGUdj5kAKbNMuvzJ/2uJAGngAxYpzhJKzFjnVUd/4Werxp1l+0AE0YX6ZcsfS28aK5mcLWq8t46jPnFivLYukDe/LpImndd7EOGpbo3OPQY3yI+bn7hHURqnX075jReOz9Wm9toyjJh0g99qiUXbacd8nTfwN5WXV8ibqqOyb1Tb+NPBSZ+uvsg4QYqxoeLZNNNQ/v15bFvFfI7Zp4KNJJhr4mwr1yZ/JMQY1P0tt87KKcvDW1b8PHUCzHhBSdjHGiuZxB1qvK8MIvGHuaOcxxzX74NWaulOdHqUB3zTw4FOZH028VVEK/sbE9JdVB0gxf6Y49jStK1qoSiYa82N8SuWnGTJWND3bqZBGX5NPuePpTXLRKC+fYvAXMo9vWXSAHPNnCmNP67qieU0BadYBYsku1FjRNtZIGp+p1vlZptTrah+ZrILsYubuT1kHyD13NI699ZpSfa2+MtGIF6QQsoupH2odexqeaZ3MtcqMFNufOmYcLqPsUtbrTUkH0IZvGvhYrynV5x4zTjRgRRMNua+Uc0fr2MvV56yL3DWta1UUkrfQY3FZZJerRl+7DqD5+ebgq8+aopk0rynLoAPkmjuax12q5zpU7pplFyI+FFvv10p1vGnpzaNJByivW5qfK2idlzWcxvAXG99yz8k2qrpvLfpy7us3Uaznuux5FKAh60/K8TgF2WnB/DLl1AHaxonm5wqKwd96Pak+PuV6om2O+uTrxxowv0xZ+WGxc82iFnJP81XKowB1jWXkugeNstOK+WVKqQP0HScan6tPIfhbryfV3+dcTzTO2dwy6UpJ+WvB/Coa8mxTyV7zsy3fv7bxqIGPOszXwFsTxdQBxo4TzbIbc0/r9UR3rqcGHaBOJlpkVEVRefPxfsSi1fXZrnMpFknbHC1TDr662vlaZUYKqQOEHieaZdfHl7FeTxZJ83qSO3e8i49EKwXlLQDeV1Hd89UwJnNfv0xVtr9WSsHbUN++ZrmBxkyx2PNGs+yachg0zOXc1ydV4ZsW3qoohQ4wZoxolt0o3iJhfpm4hmuZp2XSoIM0rW1aKQZvoeL5GseZT32mXOp5o1luPp5pfMY5c3Pa5KFNVj7F0AFCjRHNcgP14i8R5pP8Z6Ah1lNHKZ9x33GpefyF4i1WDp9m2TVNwdz4plFuuWXShTSvI/yNVlrnjQ+jRt4CxfKH8FTF16rqAGPH5WTHXwOlyt3XLDt/SmrDNw181MlEA291pHkd4Tm00jpvfBgt8JYB78lDl+ewKjpA6HGpffx14S9XvZ5W2WnD/DLl4KurTLTKDLReR4ZTl7Uh17xRKzvlmF8m7TrAWP061jjRjBWgOp+Phhp9LXKrmjOa+gSWKYXchq4jWp5pFYVYQ2KuI1qpap3w5ZGTd1Vyq8D81PGnMaQBE5qob1wt5dhUNQ5LxFwPjc83Zzy9bXysmg4Qas5onwt9jl2vIYbW+eI11GLna5NVF9KGET41yTP3+NT2rH3M18abTynX177jY9l1gHV+1vHv1mvInHx5TBUXgtKA/D1tz7QLTeVZ556vZcrNR5Odn5u3JkqRozWUlk0HWOdnrdeQtuvXyWMquBCUAsTycz/TIaT1WWubr2XKwVdX375WmYE052hNXQdY52ct0noNOX69rvLQigugYHILnL+ndZy1kaaYcXl8apZpCt6WsR+f5hytqekAWjAu9/VJVfLQwlsVpfDPDBkfWvCgikbJLHLOvuax1ka5nnnbGNWwvtVRDL5C9uPTSppztLTrAFowv0w54+lt8tAmK1IMvkKNj6XRATL035sqpXrmQ8aoVrmGmmsx/DBaZQbSnKOlTQfQjPs+peKtryyWWWYxx8YkdYBM/fd80jze2ijWMw8xRjXLdYiPLVUvPq1y05yjlVsHaJKHFhlVUWybduj5l0lmKefKJHSAzHhfJs1jrQuFeuYxxqlm2bbxlrNGX6PctGF+mVIvJ33koVVmoBC8rdeO49/nmisqdYBicooslGB+mTSPtS40Bqdij1PNsi3zpqkvjwa5TS1HK/byMmZd1yq3MTb6eu1Y/F+Lfqxh/crdf68vaeatK3V97qnHqpZ5UUXgSwvmlymHzKacowUKrQOEnCta5dYnNp96LmuVGUgT5vuUZS3rGMvXJiufNPPWleqevYaxqkm+PuZr4qtMKXgbMjZyj6UmGqsDxJwrWmVWx9d63Viksjw08eZTEh1gYCxfq8zG8qVhroB8XNPAj085eVn341s8Z4ixoVVufXWAlHNFq8x8TFuvG4vXrpOHJhmVKYoOECh/T6vchthAmuYKedHq0wallFWfmL6m51gmrXlaPK9Galuics5dbTLTto5VUep4ZVd5aJZZEAyIkLOvWWZtsU+N86SOp1XUAcbm8Wl7tqSheWcpxqtWmZWXLE3zNzcPdbLIzVcTxeJt7LjQLLNB62CCOj3NMvN507Rm+NSVr1XQAULn7mt71qSu9kiO8apVZljCNM5fUI5n1EUWGmVFCsVb6HmiVWad1sRMvXi0ymzqmF8mzTrAUBnHrtfT9uxJdXFIDeM19/VJZXkoLT0WSuGbGTI2tDzLMo3hK/Y80SqzyjVSSS8eDTKrivlo4AsUasxq1QFAXe8tdY2+ljFQJo25J6Rc/LTJY5V0gFBjQ9vYIvXhK/U80SozWTOVYH6ZcuXgtI2LXPGgWGN2inmBufvyaJvPGnXUMqVca/vME2XL3gJpXTOmOMZy68aqZOZh/tTW/hjX6TsuxugAQ3xuKWQxhXGgSVfJPZ+bxm1u3uoopo91zDxZJh0gFc5NYYzlxnyfsvLQEsvXsqaWKYbMQvhJY/vQco1bjeMAPEEOGnlL/Yz6jAsNa14VheIr9ByZqg6QM+6jbYxpjoGBkvLU06+vcX0FhZBZjDERWgfQMm41jIMq/74G2dRRTL7GjItlk1fsOTIVHUDLWkFecl+/Sha5+aqjqHyNiOVrWPfraOjaF3uOaI3PjaUcfvauMX1tsiKF1i1DjYupyyv1HNGqA2hdK0A5/A5dZKFRVqCgfAXM39OqA2hdK3jNvsf7PGqd06DY42FoHp9WeY3hK+bYnZq8cmOdFh2gSg5Te5Yhzz9kTCylvCLm7E9JB9AQ7+mrm4w9T2oKPR5C5e5rlVcfvlKOXe3yyj2Py5RLB2iTgxb5VFFo3kKNCa0y68xX4l48mnUAbesEKBQvmu7Jp7HjIVa9nlZ5tel5ucavNnlpnMs+pdIB+spBq7xAWmOiWmVWy1fmunxNOoBW3PdprQNU/yb2ONIqr3W+Vv31p5SvFWv5HTsmtMprTDw05j1plRfI8aasF0/O/ipNY0LrswypA2i8xy54nqM3j0Z5acL8MqXkq8/6rlFWoFDLcegxoVVeXZ5zjrmhUl7F4BK+lGC+TznW8C7PSOVzPIoT/9JI5XGRux8fKbe8pmbbxuJrzPquVWcaujzHxjqNsgJVzQENzzb39YUq7HwVfFVQzDV97DqhkVZJB9CA+WXKYVNM2bYN7bNaZtu2q2s2NdZplBVIC+aXKTk/HfP3tMmJFHKNDzkmtMprWXWAMuZrw35SbHkNHcNanmOZxsSgV9G29Zfwv/3bv3WvnFinRVblMaGFrzJF52tgLF+rvIau9bHzO7TKK4YOkONe2+x8jT4AUCz5jz3v1Mfr2rY1hGUdvAH3997aM3+fNX9zUU7do2lMaH2GwfkKlL+nVV5d1/mUa4RWWcXSe1Lc7xDfvlYdYIy8Yo1jzWO27vO1bWvIlwWWeeD91qtbTgeYPTdbCR2g75jQ9Ax9Gs1XpJx9jfJqWuNzrhGaZBXb38FrhKYQ8XyNOgCoj7xSjWNNY9Yn32+rKXarwbat4gFYv/nS5tH2q9vm/anNrPgPiuVnHTsmtIylMvXiK2EvHo3y4hqfAuf6kNb1IaYOEOLcof33U9UBcoxjLXOHpGk+V5FG25b+/503dlwMIHccABRCVlP1Xw6hRr4y1eVrk9V6fZhfp6scNNqRsXP3p6IDaBnPOa9fJ4PcMqmj2Pp03/MD53ff3HX+/91zu0fbZ7ez4z9oiKxSzIlJjC0lvXhyy6puPExljQ953qHzQoMOkLpeT3NeoAbML1NKfrrKQJuMSKH4CjEWgPPbr22LDkD//87ZHRX4D+pqo6SeEyrHlhLML1Muv2TbdbWu76HOoxUrqqiKRw01+hrGSPk5an2esW2uIWNZ6/gfE4MOeU+0/2fvmLy/3Wd2Vfj/faqLS+Z+tirGVQnzVfBUQanWhr7X0bC+l0nL2pCayHtuzC9TDl7anqXW5xw61hrqPqcsq5jzGjj/9O+ePtp/b9/F/xED0IT/IK32THJeOuTvaZKPTxrXBk0445OGtSEVle18jfeSYpwMeZYaZTWGp5jjeUqySjmvxe//yqbD/9w1gD5pxX2fovM1wK+/jLKKNQ6mpANMYT50oTbfvsZ7i7UH8NhnqVFWfXWYVONZs6xyzWvpAfDKlqsBoP2fI4zctr5pfH6g4HwFiOVPXVYpsU6jDpB7XYhBfTBU6/2OHSsxnqdGWXWJX+TgW5OsNMxtxgCYA7h9Zvto68xWMh2grww0PT+fRvMVIX9Po6yaeMo5HzTpABrWhVA0Jo9Pqwz63kuK56lRTiCNemxOHurkEJsnv9e/79/H+xMvnXD4f+LwxEIOQAwdYOxY0DCGqqgXX4l68WiUlc+TpnUhlw7Q5OvQIJe+FDp3X6MM2u4tx7jWMo9ImuZ2mXI8l7ZrxuJJ/Pov7sqLNj7x3fUAeHvP1QCUcwBCwFPosTDJMbXuxSOkdV1Iif99ZKBNTlUUu15PowzK96plXK+ifTuEYvtjhoyFGOOnjP/I86OPHy/E/mn/A//xKucADoGs2PNhEmNKSV2+ljWhbPtro5j4NWY+aJVVyno9rTLQgPllWiX7dgyFzsMINRZC8lXGf9b5b53eOob/0gPoXHUPoC4QlloHVjumFGB+mdZrQjcK6bfWuB6Modx9eTRgbdVz1ZQ/QtJq32qjMXHomHgX6pxl/Ae+s9aPe/749n9TD6AqSMvt91Ixpta9eJZqTRi6nk9hPRhyXW19eVLLostz1SQfkkb7VuN87xOLm5p9W879Q49/4Dz0AMb6gf+sAWzrAQCIy435ZUrOx0R78cRaD5ZxTeiynse2Aaqul4M0Pp/YPA15rsumA8Qa25qww6cqnnJj3dDr+pj/1P2PK3UA2vo+/lf1ACzLQJlrWyj681mSXjxa1wONVLWeT3U9mOp1mygWLo05rzZfCajPPa2CPttEqXX6LtSVjybMn31//ejkH+8u6ADE/82XNxdyABgXaJLBSugAS9qLpw9PqeaCRjn5fWmnuB7EuK4WGZDG8hTr2WrTAUB195hzfGsZTxpx36c6npowf++7a0ezH24c7f9482j/p1tHB8UL//s6AP5uvLghewHys7ocwDItpQ6w7sWTbR5okdNU14LQ12jCC23Ul6cUz1azDqBpfOfWZ+v8/tqIPDVi/vfX5nj/+zuC93jhPV67316V7/3flGsA++wDsBQ6wIr34tGEdxrXAs3reOhzdh0DucdJFbXxlGOMaxo7WuZ4FaXiaapjvJzH57+A6af+8sXRwc+3j7a/uih+/hOffyz2/86jS84PAPw/+Yc7R4d/vie/WcD/txbrA/rsAzQ5HSBR/71ePCWm9VrQTwaa1nHSWDmN1fs0jp8yPxrGec6xU3f/2p4bKBZPY8d4DmrCe2A6bHhg/tn/+pXg/e7jy0fbX38qOsD+j7fke/j7T/3yucT+D//4mfyFDgD8x+v0vz6Y6xAW/5H/xxzApdIB1r14Vn4tGIt3y6ADxMBDbeNHA+aXKXWvpC73r01GoFD8hBwDqWTUmL/35IbgPv4Cy+nHB46f+/evjw7/VOD5X+8L3p/8w1154f1ecZxgfvGbs//1S/n/1J8/N7GBQh/Ys34A+AD8PsCyN6DtE9iV1OkASjC/TDns2y5rgTYKNXdDrnPadIA+Pu+Yzzj3+Km6x9w8VVGKHpNDfquJxvqjYtkOMagJ84HZeAHL9767erT7zZWjjc8+ENyGvT97cv1o/4ebgvPA89N/+cL4+Qu7//BP5rew8Y2+cEW+NzGAu3LMwe9vy98y/jP/j30CJqUDVGC+tvENWvu62mkoPzHXAW34D9Li885xvbb71DamQesek92oiScfJ1ON9VDXaLTzbZz+1C9fCE7DxoeNvnHvQ8F/+PjxP74DxkuuH/wAxXvBffj5i3PAL7B5/5OjMwX+43NgP46D/wD5ANAb8B7xAvr//RgAcwCwX5DqfICOsfypje++51nWdaBrnk5KzNOqA2jw56bwM/S9hga5lGndY7IbVfEkuPRqgUtv7fWOU4fgZ4icGu38Aqvpr8dfie9bu/4kdIE/m7/AeOgAwHj68XEcPgeW43Xa5gHinPg9jpWcAJzPHW9iBfAh7BT6hNQNFLb/7N2ZqwHkPoHAfukV+Hz3mgBQVB1goF9/KuO76+9irANTkVFuvMutA1TpPJqeXej8ghDPWpN8QF1zAlKOdW0yApXHuvioX9+Rl+DVs9tJdQDy1EZNmH/i84+M7V7gMTCbGE+MxnvgNnD6zH95aOx3i/X4C9sex0AfwHE7X19yPgDBf3sczgc9QGIDT0wvAPxm6+EF91uR4WvbR7N3ZsdyANknkK9sOkCgWL7W8d3lmFTrgFYZ5cb8MqXWAabm7x7Dyyrpt9r6TGqQUZNuS/zff3ffYNSvd+WlQQdoytuXWnybcwdsxmv7y4uC2YLfhc3OuLz46eHnt3l6PB6YDd1B/PxPrgt+4zfwG1CPAPZDZ3B5At9fK65z4Wjjsw9dvADnx7Vn312b9wB8a75HMHMA/V6ByXWASPl7GsZ3mbTZuBpkpNm+JcXUAYboPNpk1Jf3VdVv/b2ENfCXK3+k6bplHYD+/73f7B3tPNcvTy0U0R9R9UKcHfX4wPGtB+cFd2G3i7/f4jp8/fTRL9juPxq/AP0AzNmjvnD4x7tWL7jh8v7xnrn/wH389uy/PSyOvy3XlV4ABS/AfPj98f/2wwuV+X/097v6QNsXKJQOUBu3SZSzr2GO+eRjnKY1IMc1u64BGig0/od4/tpkBGp6njmxJjf59587plRFKXSxIfqt2KwvmT71s3+YiQ6QCv/bavOBy2LnFzgruXaoxQe+25fJ578muA27H1gN217seOB98Vfq9mzeHr5nLgDsf7ykn39xns0vPhZdAHoBfiNxAegK6AHwww3ra7hxtHH3AxMH+OULpwPgdQh9oTiv6CvvGBlund5yef/gy/cDiB7w/GywDuB0o5e93I1MdXra5r8GfsqUcv5P1cYds27Hev7aZARa67jza9bd/yroAGOfP23ujd9tuPj/7Dezo61n+tWr96GmWL7g6ZMbDpNhzzNvH38RawfuA/OB6ajDdzV46MkvvzX6ALBY8vn/aOz4fannu+1w/NSf79nPDL4Tx5HnL5//eEtse54b+A4b/7TUE9yRY3EccwzEZ0D8L+x/+gCI74gxgC+n35zdOdo8vel8AX11AHlevyv0iJd23fly+G1I2ua/hjWxTNrmP8+hifqs26vo59as56bgp8+9a91DcOzvQz57xqxnbxs/9ea5zaO9X4f1ASxg/heLmA9sPvtvpp8O8umJ98BxvID1J1mTX+gFYscXdjt9Agu5eA/Oy//09eNz8c8XL8nntzjuevsUx+G7Q6sf4L34BKBfFPgPXUD0Atv37+nb71m94aboAfAVSB2BPdeB3Q+gvA+A2x8YcYLiN84PcGZbegPtP7/fXQew9r2cr8B+4j/yDFdBB+gz/rWtjyBt81+jjJrW7BzYl1tGU9JzY/Az9plPXQeIOeZZA0i82nm+wK7nx+cANmE+8BOYjxy73cdXnJ8f9rng/pMbLo8fOI2cO6m1+8sXtl7/nrPf/ZfDbon93xMMl35/qPX/7qr47g+tX4Ev+htoz4seAr9D8R72vokpGP8A8JvxAMQbcA8nf74jtr3UAFj8R/5fVQzgQPSRS0f7Txb3DsQ+wcB/1goeowq/vlzn5V3xATDXoG+PoRikbf5rWx9BfXhKYe9plFHVnsE5+cwVV5+inhviWYV+5hp1gKZ7SzXmBaNe2XL71iL+PzQHoAnzgeHASNbSmTw9U5cn8Xnrs5fYPOrpgbU2xn/uv31l7P5Hl239/j2H7/IZ8gAK3KZv/9D2+9m4877gLeP09DGwnp9+fuYIiJ/hly9cTIA+feQGyB4Af7a/e2L0AfzFtfB+29YBsgaQNQDAdNYAmNyE286nQNnAB8D+QNxLuC2WL8/qlb2jnRd3XJwBekRu/AeFnPshxr+29RGkYe535Sc1acD7KkqZwzHkt9pIk50L0qYDgPx7TT3uK/PuntvpVQPQhPmIveNFLD2U/XWuHG1/9amLxYvP38bjiffP/n/fii8fOoHE8FGTV+Dyoc3JN3/vyF8cJ/v1fXnR2eyMy8PuF4yHP8DiNPP+gPtn/8tDlwOIF347zyW4LvY6dZKTxTmkp4CNL0jfP8QmbL2B5Cla/N96dWuO/wWe0y4X3qy/YaeQAV6UFXIBJC+wox+f+L/9gtEXZs/O6v0HGUjb3Ne+PmrAvFzXrtP3tK/XIc8ZSs/VNs7b+Ek97rXlBOSc9+JDfmHX5f7R/49XE4405e1LTbyNl5vcPIPzwGLU2xv/+l3nU3exc4vRwFLp02Pz7KgjmN57N1zNv+nxc8/guu3fv2N7+vJ/+OvFdke9IPoEWXve9Py7Z2MOtwSXac+7WARqDWxfIZc3UPCxJ30D77r+QqexN5D1/TPH37f/kd/HHkDUEeDfAG97Nl7h5wOwRwB9Bo3PDv5/i/843vkOlJC2ua9pbdTi1y5TymfR5d41rdWkkFgdS5/QRGV+NIx7bXsJ58Z/9P1h3v/2c4s40oT3iJ8zH0/sYJtHL/l2P95yPXal3v7H+fdi78N/X2AhYvP4H7+Bv963wYnZ0Afwv+zH86d5fJ49efEirgOL9765KrF54DNjAPgfmIvfQR8AT8B04D7+spcAYwH7tp4Afw/sPsCSrwA/QsE3zr11/xPnE6D+QR2AuAwdgPF/+a3NARCfw4PzRyfufTj3vyCOX9j/bXUBzP+DD4DX0RD/L1OdjZvT1sxFWuZ9G8XO4eh7fm06wFD5pBz72sZV7nlfRSnHVZf7TykbYv/ui3P8R9yf/f8W/foflfL3zB66iL0zL4/5eGLDs5ee7L/zufPVH9p6esF94PBXF40vvMBD9tsXjLd9fExO/S0Tk7f2v+QQWDzGsYzrM/fP5f7/YHoF0DaXmsLf37H2+2eiAyAnQfz4tq7gtO0NYPz514xNX1xr8wvTI1jiF8U94385tjj/ru1TwHvH/+UYAHH8AD4J5BM+sbmFVi8R/4KtHfR1Br6qMF10hRd3FvL/955J17uhK2mc96nj6prmfVfSZuNOUQfIre/mnndT0HdT9Z3s85sUJJjx4hz/GfOvw3zkzsO3zz10pQff5x+7PDwTu78jL2Ak/fcSB3C9d2+IrUs9gH11cQz86ai341579N/DjifGz+x+e/DpS89dm3dPnz+wHS/Y5Cct9hu7nBh90+kIzOOj3552P+x7+uWNnW/+Z+7/oe0VJHF/+i+sT//w93flRfsfdYDlHEDqIaeL+52Bb8Qznph8AMiN8mZ/QPwO9YH83H9+8P3PXjX6AbCf18i9d/AU5n3MPAPN874rabRxtesAufG+jtb6bjPF2Ed4zD2mGD9Vvvwy5gPnWd++b2vX/Hp74L/gvG9z/3jL9cPx/f30jxP/aAfTd3Di3kcuxx5Y+/StdyU/D59BJ5C+fBaXJXfu60tivwOHJY/A1vPBLj+DWgJbX4BjDmxPAebywbY/tLkJzEFALR9f0jdQahVuOD6l//+319z9Abdhv8N/j5fEAOAPeGwwXGoA35775ukDgD4zP99VuReRyc93RA/wawMld8D69cv9gun/n71m8B8xA+YZgFLqAF3HvbZ5H4qfUGv+FOWTGvM06gDa8L6KYvK3DPru0LzAKedxVGE+c+QFq+3eOfTZi41t7XDioOTTF3brgbWHmV/HmL30zi9wXHLtra8ceCyxd9QB2jgBcdbY1Tddrh2utXH3fcF15tot9NwF/ttzShzA9hNgLN7kAlgfgeDsbZdziPMJz8jt/5PZMwh/gcmMz5tzzrHa6RA2X5A+h52vLooPf2bj/6j/d/b/2W2Xmyf+DPAFXcm+9skX4iV/NHsPupxAmw8IfBc/wrl5fMb3/8P+L8cKYuoAQ8e9tnk/hJ+YmDcF+eTEvNz4X/XstT2zOgr5zKZi5/alVdpHmDgi+ItYPmvkHl1eyKmj7x74T/w7sDjNPDm+P/3L59YPYGLdkstnc+kl5o28ARvDh58emCp9fO1vd2Ufn7vORodfwOD0TRcHcD1/rL4gvv5vjV3NfEHi9+m/3Hc5ANQz9qxPgzn98NnDByHH2VgA8wSp05hzXpfvEQuR/sAF5hu9ZY7feC+4/fr20c6bBv/Z30dyJ8DzT7cF84H1sh+x/ezQYv+h9VH4dQH0AfixBOA/+//4cQKfQuoAazt3+nN+CGnza2vbL1iDTPqQttiONvmt0j7CtPlZj8f6Ot9fbvrh3Fzoe0McZ2zc5OQbjGePO9j8+N/F2q0uYPL/P/d861dMvp21v/GbPetXMLrFLdMr6JfP3fHkTXr4WZ58fCf/4qMHjqNm0OYQomcA/Qbs+7uJ+IPco63/++Gm0wHg32fOvtQUoDfhzyancQH7rR9fsLmw/WfvzFwsn5iNc/7q2ltOd5Hf/HTb+Q7w1/kGfry1qAPYPQPoSwD+s/8PbP8q/AeN0QFWZc5rs3Nzy0e7jTu1/YK1ya/PfaWYA9rko3Ef4VgEzDA5eTZnvsAhYLfU0MEnXWDyWanJ/9zpAc7uB4Y9ueF84YLfX16w8fObzjfA+jrnw7c9d+nPR84fbXLE76FT0C+P7/BbYPEz//61s/1xjF+zz1o89976CZCnQN8AdQHJxbd7BuLvjHEN+7mfm2f69VwUPeBQegHdcf4NxiuEF5vPeGD7ALAHsN8D4NDWIJz7ty/N/eJ8Bf6ftLkIfI/PjX4xzwcA9svL9vkT///L8xqDOvwHddUBUtp6GuaVT9rs3JQ8dLl3DTLxKaQOEMqfPeb71NT0nHPMAQ3y8e9da6+g0OTy/axf/qTN5Tv3X79ydXjEZubQo36edfW0t12s3WI/e/JKDYD10x/aXr3s0yfYz3y9H41/AO/F7obvoDgeMYIDr58fvpe9etyev/O+PsRtV2tnv5sxjoGaAfzO+gVMH76LxjeB3sR/+szl4xkfwFXx0/sYvfPlRXcvBzbWcfbfHhrefzKfQ54nXjpxtPnKptMB8Pf0n40uBXz/u4uvuhwGyTnw+gLuFvcnMrG6jtMBTm26c/n4D/2irlaQVNdOeG3n6rVzY/Iz5Llrk8/Q9TmWrtdFB9Akw7IccvOWS+9ouq4mHQAUerziRXyBn93lxv1k7G9iN3PqmW8HPzzz1/dsfhx+Z/IDjS6A42mHIx8QOgXz7+S3NpfPHDvvo0ucp5+BtjB9+vvMTSx+I33+CwyHzX/isw+ND8DiPT734/bM28dfyd23e/zM7Llwjr+/+qbrQXT2Xx+YnLwfzF7C7tzFC3oLc/eA+6hZwLH4DfF/922DzycOT8hf/Aa602nbSxg8HFg9CNc2PogbBvfhT8AexIVehPsq12ug/s/1//Hwv60HAHQALfMdpGm+a5CHTzHiLmOeuzb5aNsvOFS8IAVpwv0ypfA99rnvZdIBqu6dMWuxUQsMB06XbXhguemDZ/Pl7XvTW++2q7mXPjg29w9+cdm3z9bGsS4Q2Cd4zHwCYLDNQ6DtTj1h3+Yd0k8ATGf9/Bm7f5Dk4n19ydntfl0+7f29x1cEe+Uz73tgt8nh/1TeH9i4BfD30Pb+p//j6Zvv2mMMZlPfYfxg64tP5Dux1Qvbn/sqwm5nDgCxfd/GQKAz4AWsh29hD7xJj2ArE3us3x+A+L9g/z9bj//luZ67R4BPKed6l2st01oYY43XJp+6tTkXvvWNraekte47XOZT1gHa7l0w5I15zTrzAun7p93v6uFszF168tt4/tyWNvvibFs/OfBUauRtPb2vI5g9cYwNbf7ecTi+b/v7mdq7i0bfsD56P36Pc5uY/3nBcPjsgcMzYqz1qzM2Qb//Hnv72Dp+ycu39r344i3/+9wbyPYzEJv8h3mc4tDWT2xhrwHIw/YA2HhxQ+oAGJ+nfX5Y3Nuz/+9jcw+PrH4Cn3/xAh/sYTT75qrND7wlL/zudKF3VeG/1Ac8s7eA/23PfJl1gGWzc0PO9dT8pKCq/YJzkqaYSl/dN7fsfBrLT+jxMBUdoK/uS/uf+M89gIjzgq/A2W+vuXg/ffTM/XO1/BaXpW7A4qnJDfzM9ri57n4j9u+fPnM2tusX5PrhzF+mx94dwW3ZMxg+dJtzJzEBi9kmzj+vs9u3+fzEfOC4qUW87Pjft3EHwfiCX8TpBdPpk7c+C+A78Vhq+KR+8I69hvFdnLT1+8j/8/Gf/fmB6weQS/F3u9BZpF9icR7g/8z2O4Q/gP2EqQdQNrhHwf/fefh/dhH/u473ZdIBlt3ODTXXY/OTkpbFh73Wf5tJk/6rMS+Qf4fet8P/t+b4zz0Bia/o3btg+z+54erkDmztH/AUdjj78dEvLjF42/PX5PgZfJd6N+zxy556Ng7AmDzwmt/hPTAd+Cc1go+vOF+95ObZvL+ZjUfge9YsMs+OeM8YPn0AwG6cF7jPeoaTtg+gYLH07L3nchVEz8A5LDZLTkHx/qkb7zj7H7F/9gDYOr3l8P+kzTVE3gJwX3j/xuQjHFhd5MDyfRIyQz7Ed/M9CU/ausCt320t7P/D+EJb/L9MU9UBUqz9WtdBLZiX4/pN965pXQYNGc9jrrWK+i+/Sz0fNIy1UGugYMibc/8/sN/fC4h71RHnTa/8y84PbvLZrtscwVtHf3/lDVeLd2h7CAA3cRztd+Ae6uDYA4+6gOgUj+0+fbbXvuuZ96P9DvEEa9cTf32bXnDa2vqSX4B+hqxVwL4AqC20eX177BmAV/Ee2E59YPvBBbP/UHGejdvvuePOoG9PyTePvzNbLyA6VIH922/M+/O4HsDFNYD9Pv/QA9hL+NDmExofwRXBe3y2ff+Toz3kBBSfSU7BP286+9/vC9QX/0FT0QHWdm5+zC9TSv91l2tpWJdJQ2SjydbVNt58XjTMhxxjrem+h8pCMOS17aPZ2yZGvfv8rsN/fk8//KHtu0Nb26+nBwYz7o44vKuvt7XtyAUkDvt1BeJnt3vu0W8vtrl9sc6eegFz46VHkM2Nk1x9+NEfXXLH7LtYwC2L9zfEjgcGc29BYC9jD6x/pH5haiKvy/EnbX0AegWJruPV6su9/cmcV/z031xdyKlkL3+Rra1nPPWHz+Q3sO1xvTO/fOH8/HKMxX/cD65p/ARXJLeB+E/7H74Fnn8oadUBNMxzbXaupjUZpMl/rQn/QaF1gLUOrEsnSTHe+uZw9CXBk5c3j3Ze35nb/88v4on4rn++4/z6eA88ntneu8yVp/3OXrqH1n9+yuKs+A1+nPe4Y+49zwXbWPoEfsv8t9tzH4DrI2xyByVHz8bi2csfmH5o9x9gbN7lKFjMh64A7AXG8kXs3fzsQ8Ff0VGs30JqBGxePnUTHCNxBecDuL3gmxA5vjHvA8y+fbDjoROJHmVfEk9g/2GL8XiZ4+4WusJdq29dq7T/oV+E2P9Xgw6gdZ6n4CX2PI9FIXM3QtyXNh1gCPmy0DAf1jpwPcUYb2Oe+VAdgPVqe7/ZO5r9w/F+Mq6HvfXzExsZbyeuAf+wbw972tKWlr5Btu5/x8t3h13OenycH3hIzCa+099Oex/X2rj9/kJNP16nbL8hiSdYbAfm83PuZ0SfvbHjb7n8/gPpLXjZ+v/Py31JbkChL4gOAr4emz0FRGewcQ3BaKtH7Dw0OXonXj4hewHK+1MnjrbObBk9qrgWjt9Cb0LUEcJvUdyDq5WwOQB4iS5QHGfiEjcd/kv8/1XbY/DZ2Wj7n5RDB6gb65rmOCimnZtqnseivrzExrSp6wAaML9MKfiZqg4cIi8w5DPvew7BfZv/t/3c9oL/v3yc2J+ff+Ty8Wjvs4++2x/X5gTiWLH1rY1P256Yyxi82NvWh87P4OfnfjnUAZ66/pbrzS++fPgffr7j6ghN7vxlm19nagVkv53iL3IOjD1vYgvULYjpEicozgf/PPz4wGq8EHuHjQ+7H//jr+gEsNexF3Jx7kNb/4D/pQbwhQ2nU3EPH7wH9sv9FPd59q/3hXe8x+dyrccmzg97H/4Cw8/dhfr/zX+Z+/+5R2AI/AfF1gH64J6mOQ4Kaetq4CckdfVbp+JZgw4QokeRpmcM0hTv0Saboc87xn30OafYkXbPmq1ntgT/q3wAC8fbvn/IjaOdT2xnXIAYjlw6xM+J68yzM74D0+/Hxettnr741W3vHdln2Nsvl3X5Z//6QDCXefqMv8+83r0S4//5zkKNgJ+/53z6jy4ZG/676y6HULD+0SWnK9AfwDiHvAevVk8Qm93iP+L/tP9lj75fmx79wHrwg+NO3P1AdAvm9kmuAfYXtDkMPub7sofvn/a/n/8fikLrAMs0x/vwo2mOpyBtuRs5dADagiH3k80txzJp0oO1yabpuaeeE12vJXbk23vOXgX2Iw7QhCli4955XzAUf5mPZ+L5pocdXvAL8DNgL/6HTiC+f1tvx9p31tzR3gdOin1sawQkZ87a7MjDl/357HVEj/jZxNPpn2dPP8boxcb/g9k3kJg7s70IfJ8+6x32v7vm8vDp64Bdjs/3bX8i9vQztXqmRxDxf/ae0aGwdw/t/wOr29C/IHl+hXzQQwjnq8L8KtnvvjTf/4d7DIWksTpATn9WbOpq6+bmJSVpzN1Igf8+3sfeQ16LXEHaYj6aZOOPAw1zou3a7AGIF2sA2AOg7Xd7tg8f8Ev89QW+oRae+9qwpx1egtVffep89ewNgL++P584zz2DcW7oBMztl/f3zzucNrFx66//ydT34f0ZG/s/tHWBxr632G9tfMm/szjP7xlrl55Hjy47Gx/n2bc5+pLfAP/FI9ObCJ/DpqevHvrU7N35PsALPYBsjB+/8fG+K4bTB1A+d2jqowOsqq2rAfdyXle7zzqGDtAH70HLqgu33dMq68LcR1gLNfEiePLWrqsBRAygC/7zt8ybc/n8Xu0c++QY/7mJy7Ovnp/fB18+jmX9G/PzmJtvauMLTP/Lfds775L8Za4c8u7gu5daBOgU3FPXxu9R+8ceBrTjnf3/re21b3UE2fPn93aPP5uTiPP83cVXFnz+rON3ff2wLwHqCm0fAN//T/sfvv0mvO/qr9l9ZZ7/z/qCGNSkA6zy/M6t05cpBS9Tzd0YqwP0tfF9iqULa5KvpriPNl1YQx4KqU42gvmvbC3gf7kGsJYKgKAOIK8fb7naOObQS21cgdW0ufFe6u5tH1zY+aaG/orte3tF/ifWHtgaQ+gAwH+8aMfTF3/2Xx8KxuM7OQd6DTwye/wwjw7+CeQrIAZBfz1xfI85gza/T3z03xpb3+whZHIQWMPHeL1gP/QF5Bg8vrJg16P+D72AmQPY1cbv4q9h/t/+8/tR/P8++TrAen7rtXVjYs3U/dV91+GheJ+StMg395pQplS8dL1vTWOoilfiv6sBKGx/1AHUYgo3lPeAwfULtBjPmLrRCW7aPkC3bKzc+AScHW/73zIWbnL6b7ucOum1gxxB65snru/bPXNpx7MGUTDa5ujLnkI/mZo75gIi796P/0tOfvGCbX76j+Y3zMtjHoDkF9hrSj6C69Nnahpm7HtgewPT/if+983Ta/PXzF6dHfMtxCAN/u0yrW3degqZmxXiXJqoaR0eY+PnJE36sKY1AqRJH9Y0psr8swcg4/+z384W8/99vG8JCosvoMB7s6fNFWfTSx976zdn7zu8kAO/WP92xcX/BccfXXJxdeQZSm1/gfms5Tvg3jyw222tAevrTlkfA3P4TlkdAhjPGAP9/qxbkNxFG9+XfgNffirxehwL/UDeM9+/wHvwBuzHvZRj+WL/vz28T1/dOBO7//V9h/+h4/91Y1xDjyCSprkdi5+hpCk3S5NcQFyHp4r3VaTN3tX0zDXpw9rGWVkHoP0P7Hf4P2DRZ58bYKLg+k+3nT+AeXTMsWNtPXGYNjnxVXL3bIye/nhgPPMEjV//kjuX9Ob7+fYc321NIOLy1D8E321Nn/xfYDx1AOb1S78/2xMQ+YfyOWIXX3wieoDk7j++UhvLd/Y/91U4uz04Tl8ed77/H/1/Qtj/Xcf4MukAoX0bU1n3Uvt0tMhlWfC+jjTpxFqeOUiTPqxt/PEeBaNe3XY9gNrq/9oIvwXmmv35rrncfMH/3991fgD6+OlnB7YeSg+/u67nrsnvuyDnIe5Lz3/rs3c9hawuwPw/xhkYk4c+cBb5g9jP+PEVwXX48eV9YccjN4A2/sbNd+25DF/wU5Tr89pq9OBT8e3/MTh9TFd7dVz/nzEYMGUdYJVs3VXPy6qz8TWtv6EplB4bKv6jZU608ZJ6fqgZg9anT/xnDAA5gCF0AOA4cZtxdZPPd9foAT/dmtvl1o6X3DzPLy97DNl6Qpf3Z9/j986etzY6cV7q7ODXx17C6AWE3gKFznDml89N7oDF+b1Hl+R75AXgGLxnLz/uudunPo/3vv36tqsBkDr9kX16fF1tof9fR/9/yDE+FR1gVW3dVc3b6Grjq1l/I1DfZx57rGgZfyBNOnGWMVgTy2fNOjBL3tfsA9CXWBvAejrWBbAekD5/Yjr78sk+AKj7k3y+8y4+zzx76cfz6LLzw8MvLzUGVg8g9vO9q+2zPn/8BdbjBfzfs/sK4O+p3y/22x06PvwawLH2Pwm8iN//dZv/d2630f6POca16gC557WmnKyc/FRRaF7GxPGXWQcAabJ3tYzB3GtDmZKMwQ65e4Ip78wWegB27QHQRpKvxp55tO8tthssvuFsfMn/txht+uldsnH6m87Wh94APz19/zj+6RvvyDHM5Rff/3fzXn3UB7awD9FDkz+A/ELpG1ycA5+Prcuvum/gv68DhJLn7LXZPK/gzPw5pbb7tOgA2uZ16nystrVeE4XIowoVR10lHSD3HNGkF2taK6LkBHTM1ycJVhXYzxzAned2avcBGkLEVeA3bHex75lzj1o8uz8QfQKyP17xPfLvTJ/8S67Ojnl+guM2b0B6Crh+P5ecX0BiCvbvyeLYnQcXRP9AjkHf3nt146UtBxC9gIfUADbJ0u//R/zPNZ5z7xtYntdaaJ2PVU19eYmdq7/MOkBuzC9Tyjhcl2tpkQto9Djsifk+MV7NHMDNc5tB8d+/jtTYoe/uY9NDh/1zgd9S32d987IXD/cThG+fe/g8Nn0CWJ+PWD9eZ/78uWC89AiA34D+g2+vGdxvyNfvSuXxQiwmHvvnlXt9Z0/qAInV6NcXAv/9+H/M/n9dKYUOMMU5HSqHKlQ+lhZq4iV1bV7Ma+SQ+SrGgcbME01y6T0WR2C+T7RV2bMe9v/Y/L+ma8FXz7w8vjf9/K4LhuM9e/qKf8D6CVg3KPmA7M//ww2jL3xr/PwSF4A/Aa9vuu2p04f88VLGf+z1w+s4mdp9gLbObA2OAfhj27f/4U/QgP+gmPsGTnlOD+F91XKxctfmTV0HWHXdODcvIalxLPboxdOXmANA/A8V/6+6jtiutn+vxP5t7h0wXHDd2u971n8vNX7F58jzEz8BavyZ4/et3R8A+YXFq69ffwhxvJTx3/fHC+a/unW0//6+i//37QFYNb7lXC/tqMN/0HrfwGrqmouVCityk8b+O7F1gJg2b25ehlJfXmLrxlrksjAWI+F9mQSvXtly+f/0/4eWieDWi3N/OfB8z/rpkXu/YO9bfJf9/WyffeoB4gOAj//Li9Hxvop8W5z4f+LwhPj4Z8/PHP7Tp9IW/++KA2X7P0ROQUha7xtYTauei1WH95qeUWxdZG3zVlNX/Tg3L8moWERlLCZMrvLxH/v/IAcAL+oAoeQi539pjpnw3W/e/cDk51nfvfTyLTCee+sB46EjHEhPXrMvUA7Mr7wXL/bPfrz4y1j/7ttzrC7H/4eMbTmX3f8P9X/EfxXj1tJ638DjPOTG/DLF5qOPja9FJqAxOkCX56zN5tVCq64f19n5qfxjrAHYeX3H6QDlHMAQchH/wst7ogP4GA57/leX3zB78RU6AWv06Ocv+/Vzj12fl6e+urCgA/h9+YH//l7AY/Wpsv3v6xS5ZeLTqu8bWHfPmp5RaF7G+PS1yGXIHr+hc1RSx4M0yD73GlGmJHx09O2n0AGAIRu/23A9ADZOb8heQGX7eoxcnM8c9r/F/71f70m/QalB+OIT168H9n6bjZ9yrJT1Dx/z+dr/p/801wGetXX/b+4E7QHg4z/Od/Drg+A62lhaRXu3zz1rkQloDC8h4/iaZNJ0LyHH9irbvE1y1DIWgj+PEfl7sXUAiV+/dGKOVc/X1wCM8V+V8R+5hniVsbRPnlwsasN75CMgbnHK1jD63+09Z/foeXfm9gGGrb7//P4oHWDB/j9XHf/XZO9q6REECi2XMWu2ljUO1JWX2Hl7mmTC+4upy+bG/DKl1JFz89KHRvESMH8vZr6sYPHrO64GAL7/ph7AQ/1Xgo2v7B3tvDiPM2w/My6HPeRYacJ84DwwX/Yt/OmW+Cjw/6HtKTx7fFle/m9Q/8ccwDH7APr8+fZ/XV9hTfbusugAobFAyxrXxEfqPH0NMkmB96ti866ajiwUOWc/xlwUfHptvmcN8B8+gCasGuK/ov2PHADRBX6zF6TXwJh4ehPmn/3lC5eHILWHtjex1CmgzzBqFQo9gP2L0c8AexTy977/H9g/tgeQj/9tPYU0zeWp6gCxbTQtaxz50FCbp8kXHSKusWo2b2gdWYtcGvlIVKdHiqUDcM9axOQP/uNBK7b0fT6CiYXtT///7DczeYXI4+/KR5tfn3UHwHr/Baw/QF/CAvvN/kM35TPpY/CdyVugfoA6ReK/XwPIHICh9yvn9Or/u+wrNHT+hLZ3p6ADxPT39uUlFeXG+yqKKZO+z3ioXIbavLnHA2mtJx8nd48Re/F0pdDz1cf/qh6ATc+4D/ZKzbzFf/j/Q/YarONjAfO/XMR8YPjul58Khsv+Q+g1YHsTEuPRg/j0Hz5zfYZndh8C9iJE7SKOc989NH0J0FeZ8X9/v96h+wEu4P+5bvjfJJeq42LOY406gIY4bMprN9n4WtZZkBbfVQ69SMtzaJLZqunJPt5n58VSyLEpmPLm3P8PXGYMIJT/Suzr12ZH27+b7zWMGoBQ+E8+jvn1KzCfvnv0HWLPYOgAks9nv8dnwHyx722PYfxG+hFYH4HsYYx9Cj7/2H2OF30AyKuk/594PXRP4CH2vy+Xus9TzuPcOkAOG7+NYvPRx8bXIhOQFt9VLh1Ay7PQoisnv3aDja/l2YTy3RH/6QOADsAeQF2pU/zft/9/fbzPwFBqwnvJ1//R5OyhhxDxHe83br4rdvu+3U8Y76XPkPQfNLY/9IBzf31wdAr5fxbr5feFnS/7FqMX4UPTm+hk8dqzew4K/r98wu0DtHnKyBM9AoHdfXWAofY/qbwu5hrDqXWAEL6r2BSSj7Fx/KnJJMWYXpV8iPK1c68VVRSVlx5+fU0yGROnos2MHoB+DsCQfQCaZCJ2sLX9kfcvcYYR9n8T5gN/4bPHnsDAavj0YesTt4HvwPadB+fd96f/cNfa+sb2P2n3HIRPH8cB6zduvSf/y36DsPW/uyY+gP1vrsrvqQ8cfH/jWAzA9wFI/55CD2BNQBcZlPG/a/9fjfM4pg7Q9361yGQoHzHy9rTLJMd4XgUdoE1X1j4uBtGIWL4mmXQdn1XPWDD/1S23Z73sA/TcsHq1OpnINf5ly+E/Xk11hlW/b8N82vLAffHvFzY7MFn2HGQeH+z8JzflO3wmdnzxgg4AbAeO83eSCyB1/nelRxHse8b+if3UEXYfXjB6gexN8Km539e25nUVz8737AF2Y19A6ACIB3SpDZTf2f6/8CXU4X8b/mkZryF1gLF4oEUmXflIkbenSSZadNicOkCs++4rV23jojdFyN/TIpO68dn2jGmrMgcA2N8Hm+uueewa1v4/cfaE+BjarrGI9+eP6QBuP+AC64HbzNMHrm/d++jo786/7HAcf8/968OjM3+6JxgNmx2vA7uXkNmX+Jb1HRhbXr4v9AXoAzv3zx/tWV1C6gCQC+DZ+3jxO7woU7yY98d9gpkHAB1A9vI7sy3v22RB+1/w/9wc/6c6h4dOvxh4oEUmVXzkqs1b+5+PU85aiZBjfRn0ZVAnXhLk62uRCdeIPs+4jP+hcvPLPobN/7w5jy8U9j+uU75GE+Yzt05884XtvfPggom3PzG59/jLHDzoAPgeGL73ldUPivfI6ZN6/gLrxTdg8Xrzsw8F52Hjix/hm6vS02fP6gH4K3l+xV9+Bn0DegF+Y3IIje2P7wTz39lz+wD5+wDzdeLUCacDQD9o0gHq7P+pz+GuUzIFFmiRCfjQUpuXSiZT8VtN9XnE0Je1PJNKPjLU6GnRl0F9xqngv98DqGIPoDF88Rqb/2zwH7mF+7/dr+3/679grwPzgeenbN9d5toxBx84L7X6dk9hPzYvvXlQ11d8j54+tOlp++M9dAPx70v+n8F31AJIPoDdgxh8UFcA5uNauC58B5t33hf8F33ggckrkFy/d2cO/2Hju70BHsz1GmA5dQPoAL5dX35Ge6/a/IzTW0H2/9Uyf6umaC77L5dMyja+lmeTwu88Nb+VBh2ga27LKunMuevyyUcOnbmK+uoAvv0fCv/Jp2//N9n4wOKzf7lv/fnXTF6etclPWlznd8RwY4tfc5+Zer0bzoanfY7/oQeY3D4Ts3e2PPUB29OH5z384ZbkEkL3wIvHSo4AegfY2sDTv78r+xfinLJv8VcmB8DfA5D+f6khsD4CkcvpTdcjyM8L9J9vGf9D7CnEZ6OBMGW1+HtTXb/Nxs8tB5IWv3NIXsZSbh0AVOcnWRWduRzL17B2kGLwMURn7jpOxS59o34P4LHUhPlis1tbnBjMPDzBbtjxwFWL15Jr9+SGs83xHsfDHmeun9jqBcYDa4HfzNGD3Q58x29g829/8bHxFUju32dOHzi05zV6wXWD8/YFrGdMgDmF+Fxwv7gXo2tcMTL1+gDTZp/Z3AH4Efx8ANk/8JzRA8r4LnJ6zeD/icMTg/sIVVGuOVMez7n7A/gUQyZD4vhTXs9i+XC0yKSqh1Jq3rTkSSS7fgcbX8v4CMFHiGfbZa2hrer3ABiTA9Dm1xcb3cbz6ZsHbpo6vbkuAJxFLh/tc8FXqcm7IP8DQ00Pv7nNz1x8YrfUBCBXrzgnjodOILX6jA3YY0XXsD5+2vD4Dti+9dmH0i+AMQHJIbDf7UsM4rw7B/hFLgJlyh4AzPWjDoDf+joA9wlifR+PpTyJ/4gZhMR/kBaf1TLpAKHy9qaynqXCIk3yyGVvl6+pSSbBaYBfX5M8+vISY0w1rUELOfWlPoB9MKbJxne59g8vzP3t8Jv/8Z7k4pl4+zx/TnQBa//jNxJrf2jse+gA0nPX2ufUAWjLb9x4RzDe5ASanjwHtk5AbPgCw2m7/+ryG3Idlz+I45AXiH5Bkj94xfgKxGdvfAusGcD/yC3EC+/xGx6Dz3DfGy9tOPzfONxwvn0cO7O6zMG31xZ1gAL3n9p/asEPQP//zsvj+gg3kRafVeYQ3gL1lUmsvD1N61n5/1x2b2qqGssp90dsk7OmMTKalwCx/Nw+EZ/66M4xqTxeBetfmvflc3pAgf9degA1Yb7BwU9tvtytoxO33xfspG2+9dlHJq+vwH6xtYv3z/63r52NzRo75t4D46EHwL6WfPvvzZ48sMN3bR9+5vaxr++JW++Znn/4DPv2FteA//7Uz7ePzv3lvvwlbhP/8ZIaP6sH4PzEauD+zv1Pjk5+f0P0AxwrOkrxudQRSj3CDfkNZPD0C08v7APMfftw75t3PjD5CN+bvAZfdsgJgA4gMQEbN0D+v78HYGj8B2nxWYGmoAOkrM3TsJZp8TeTlxTXaLvXWM99iJw1PBdSbz4i5e9plEfOeeSP1zL+S19eW5dXVZ/f5tenzQ5/PvL4xL79/rrzrZseOdflBb2APnPB5+J7+Nlhx2/celf0BWA9e+5SFxB8fnzF/Y55AKzjp+6A9/DLm7xBs4+v1Pc9uense+gC+N/4700NH88PfvYl96Cw9aFvwNeP8+Pa39+Y9/0p3kMnEF0GfYTsMYz/H3xw4GL8+7/en9v/cn7D/2n4IL42PoPTL/6jeRbndo82Ts59Btsvbjv8D5H/X0dj/FWhx7JGHSBnbZ6W+LLGNTXU+YaM5ZC9F0PMo0k8n4R76WmQhxa9GcTxWsZ/2ZeneKE+rwrfyzY+++UgZm9y4i8u5NKL3S458cavb3LuPnF766CuDi/pz2fz7oC3wGmxzbk/j8Vk/nV9eoHt1ganT0DwVHL0rizU79O2P7T1gPDRg0foBZvwTVjfv9j31oYX34CNRRDrmeNPXcDlAdjjeD/E/713j9ftIddw3+YqSq4h+gyhftH2Dtz/x//T6QD8zdbvtlwOgOQJRNYB2nyNqcZybh0gV/+dOoot867PVsM6BhrDR0jdlWOj7ziJNZe0YM0CHxlr9HLFqap0Zw3PBWO0jP/+/r9N+frAcPbHBcZL7n1hz5776335n3jOWjrxA9h8PvrX+Z5Yf2Dr91ivz9o62vWw0xmLF5vd9t7Be8YEmNvHvDx8Bp+CXPNrE6unTwI4T52C8QEcC78A3m8X58Qxeza/8PTv7wj+oyYQPOH91t0PnT9gz+4lbHSNq4LpIq93533/idk7dl9hxjroE+FLfAT/+H8s2PpbL2y5HkDQJRhLiEkcp7n9vqmXC+375IbkY8yznaI8Yo5jf7w06QAp51L2Z6SgLt+nmPLoM5eyP5ejuf3f5teXnjiFbSsxdy/2TvuZ+Mu+eM7Whn1rY+6Mw9Mmp+3v1+PNbN9+4j/z9ndtbR/wWXr1W/8+Xm7PPvgXCj7og+Ax+I3TAXA8+gYWWE29whx32WK7jQ0U30GXAI4zpi+5C5YX/B7vEatgbADHig5Q/IUtzxgAegDtv2/9/haz2b8I9y65BqJPXJc4AF78rf/y8V9yCZ6Pi/+a/FWgmMtHHxtfizxC2b05+QhJdXxoiLXm1p+TX7MG87WPlaHnGvpcc8vD2fgPF218wWD4o23MnXn47I/HHDv5/utLtg/vDbfHrl+XD9ue8X3m9J35o+2nZ7HW5NWdl7+yL4/NvYdeIfl/xV/62aEn0HZHXuG2HHPJ1P49mPffkdeX5iWYbfMI2cvfYLjBfNj29PUbvea6uZ79i2NP3HzX8SD4/eSm8/+jByD+l/v6+pLrNUT8Zw4gbXmc4+yfPxfMl5oB+DOK+9qFDB56sYUnN+b4/7uto+2XTC4A+waHrgGsG8u5xykppA6w3ic3LQ+xSYuvyucHL01xo6jy6Gjn534uPh9jfrsM+rOP+ciBExz7yfji5/lyN4ztjv1zLbb6PnvY9rCv4Yffs/vtSN48zmN749BfL7a69c2zVo74fWBj4Phc8ggtNtN3Tz89YwvEdWA3cwkl5w97+3K/ngLL6ROQF337kpdg8/W/Nz575AAAg8Vf8fMdZ5ubHP3i/dem1sDUDFx2uQQbN98RGZz90z2zl6DoAx+4GgDsA+hyAArcZh9AYjwwf2bjEifhC0EM4UvL+2cfCf9SE/Avmwv+/y77BrZRn3GsYc6ChuoAoeP4GuShxebNLQsNeF/mpUwadABQMBmNzN/T/Kyajo3Bd86xK/bod9cNnlv/vvGfX3Z97UzPPYN96HNLLJ7H8G/O/QRfXnR6A/UAk6t/Rex20QG+M7EBP4du3+bzMX6P2ID07Ld+Bv8YfA+MFYy0MX9gN7DywOop9PsDk31/gKnbuyp9AoQ/a8fjXFIvaHk6U9wndYHdQjfCuaGf4HcHon8YXUZ8CsW1Jf8P9woZfnXJ+fCxt9LOWzuuBoC4DV7k3NBDbC2B9DZCHOSRiUfQJ4DjT/zzCbcHIHoADukBPBYXNMxZUJflJkXengZ5VNm9OflIdS3tvqoq0uQLGERLunduFR85/EhZdQAbQyeOs8+t/xkxff75PA4vOP+9wXnWxzH+TownnjNnju/5P16bdz8Q/QC/Ax5L3B3+BpsfD/yWOgGbcwj7H3l4UlNocwgYhxfdAb95aOLr+AzHSBz/ockTkM/t36euvGH8AcB21hbaY4nJ0BcY30dMQPIAbHyC9yF+guIYwf83thd6ALN2X2IckJ3taYy8QryHzX9g4yUHtjYQx2/804bbAwD47/cHbKLQY1jLnK1aglZpn1wtfm6fYvHR9161yKOOtOgAneQUOX9Py/jVMp9S6hr+vbqaPtsbl/1sBOOZb1f8Za9b48M3+XGIe9MHT1ua9jBz9PaZr2f75rBGkPi/bW1o4Cd+B0w3/XduuRg9sJz+AHctm1NgfPSXHGYfMuZgsVty6+GvsLY7vsd3krP/pTmGn+F3OM7Z8y4OcENse3x+9s9fmGMt3zge2I1jzvzhM3lP/MdewGX8l1gDdKrvrpu9Db781Nyr5BaYfAucgzWBsP/9PYDregClGMca5isIS5KG2rxUPvam56rlmYSKiY4dw1rkUUcadABQpZxWaP/c8ljTMG5S6NFlEnyy/X+ZLw8fgPTS/drE57kvjp/fL/5/23ufNvzM1ggSz4FlUu8me/p9tuDzZ6xbcgEfXpj7A57ccLn14ge3sXvive87AJ+swaftLPWBtvcQP6dfgv9LL1/oM84HYXQEYDxz8ZmPT38F/f7u+o+MDb9n4yR4P7P9BgTn39px+wD7+C91hBL7tzoNcgeA+8hdsJjvv3z8L+8BlGPs5ponZbzXUFaUY76m5KMvDY0thR7DWuRRR7n1VpLISUGdngY9OhUfbRRiLvTRawSr3pjvVye4b+1r7pEj9eq0uW1u/YHNV9uytiq/N9h91fnhYc9Lvp6t73P+b3su5BvQDgYms6bu0PYYwPGMP5CnA5vzj+/pk1+w27+6ZOL/1v9wYPMHienA2n2bMyg5eMhDtP4BU9NvMBkYvyv6hNFlzlCXwb2gZtDivZwXsXxgOOILxXvB/bfmeXvM2xfdpHhBLjgW9+HjffnZIP9/99U5/rOWcNl9VV3i+MuiAyyT3dvGRyqbS4s8miiLDlCB9xpkFWM8DBlnGmQB6svH0DklmP/atqtVY50afeq096Um3/apcZhr9QKpwS+wWDDN+uTZf9fVvNv+P9Jfp7Dr2S+HdXQmL/+yqeV7aOLwYv97OM4+gVKf9+Tm0blfvljAfLyA24yf44Xr4XNgOHUQ+h/ggwfGS/4A7PFHxrb/1aevuZiB+CZkv4FbRu/5xug2Z/94Tz7f5x7D9romBnHjmA+AeXu7988fs/Ebn80L2y7/D3pErD0A+lKMeTLEpz9FHSAWBmpcu3L5WLXIoo2S+AJWaP/cEGNtKvGAUPNK8tLtHsDs/89aNemPd/dDZ4MD54GpUsNefP/0tbfc/9xH96Tdcxd4Th+/y62z/vM9m2eA86EGb/vex4Lp0BNOMafQ+uaB+8DoA5t3QPvd5PHfcHY94gHEfXwOe53vBdsfXbH9fCxWQ5cp9IF5Df6FuR1vfRoH7F349WWrL1wW/k7ZGkbqAOBT9BjkORS/EZm+s+fwH7i9+2x77b7/TEVvKLCf9j/6AhP/pzA+2yhUrv4UdIBUGKhlXGhYQ1PIOtR9BtcBBu6fm/uZkY++x8fyH+SmFLq05Ja9bOrTt57dkl7A3AeQ9jXwXGxpu4eN1N9ZHYA5gMDRjetvi22Pv7TzifW06yVvHvvx2Pp3+uuNznDJ6QhyLWvTu/x81CbaGAIw+KTN/zexBBNTkDy9P92T75lTd8rm8UEfOGlzAvHZvvThM7F7qX2EjoLPHtpegJZf4rz47BETsOegf4Hf4S9z9/0egKj/r6vdq3umzP939f/o/3NurkNoG59tFLM2T5sOkDO3KMf1qu51auOz6/liPdPR8yJQLF/Lc2uK06+KPp3iPgVnXthwPoCNMxsL+wGwZ470xvHy8Pwce+m986Xx1RPX2ZNH+gRZ/Pbr/nZKfe+Aq8w/9HPvTP3dPMcQ/gDY9vQrMP/wlN2Lz8TpTT4gsJh6gsQXcE3w9fknzo+wz9xA5Pc9umxzDi/LNakDiP+h+H7rzgeu3vDQ1gVIT4GvjufuSQ/A92fO/0/7v+v4lWfxnzeOdl7ecfZ/WYfIPT7beEiZp59bB9Bi95KXmOfucq8a5AAK4QtO+Vw7z5WIe+lpe3Y551ZOfToFH2Jbvrrl8B8+gJ3n5zhj+tZcFJyDj1v22PnK7JtjYueXXGzf9O392PTh+8r46sVGtnXteCG+buL418ROZ18g4r7Jrb8kvXhkbwC7Xx76AgDPpeee7QdgcPmq89Wftb14maOw/2hu08u+PfZ/E++/bHsGXHOxCdYC0M7nNcQHAj+D/RwxC+7dW5e7hxpA9gBC3l7f3j049un/52ln/z998HRl/18Nc5U85N43L6UOoNnuBYXiYwwGTk0WOf02PtXOnYT5+rlloOE5lHmJee4u14jBA3MAXb+aX+86+98/hjXv7O1D250Yv2f7BNMvAAznb4x//xMXe2fOv/S+tfvr4UWdApgPfAXemziA6QEkvf5svqHY6dZvf0r6F18VnYF4j9eOjVPgfMzPp59+1+YoiE5g4wqurt/WOgrOI6cR+xlW1OfVPbNyDwDgf9/e/eX6v42TG0c7Z+tjCLlIQy2+T7GWxtzzdAgN5SPk2qtZFlrwvorcnMpco5dKLk3PQsvziaFT5+KBRPsfPWvF1vfi/+XjGA8gTsqePBZLWUPHeLyJB3xq/OPW7uaeuUY/+NT53FkzyFi81AbY/XZM/h764s9r5piHJ/H9Bya+z5w+HPPMXx+4fD3RQ9Cvt3ihd9+e3RNAagttDqDE7YvznbZ+A+A9P++Sq181dkWWdg8A2P59c/cZ/6f/H/iPHIC6c6T0TzbtlathnoZaKjXN06HUhY/YOKhJFlrxfoE8zNegV8ccF33OreGZDV0LQuvUoWQh9uk7M4f/O8/tiA+gDmfkeMl5u+L6+c28vXSoA7DmDxgtmG7j6JKrL3b9ZYnDsx+u7P1ra+wkXv+V6ZUvcQDkEcKv8JXxGQDH8R46APoGSO2A19fX1eYVesmpH2+buL3taSR5CI8uu15Ecv0vTTwA5+5an1d+puXnwRwA+lWG4D/2/1nA/9P1+E+eYlBfG1/DPB2iA8SYpxqozp5KiYO5ZDEJzG+J5Wvxr4XErjG+qdzU1QcYe8yFODd71bAP4PZz2/Jqq00XH73dp3dmfeh+fF18667e71OXI88+esBa/JZ2t7Ph7b57rKWT/j3fmx55DtcfnHd9gA5snF9iBPYY6gA4r+gSDt+NHx9/GQc4sHv2tOE95d30TP3Pj9UAPrfXSweg/5/9/9H/F68uPI6lEHF8DfO0TQdIgQ0a5ADSgIEprt32TLU8jyF+/SnqADHmWO5x7PNR/j81b6F0gJ03bZ7587ut+I9rznsEzGvoYM+zXp52/ynb90/6Adg+ucR45tbNvL3+ZF+fAr//109ecvV6Z//8ufHNW38+bHrqBMBz2Pe033kMvif2S52gzRko99zr69dvI9//P3tv5uSKHADuA9z1maD/395rti7jcKMT/vs8dKVYeXsa5mh5eZ3qHB1yzfK9angeoXkYM0eTU4BYvgZfQJusU82x3ONZi29p7PUF9639j9x/P/+/fI2yjSt6gK2hI87Sp08MPmX77tEnwN75kmv3+KrswXdacviuuVx72YPPxvrZQ5g9gFBjQNsd+C59gPB77Cn02Ufy2Znf33V5f+AplI3fhagfIf7PHECp3++RAyi/eWGO//D9t/n/q+6jjlLl7WmYo1huNczR2OfvMnZzP4+xPIRac5PJIVL+Xm4dAOTLMBcO5rhe+T5zry0+H0NI/P42/j/77WwhBtDl3nAc6vdO2p7A7Nsne+La+r1DW6Mvufa214/0FUA+gFevx/wBnOu0xPeNj1/iDV9+6uoDJX4gOYEXjk6hPy9qCrh/3sO4Nn5XmW69viU+AJHv2e3e+L/90rbDf+z9i3P0ySEA8Z5y1ualtrWrnmfu/gCgmLZvLh6GUl+eY6yx0WSRKGc/tw6gwfb1+Yh9/rZr5JbDUB7o/6cP4OnTT1fWALSd45m/3Hf9cFlPh1g7X8Bvxt9dPL7QAVC3Lz31vrXHsXbwkekDeMrukev8+zaev4vz4ze2hr9cm9cko9hjpqoGEDkAffAfuX8O/8/2x39NtXka5ufUdYDJ2b4tVMdHSr9qkPNH7MXTRinnd9Nz0TCmQvEwZvxNSQ68P8k1e+mE7AUo78+ecHsB9CEcL/vv0JcvNvpHruc/ffPM2ZP9/Ir3m7fekxg+bf6ZzSeQOgHsDWh77kk+oI0flH36dXXxVa9UxBxA4j/37+v6W9T+E/9RQ9iG/221eblJw/yckg4Qc9xqGA+gnPPT5yHn70NQLB2gz3PRIIehPIQcf1rkUMVH1X1KftmLG/P96p7fOdr/7X5v/Oe5mBNAe1/2EcSeufT5f2t8AVKTB3/At/N8fNkDwPYEwOfAftT3Sa3g193q8cv3met5MK7CPgBD8N/f/wcxgPLv+9j4Wsbl0N+FepZadYDUYzbXeNAwN8sUQgfIfS+hfAFjno0GOfTRV2Lxq0EOPh9N/AjmF7Y/ewCj/h91AEPwn+ejDgD8Zu9cviSv72u7N+BD4xdgnh97+LCOL1QcP8ezkLq9VzePtt80uI38/64+fPEdFLY/+/8hd4C/HePX1zImuxwTc35q0QFy42Cq62qbm7F40HAvfdeFGONQgxyqYhSp51suf5Z/j208MP6//56x+bee2TrWA7gPCXa9Ot9DaOvuB2bPHfQFQiygwHfg/OH35oXPTtr+AU9feTNarn7qZ8EaAO4DID0AOuYAlPEfvoMq+38IreemoRw6gAZ/dxVPMc65Cr5jrfpMmw6QYvxpkIOGeZbKl9d0n110AOaqbz6zKX0AR+H/K3uyf728L+x6vATvn9x0dXvSL6DUfyd2rn7KcVDGf9+GbyLMXeb/uf3/it92rf/vQuu5aSi2DtBlzGp5FmN/P6W5OZSHrveZe1yDyj7CHPMthxyq7N/czyI0D0PmW1sMgLlq8P2Ptf93X951titexH7RBQr7P2U9ftU5UxD9Kn4PAO4D6PNQlbcnMnx1dwH/++4h2EY552VX31QKCq0DDBmzGuTQl98pz82uPIy9z9z3o0HHJh8xz91VJ8tNY3gI9Syrfk+sIv4jB3BoDoDkvb2w7WIA3E/Af9X5p1L5RlPMCbn3t3cX8v/YAxj3j+vXyYH+/9nr8/4BQ+r/22g9Lw2N0QFCjVkNcmjyUaTCkty+2tD3mRJ/6/jXUAccQ6Z9z6d5jlUdF2vOlc8nWPXm7oIPYAz+S+9ai/91ewpwPObUUWNeU2opXzlxNHvfYPjs+eoYfp0+Bvt/9sbM+Q5QAxAa/3n99bzsrgOknJc5qOw3XbZ5Wb5O3X1O5dn2eU65dQDQUD9KSPs39zyr4yHlnPOvUa4BgP3ftweQfy7sXUf/P/oJ7P16Hk9IaUt0oVg8MI4PHYA2fF0NYJU+Bt8/8R+1A6H9/208dP1NTL9UaqrSAVKP11xyWIV52fceY+gAIc455jlp8QV0OSbmWNQyxnPr2XjR/mcPANjrQ3MAaP/7+D/7zexY3JuUeyyCxsi+Krbhx/G3Xttycm3aA6isj4n9b/3/6P0fw//fxEPd9zHHq4Y56e8XkBOLU1yj6T41PItQtt7QZ6kFe2LMu9zrbp3PJeW8y4m5vp8tNwnmvzbvVwv7fyz+M/+/Sz3hVHTSMtHGl149Xr4jCe83XtpwNQDYx6+pBpA8SLygwH4X/z+zHd3+L/Pg/596TqaeE+X1VUt/gNDn6/ssNaxNY7Ayx/X7nLfp3CnmnYY1V4OuHfvabfeYe54JxqBXnfX/A6+Zt9eVfF8CsR99hBFH6KpLaBmPdVSbq+/hP/f54Qv4zx5AXXoAUIbw/bv9/85sySsV/ueek+Qj5rnb7nEZdIAQzzH32pTbJ9WFh1DnzjHvUtteVfeYe4yF5mGorp1LDrT/d9/adbjdhtl190g85Hlg//fJJcytA4B4P132zSvjP/z0yPOnHoDeyqwB2H1219UANBHz//39/2La/6s2J7vS1HSAWFiYeyzUYWRKvmL7AXLLOOa62+UeNchgrJ4c4h5y6gDEf/j/8arKVW+7x7L9Dz9C335COXWAvv11y/j/1P5TogMQr4H9tP+74nhV/V+f/YPbqOsamns+juEhFE5o1gFSYmFu/+zU8cE/R9395L6/GHsI9L2n3DLoynPMcZlDBj7+i83u7QPQ5x59/IcPAf7/vrEEUCq/1Nh988r5f6zzp58fuX9+D8AuOF6O/0NnGIP/U56PXXmIOR+16AC5sTDFNTXj41Ae+jwzDXrO0L1FQvGuQQZV108591LLgPjv+gAVmD10H2D0/3P4/9z2qH7CMXSAEPvm+Zj/1ONPi9eluQ7w/EzwmvV+tP/xf1f8R/6/v/9vn/0DyXfI+Zibcs/H9X4By1mTN4T66qOxrhGTuqyPscdlbhlomHsp/Hp4Ef9Zq8Y+gGPwX/oIFnrE0F4CpLE6QJc4fhNRPmXML38mOs///b87nz1z9iBTV1vZoY5PzvP6nuv/C/xvyxuIPVZzz0XykHM+ptAB2u4v93MYe/0Qz1CjDGKMzdz3CarbQyAVb6llUL6/ZdS7q56h4Exh+/sxAOJ/X/+/y4W3ewkM8f+XqS9uj8F7UhveYx+j3c8/ln2MDh5dPtr/6tLC98R6PwawcXKjsQ8Aryv4/8oc/8v2f665mHIuVN1j7rkYc7+ArveWWwZ9rx9jnGqRQew5kRt/cG32K8/JQwoZN11Dw3gboy+33SNxyu1XY3MAypjTRj7+s49QCPwHNWH5WBsf1Gbj73996Wj28OLR3v3zgv14YU+jg68vH23f+eBo94vzRye/uSov/3cnXj7hagC6xPKr/P/8Te71ABTT3zeFubjeL6D5+ql005wySI2JufRu0lR7tNSdZ8j4nNLa2/f+XA3g2/PYfRVut52vHP9nD4BQuetlnI+J9z7mw7aX/QsL7AfeH3577Wj77gcW76+JHwDv4QvAd/tfzc+1+cqmywEAlu8/v+++q+Nr+6Xto+0Xt50fwY8b5B6DIXkYihO5ZbDeL+C4DZxjfUx1vRDrzViKJd8+z0+DDjBEBiHHp5Z5V/5szD2KzY9etW8tYncVRrX5Edzef9b/Pyb/z6fQmG/y9ko2foHzO599JJh+8OhKgeufyGfA99kDY/vvfvGJsf8LfQBYD30Ax+AzvOd30AWY/7f9hu0BhNqAZ+d2fZVPX35TYD90ANYNlPv/TEkXLf8m1FzMff/QAdr2DIhNOWSQE+/r+AlNGvC+jkJh2NDnp0EmbXzHHqO5x32M+2MOIPP/u/QAqjqHv/ev+BEG7iXYNge7jMEuNv7ZP3x2dPjddcF32PSnf7wluA4M3777odjytOsPv79h7HyL+Xid/uGm/B7+ARzLGACOEZx/a8f5//1aftQIoicQ/foLMnx972jrRYP5yBeo2jsQpGEctn2/zPMQlHvPgNjXbHuGuZ9BiOtrxvsqGuq7DjlGc8upfB+p52Dq+V5+hqGvzxgAsbtL3L58/Sr7vw/2952DVce14T1se8F38et/enTqyU35H3b92d/fFSzHZ/hfML/43/gEropOIO8fm/f4vegJdz5w3+P99u0PnH4gMmEPwAL7afcD+/nyZUT8p/2P45v6/2pbf3PMw5RUNf9y9wgIKYMh64u2MdhGofBe832nmIc5dQAtfqiY1+5yfyHt/61XDc4gZr/17NbR7Lftdedl29XP/2/TIVLE8YHJeAmeF1gOnJYcPov/eOE7YDpejPHjc+A/7HtgPo45/ePto1Pf3yiOuSB+/p17H8l7yQ+wn/Gv6ASPrzofwOy9mYsB0BcgtX3P7R3bNwAy3Hxh85jO0OUZpCYN8zDVHGy6zpR1gBDPTzMWxrTvNeAPr59jHqb0mdTdn+ax1/c8Q55hiOsLJr1eYNIb8/59XXsAkd8F/K+JIaSozQNWMzefuC42P2L0jy4Lbhv73Nj/oiMU+gBj+ps33pXf4NhT1udPHcDY/Zfk+80b71jsh85QnE/w/7w7F44vxwD8fH7uFUCMZ23g7mu7R9svby8c09cXE4vqxuiqz0HQVHSAWDqbljGQw5+fK/aTW/cmxZJz1/vLff9Dn0Go5zf2HIz/+zkAfXsAlfP/if+xbXzY2mKn3zMYTdzfvfexfAcsBs6f+fmOxPQFn4sXvgPeiz+/wO59a78T3+nTP/vz3eL8t6ztf16Ow+8l309iAh/KtU5cf1vOuffFefl88/o7RiaorfRiAMRz6gLMC2AsQOr/Xp8f37X/X4w50GeN0TAHh/4u1BqqUQdIiRM5xoCW+H0q+dZdJ7ceEEL+Y8Zq7vsnD23fx5yLQ88pmP3OnrP/h/QA7mL/dz3PAt4/Om7jIycP+Ew/O+P1yNnHd8B56gHI5Qd2w543tXtGB9i3OfvI7z/89rpgPO14if2jlq94v3H1raMzP92xusUlOZfk/IsOYGoGgP/gZ1/6An1iage+/NTZ/7vv2L4IZ+b1fM5fYe1/4jx6/0AH4Hdd9g0khRhTY8anhvmXew5q0AFy2oWxr9mG9xrGYOjz9XmWue+/rw4Qeqzmvv+q+ETKuTjkOoI7b+64PQA2z212tv85D3387xM/4PWb8B6++s2b74qdv8/+O16snXV58AGYPj0XBNPF1he//5Xi70Xz19rs+9bm93P28Tl+c7LQIfDdTqEr4AU8x+eoD8ALeA/c3779vqn3szrG1q33jg4K3QA8Ef9R/+f7/4nncl//9J+OxfmR+8f9f/yawT46QN/4Ucgxqk0Pz4GHKXWAqvvTJP+xNMS+13D/IfxRY8+Ri5qeVYr5mPP+c+vfPg9difg/e3fmcgDr8vfq5qOc4+X5/r9N+N9m40tM3uKz1ODbHD2xr4v3zLmX+PsX550vHu8Zhz+w/XtOP7kpuC7+fOv7x3HEaHwuvv3iM/gCxFfw9SXRAcSHAP0A71Hvh9qAQhcA9rt+gHK+T0RPkHrBR5fl2FPfXXf4T/vf9//jOJHZ//W/LeQGQoYHbx0c0wv6+lLqnn+q8Zl77OdeA2PpAF3vTwMGDqFlyc/vw0Os8ZpbBnx+ueZjSpu76v5yy7/r9Z2dansAA7t9+79tPorP4F82Xf1flf3f6tN/5PXSeXTF9dpzPXdt7h2+I/ZTN5B+PfDBW7td8vwLPCdO09d/+I05n9EJPpK6f/wWvoUdGzPAZ8aH/7HgOM4puQLo9XfvI5dTgBfsfXyP9/BNQHc4/OaqHEd89/Hf9/PT/1CWg/j/X5vnCLqawQH7APv24Hr+pacQOsDYmGhO6nL92Pn5uanuuaWak7liQBp0cPIS45xd728q9y+4zzo1D7+79toR/H9trj+02fjAWnk9uuzF8K+73DyxxwtMF9vf2uB4MQePWE7/O47H/3jtLMT4L5naP8Hpi4LrwH+J49t4PbF4Zvv84rp4T30C/0uuAOIL9y/Ibw7ZC8jGICQOUXwOu//kI7Mv0KHdDwD4v/fe3gKOgwccxziDw//C/qccfX9BH/xfz7+41+9DQ3SA0PGYnFR1/ZT5ernvn5RzTqbSM+quswy5mWOeXe51uOn6Lg/tlXkdOvbv2f+P+9IHoAvmlLG+zsYHRgvGoz7O5swxzw51d9JT95HBecFHi/niFwAe4/hvzPHGR3DJ/WX+3b6NvzNmD4w+9d0N+R3PeWB7/QKjTZ/fT+Uz9vSFPx//Uy84sNcHj9AB+NmOl2eIc+O1dfM9wfXd4vx7tgYQ+O/HAFD3LzpAoYNQX4BeQvx3cZTnZp3wv21tyb0Ghpx7Q+dfTmrTAWJjQ+77x/Vz5ehrWHfLfric/IQ+X5970tY3sO3Y0HNSwzwklfP2iP/7vzV71Gw+s9maw1/G+zLmG7w3/fZgx596csPW3F05OvfHewabrR1u4u6XHf6buP4lwW1iO+P7Bzb/Xux0G88/kF79n0hOnuT52Vg/ziWY/dUcs51vwNb60QaXvwVu8xjY76e+M/qKz6v4AJD3/7npCXDmx9v28/Ny/Lk/3HP6hsihsP2J/37vX+oX0AP2i+uJ7vXytsN/P//Px/8hY1PT2Oty7LLNPV8HyGELprz/sk8/t+xDXr/pmXV9rrl1gKHXDzFuNfgCmr6LPSdzPfumvD0f/5H3hz2AfT++f2ybjY+YOO1o+uiB08Rv+vKJwYzb4zfEUXyG9/i9+AoKnJWcvkfG/78n+YBX5K/E5AvMlzr++xdMXx6L5xuX35Dj4Q8QTL9v/Pv4i8/E/r9nevrKNRBDsC/8L3586AjFX/yedjqwWvSMry8JD8B98R9g7yDxFVw0r+Jzkenbu0ez940spae/rQEk9tPP4ez/V+Yxf+YL8DVm/Ghdh1PhYa771xKPiXXtLjF8rWOvy+/afGtDnutUxkKscZtbB6h6pb5+bKqbk/61j+H/b3YX8v+7+PQZN5f++daOpy9efOY2xn7a9tuj7Q28hL5w4trb8j9fwFrXp9cei+MY32dcHu/xOe12YLHRH8x7ednzSC1fcQz887yOxN8ffmr6/YjfwfyFDQ/b3/j3Td7/Puv9i894H5IX8JXpCXBo9wWgrwDH7H0+7wG4/4Hxq0i/H2v/Q0fAvUuswB4L+39o/X8X0rIO54yFprhG3f1p6A8wlobm7GkZe23HdLXhQ9xPbh2gfP2UmJgrHqRBFycvIanPvOT9+7H/asy/uPC/yYP/2NXP7ds4OfvlwUZ/9pf7zle+7/nqgYliI1v9gHVzwHNgLnLo8TI2+RWnU4gv/ttrzobHX+zXIzhv8R24Ljn9sPHhFxB94LzsxyM6iuez93WKv//kZZeLeObHW4YPa5PT9w+eJd8POstjExOA/Y/zQV+YWZ1k6+a77hjWJbIGgLmVsu+P9eW7/gHgh/0CIuO//+xT0jLPu773NjUdIGSOvrZnr2Fc5p4Tue8/pg7Q1X+Ti8ZeO3h/3RLe4wUsN3lywMz3Bccl7+6Ryc3jnrgull7gInrmsWYO2Ey7n3n2Eo8vfmdq6666XHixvblHn8Vp0S88/77BeFPHB3wX3h6auDz+Bw6LziF4b3IE2NtH4vz23Lwm7HD5DDa+rfkjhstL8v2vyWfin7jzoZxXPvc/K3QcHId7QPwC/5drAP1ev/u2d8DWjXfn8f+Xthfy/2PgPym2r71t3uWksdcfu2Zq1gFi99TNvd7mxrs6SsVPlQxyyyPkOBvyfDWMyS4Uem5WYb7rq2Pj36y327d+cz+3TvbQu/eRy6Nnrt3Tl153eA/94bTda5e59LT/2WsXtjA+g67AfAHoEcBSwUjkFaC23tb0m1z7d10P333L077N+Td9++b5gRJTgD+g0F/k2AcX3b3BfpccAqsPMI7PmkHWD8jvbD7D9i3D54GNNxzYWL7EAeAPKM4FfonrxP8Tp07M9wCyPn//Bfxn/X9s/AeFGvdD1tXca07f9SE0bmjRAZZ5z5y656YN+0mx5kTXsZtbBxgy/kLNzdxjou76MecmcYc4yZz2XbtPHrGe++WW8+pZj8+YusN4wcoLrsbupO3p49v0zKWXPXpsLRxwGrhOfUDq62+/b21lcy28P2lr/onJ8x4/V21P/2vmc2vzUweQ34m/4KKz41lvIPF+8I4eQfB5WD1EdBjULRafYz8gF0uAjIrz/Or8K+Ze7b3hdzj+wP5OcP3NxT5AlLv/3B3+vzrv/xMb//3rD/ldiPVKow6Qyk7MoQNo2jMnxjmngHVtFCq3YMj4za2XdxmTseZm7nvHtVPPT5PH94mriWffexO3/8j1vj1p8++ZQ7dr++3zONN397LU+FMfOPeHz1xeHXz0wHjkvBH78RlyBLFfHvDV5Adccjb57P4cl4nboj8Uf8/+dMfY2Y+vOv1A7Hv4FuyxrA2UGL/9HesDJF/Q+gxcT4LifMB+yWksziE2vdUl+D1xXvQQnFf6F7xT6BMfyP/St8jmBjj8R39F2wMImL7//P4CrjMXY+vFLbf/n+z/+2z/vn9DqMuYj4mJuedcTr9wbB2gaT3JjYEh4zBDzpX7/ptoiA875BjOrQP4YzX1/Ex571X1sqll73z/FhsFb5k/Dxv9/gWXWw8dweTXn1+w480ee9dNrP6BwfaZxWuD7VcdHuN/4P48D/+iy7Uzf40dLzY4a/1tfj2xGZ+Lb97iv+TtWX3A5NYV1/7SYD998779D4zG30PuLYB4w7fXXU8iHMscPYnzW70CPoCzP94+muFecBx0Hrvn8O7dj4759MW/8v7M5QByz98yrkt94O82F+r/Utj/pPKYW+Y5lxvzyxRSB+hrP+S+96H2acjYlWZq4i/2+M05N3LPzZjX7jI/c+oArkbO5sFxnxva0vTvw+7l3nkSi4cP4etLzhfPPXOBvzzn5nVT80a8Zx0d6+gZP2eOHeP73FuPOgOwH1hMTHe82Zx6sdvRNxB7C+D3gunGXj+wdvrsi3m/X9FBbEyBusKB7UcAXQY8n/nhltM1oAPgmDLWV8kVewD6+D97/vj+SIL/L2w6+1/6/yWy/0Ea8DD2OtZ0b7lxYKgOEMJfmPveu2JcrJiBdqrSV1PryymuUXVvU+obWEdTqJkV/Hllc17rV9jCtIvFh//4ioupM7eOf6Vv/633TY8fG5t39rrF9QObVyi2P/z9D0xsfhM18J+bmkJgOnLnmYNPG1323MXeO/fN73le42e/7I6FjoJ4PO13E/O/7Pz00q/X2usH9jPpMVi8l9xDxPXlmp/K/Qj+F+c49e01p4O04X2VXNEDgPsAA9OZA1A+Tvr/vTLv/xs7/79qvuW2h0PHPof4UHNRVx0gRnwwNw7y+jkwLve9N5EGvZx8xDhnl/uaYq5KyJrZFM8dOLPx0sbR9uvbC/19zD45H5uau8L+ffrT1w3u2z53yNdj3OCpi68aO73ATskheGBr7R4bLJa+eTa3XnIICqyFLkCcF6x2ffcuu/wDXw+Q2jybUyh+BcFwW5+PPgTWpocvn35/iUU8uODi8iaf39TdSw7Ag4sO6/dtPSB+K7GCBxd74X2VXNEDkPjv9/UvH+fH/3Ec+/+Foj7ryNTWmmWJfVbpAKlygnLc9xTxLSafbfLI7Z8bc+2xzzq3DtDE89TrZsVOfXNHsMrvB0TsRd6ey4ezuD+TfMB35zn1yB28Y3Ce/gCxudFf79FlZ5ez1g6f0d9v/Aampy/z74Hh9N0jl3Djyptiq8Pv/6tPXjb+fWvPwx8vvQls/AK9AE7aPsTM1WNuH3QE+BMOHxsf//4Dk39w+rsbogP0tfG7yNbH/yq7vsr/Pxb/x843zevxMvuFoQMs6545XfAtF+XyFQ31VeWiIXIKxa8mX8Ay1c2W8X/n+R23BxD3x2GdPHvm0GcOzD9x7a15/d6t9wSrcbzoCV6fO+mZb+PtwHdiPHWLPbu/LvP68B7fGf//BWfjm1yCdxzeMy+Af6XngO3Pw+szJuFq/awu0Ib3Y5+v1P6/csLVAG6e2mzFf8QJiP9dn3sMTNSyziyzX7jKdsjZHyDkfQ95blrGXIzj/d+FsqdzUJt/IjZvOXQADbWzseQqmPPW7gL+l3sCS467zZc7ZfMDgMFSa1fgNmv3pf/OZ2ZvHvbipx8Br41Lb7j+ObTJ2Q8PfnnW+J+0dXtyrlvvy/8zm0Mgfnr7kr6B2If3O5NrKPa8zeWjf5+6AXQV6BF97fuxfRYRW6EPYOPkxjEfQLn/T7n+P+dcW/uFw1LXdWSKOkCo56btmY/1ycccz7lllWuepsDhptrZ3HIf+/vycxPceWfP+f+xH1AZo2CH79k+QazFw2fEc9bEwe8vefnW7ma8XnDa7o/Dc0lf/UKfQP0c7Xnpn2f30ZNcP+QTAPuLF3rmmlwAg+nY6w/HSq8gqxOcuPKmi+lDdwjl0x8y3iS2//qWqwHYOrPl9gFcOObFLdf/p8r/n3Ou5fQLT32ujbEbtOsAa1xb/E3dOWJTar9Y1SsXhdQBplQ/O8RX1fSsGAMQLHp2y/gAKnQA2YOXOfU2h15q9e597HQD1vTD1ib2+7Y98wXYb9f4+q+ZGDx8BTYnDxhPe545/8B02Sf4h1tHh9ZP4PruPrpyLGcvdA593/HGHkB40bePvYCb7H8/T0DLPFv7hbtRaD+hJh0g9VjMhWlDrq1hnsa6bpf7mqIOEKp+Vlscxv+uK3/lGAB8AMwBKB/33C/3XfxccvPvmro56ZMn9r/dL0D20PnY/v3E5dfD9t+xtXWC/8XnqAXkfjvSIwCYXpxL6u+sDoD30h8AvQa+vGT/Ht+bODb1GSuiM723J32ARcc6t3Ostv8Y/j9fX/+XGwdD+IbHXD8X1V07RVwwlw6wrJjW9b76+PX7/C4mhXhWQ597znHSdf7FmqsanvmYucpaNR//t5/drsQg4qzk0sHH/4Xx0Z/7+a7gPXPr4euHTe/H4fe5/4711e9Jrv81UzNge/65OoEHF139wJ6NMcyQQ/jFJ0nxvoq6jh/B8/dmRztv7zj/P/Gfz4r1/8z/Q4/gpvr/KfgCYmFH7vvOlQeUQgeoe2a5ZR7iHEPH4lC//hTmaPn4UDxr8gWknK+p7zvkGsv4P/PUgP3MAWz6jdjjwG2L57JfgN9fx/r78T8wnrH8fdtHEDa/xA3um3o+/pb9+hA7YC/9KszXrnOKnlRgP/oA0f9fFf9H75/ZG7Nj+f9NpGl9SWkrprzvqh7duSi0DtDnmWkaa12ODzUWQ9nSOSikfzjktWNTzjz9mPfd9szGXFtq0F7ZPNp/3+xPs/3c9rH4f9Vv8Hrmj5+LnW/i9Ka3r9kDz+4JeP+C6+Fj8P8T17vH1AJec/a9xAA69Natuvdc1NbLmTmAfh/ANvyv6hNUd/4clNs3HOuaXeyFqeoAY5+ZVh0gBZZpOMfYa+eYrymuVTdntfQKGHOOoXGYviT4/+qm7FdT7gHQ9JvdV+Z1gtKDx/bv23N9e42Nj74ArOk7/d11W89X6AEPDebj/7E+fQ06QNUzEzm9u+tiAMB2xAF4n2X/f9/9f1Pc97L6hqfQn7tMXXWAGLio4Xnn0D1DruepqCyn3LZCSOo6Z3PX6w/5TQ6/FfPU6afe+4e9o9k/NPugif97r+053N5HXSBrAey+QZKnB5yXOMGFo53bH8hnMfL2NMZgqFtRtugB5McA5LMXNp39D99/1T4BbXyEpGX1DYNC9ufORVU6QKq1XuMcS8WHpvPUnbvN75+Lxlx7bBxfa8+emGO77zn9HgDw/3ex/3de3jlWL4CXyf//xOX0bd98L1mefs4YTNX4xL0+9cJTc99Kge3+PoCs//f7//bFf5+3GPfV5fe5qO3aMXOAcusAuXAxFYZVXSenzENRqGc2ZN7m9gV0oRhzVkM8QLPvSvDfxqg3z22KD6ApB2AB/5/flRf0hjLO58rTD6mv931e/lgTOWEfwPfm8f/9X+8fw3/f/h+z/1/fdSC0nHKQf93UOfop53H5mWnqDzDmPEMwbBloSj7iUNRmO8Wcs7n21cjtv+pyXVcD+Na8BrApBuDH/4H7yBnYee643arZNqz7TYjnxXHGGgDa/+j/49v3+Pv0Pz19tP/2vqv/3z5TXXvZ5x6qPltG/7Cfmz+lWF+Xc3Z5XlPTAUKNw2XSAabiIw597Vy5+jGvp9V/1fasj/UA+M3cnvd/z5dv/0u9QGH/Qweo61ujVfeJOb8wzsr2f7kHkPP/vzH3/5drBIdQTr0z5vXa7Hut86vr74ecR7MOEBu/loX8e9HqIx5L5XmbExdC6h1T8l/VXVuw593ZQh9gvNirpup44r/rGdzSM0DD2pwaF6kDOL2qwP6qPYB2XrW5l8/tyWto/L98r7ko1LWH+POncN+hx6EWHSD1/Ep1jdg+Mw0+4hj2T5e5m3O+DtEBQjyv3M+6TIL/781cDuDWM1uNeO7j/+Yzm51qBuuuHZM0zC3B/Xc838ozu8dqANADgN91yf/rel9TwEKfQsXvtd13inGYQwfQML9i+cVj3pNGH3GIaw+du7l9AU20jD6sKn/+1mtbCzUAbfjPPevo+++C//61Y5G2ucXcSsYAUP9f7gHgZFmD/2PGoOa1eVnz83PhYmwdoOm+cst7zG9T4n2Xa+Ses12vHXr+aokHpPZhpbxOlY9YMP/1bYf/+7/db83/o/1P339X/Pf5CUFD5lZKEsx/Y0t8AMwBaLL/2f8v9BjUoAOsUn5+LnmH0gHK96Rxbg25dirdLMQ1tMkzxfzNofssox+L5+ziI6YPgPgPLG+r/6PN6vL/a/L/2vjrSyGeVcrnLDJ6c3uhB6Df43/B/n+2m/9/KKUe26uenz8lHSDUGqgNs1LdVywMyY1JufL0U+lm5etMrW9g+fdDx6DYqa9vLdT/1cUAjuX/F8e15f818dz2fSzdLMW8Ehm9tS19gGn/M8ePehf3//Xt/1gU85415+eP/f3QMahVB5j6vGq6dsz78s+5jH7iqjmcc97G8BN3Ia19A6uODSEnyeV7ZdPl/6EPUF0MQHwEr+0t2P99/f9V91H+P9W8iknEf7cHkIfxrj4gIf6DQt3zlPLz+1w3NIZo0AFS+zhT3XPVfcW69rL6ibvm6U/pnkM8K22+gJjjT/Df61UPPK/DdB//if1tewY0Ue55FdNWcDa+F//3MV5k+cZe5Xcxaeg9Tzk/v+6eU4y/1PfMe2Gv4BwU47pdn1UKn4a2cdyVxsTxtd5zzDmc2xeQAheP9QD69a7rAVB1LHvWE//72P9N95Xbdzjmt3X35GoA353b+Qv4//rcNzCk/n8Mtd1zrJyf3M85h74Z81pN9wQdIFePgJBzqq8PJwVNxS4Onaev4Z5TzuFUOkDVmE9xf+xVxx5A8Os34T9z1oj/Tfl/fe9Fy/hqO65s4/svn0ROb+84H4Dg/LPe3olvmf6/qAsY0/9/KPn3nDJHfxl9xF14CXWevuuDdh0g9Jq3LLpd23Wrrp0qVz8l5fYTx6pTzuHPKpPg0lu7UgfIvj606SvtWYv/VXmCoZ6TtjW66Z4Yx2csv9zjD/F/4j9wHnsB8Dj+BnUB+8/vJ8X/1DV5ZVomH3FXGnLdUHNKkw6QYj1PrQPkHFM55nHse27yE+eS9Vj5Dh3zMe+Z9j/3qinvA+xft4z/vp4Qmr/cenXXZ1XGf/rxHcYX2L//ocH2zVObbh+Acv2fXxsYg5rwPresx/5+6JzKQW3XjYmNOXWAHPZbDjs1BWnqqZ/Lr5VTB+iT86zdr+X61L07j+v7ewD5113A/9/ORuX+d6FU43qMn7iM/7Dx0eePvX5QWzn7YOby/FjnL/+/Ou8NAL0hxB5ApL72fa751OfaU5hPfa+bGhtT6ABj5lMMXlJfL/Q1tffUH2PTjpGXNl/AVP1a9AGILvAPewt+fd6LYNtL2y7/H70CY+M/KYZvIZSfuMr+hy3PXr/oAcgeQNjnl3a+r0sB9+ED8OsD+1IIf742O2Kq86ntejlsYZ9C6wAh51MMGnLdUL6poTTFnvp9fFsprxuL2OMsh18r5PUEg2z8X/L/0Qfgmc1jsWz0q529PlvoFZQqZq3VT3wM/5/dkxf9/PD/cw+A7XPbC/l/tP+Z/+fXB7TN/f+/vS9hkuM4zv17LxzPBLC72AMEIZnUYSnCtixfcojiJRKgxAsUL4g6LIs6TFuyZL8fuG+yprO3tre6u47ML7N6JyMmdmem687K78usY7Z4h/4W48RLbbKMubRwAM35pCUl2CRZx9y8tnKn/jTmg5rPlrFiT3cF1EjAosf3xxhA6nd9Gf8vHl+M+F9791+tWMaJ5/KZ7v+/98K9gPPBpx/wnPZW8B7AeH8A4z/FCubuAGDd2uId+luME5fqXg8cQGM+WcgcLllh09bu1PcQ27KKFffEAaZtIsy584M7I/7feXTnhm8/jf/H+/+QMjcOCL3jvopfz/3Psxuf8Z4+Xs8n/3/E/yE+kMT/l276/97uomrNb6tx4hbds7SXUw6AwsbbhktcD6u9+pp5r9lktEjMxZo8LM9SrdnTpTYFv/X1e1d31ZH//82b/v/p66cj/pPvP90niBTUnL6B93++ifcP//PTy9N/eze8wt6I731njAWEvvpxdAdQ9Fs/p2/uP6MzgbH/n9KhHjlAr3HilrnUWjZaqEy+KxBdvia3WMMllHjZqy8dCy3Jzzufl57P1ra6dIzY/z9/Z+/zp34HMPj/r52Mv/9DewT47h/E+KbapFFuDt6f/fqDywe///jy/NdPL8/+/f3LB7/76PLitz+5fPhfn4XPArb/499cPb/z/3kPAPn6vDcwxv+w/++l5fUU6/soc5+TtjUWUjuXpMrVzD/VHk/3A9Tk4QWTSvbq98ADpPTfU3sRc9rqPoaaNgVsfyv6rZpv3lzbZ///5JWTEf9T5wTQ7WktNwfvCdsvfvOTgO3k69N7wn36u+cAH1ze/+W74e/zX35yef8X71xLT2cA2P+P9wXwnkG6FyD3NwA8rQegsBFpN9B4P1cHybxy29MLB5DEpFZpXafzqGOa+m/JASzmtPbeDokYV8Cit09H/Cdsf/DtB8n9f4z/tEcgtf5f27+tY5SbJoX3U8x/7umrl6cDnt/96I3L8998GLD++PO3L5//j092XODDvd//+4+H/z8YX4ETfPFheJ396v095j+++h1gOgMY4//54+E8xYtldwBZrjNtJVY8bU/rPJIUq3nkjQPkjJFGuUsivYZv7RtbxLiQcS5kuSmR/O0FrRhXiFNHdwDRPQBT/Kffq6E1gJT/X1quhs6l8snB++Dj73A8+Pa7v1/588/DX8L901+9F3D+/7z1zwH7H375afiMcP7kZz8Kr/NffxCeJ7//5PP9+7A+sOMAU/ynGD/v/6Pf/2P8D/sCC38DCHFP/9w8spDWcmt1znN7NeaRl3sCUf2+Vg5qL+4hztWWV257rDhAie5Ixrhy0nMMgOP/09/2Cb7rm+fhDMC4R3Dh/N8c99LWt2y8Jz99h9kPfv9RwGvCdlrHf/Tfn4e/X/3fXwZMv/fpW+E7jgeE5wZsf/THn4b3hPnP/8fHwd+nz4kf0PPhtfs/8KU3j8f4P+M/Yf/4GwDR3UAlIv3bfJ7nUGm5kjrnpb2oeYTiAFaYn6pHStBxNq0+yIlzWcYgatO1pLeQOX3SngNreTL+8x5AwvZ7X713Df8Jq45/cDx7RiBVJkKvcv17wnXC+uDT7/5nzKfvgr//xdPL0397L3xPuE+fEcbTvj7Cco71E3eg95Se8qPX8U+fXD4I+wT2+fBaAT3HMQC+BzC1B4Cwv/Y3AFvWHnucQ7mxYlS5mmKJjRocIKc9nvSq19/H2lqsSytebBkLsIhzzZUVYtA/Oru2B+DkpZMb+D/+Zs0O+6e//Ts3RtLty9mzRxhMWB2vxdNnhM+0R++F/3oWPiO8f+EPz8Ln9Jf4AH1HawH0IvynGD/F9in2fxHtBeA9gJRP4BeE/7vXg7AH4OkQM4j2AMS/AzzE+vkMQPxZrazZqS3NIa+x4ta8UXMoV1o5wFZwyOO57rnnpbgDWpZixtrlImQ6F7zs4ybhGPXc7wDR33vfvxf2AHB8ID7/l8vfauQm3n9247OAtTscJpymV1iD32E5YTbxAMLx8PkOl8kvP3r2JLxn3598ftrLT2noRZhPMf2A/T9/Z9jr/8He7w9n/z4YcZ/4wvmujBfo/N/uL6UJfGD3HPGLwK3eORv9f8J6uiOQ91TWrv+nJNYpJD4i5lAKH63slFQ+Je3wzgGkx8bb2Hq732Vr8S7Lea1RZk57vMSXgo/61sm4B4CwP74DMOz5/96d8f6ftfX/3HJTkoP3hK8Uc//L918ZcTjE4nf4/uC3ex+e8Jt8f3ou+PQ7LhBi8jtM5n385Mfv1/8/HrnAfp3gafDjyX+ne31C/hRPGLjEg8HvZz7w8MtPduXsYwLPD+cCAt/YPR/iEe+ej/jP5/3j+H/O+f+cvt0CLsb55bSnl7ZKjI8nDoDQN2R747jskl22vofDS8xYKu9UGT3asJbxseaVY4z67as7APl8Hz1Df+9+7+7o/0/5QWm5sWThPcXVd7hKOE34Trgb/Oud307YHvv/7MNzHJ+e47+EzeSfE1YT7jMvoP/D3v4d1hP2n/z8x/v1flo32L2nF8f4Q9m7v5QXcYGv/s8vhljDJ+E17iXYPUcxgdCfO+wnDsBr/dP1//hcQOn4pfTNU2ypJG3t/PEQr5z7XtqWWXIAC36pVdbSvv61MpG/wxH3d4+4OM2npA0e53XqWYl6WtrsG2vUk9/3Cfj/r3fH82rEDy6+fVGF/zl4H87ahfv09mfr6D3vtwvx+p0Pzz44YW3Yc7fz8+9+/MNhT97TcQ2AnnkwrMszNl/59u+F72m/38mwZ48wPOz7C7xg/yz9pWdD3kMcIJS7+3v6i30MgOMQ9P/Rs8eXX/nvz0N+3Ld8ByDhPN8BTGcAw9rLV45X9/+X4omX2NLSc5LzxwoXp7YZYaMRbU21x9v9ACVSeo7PYo55j3nV8HKJmJcXzqM9x63uDZzib+z/k7D/z/v/6Pvzb+X5/zfw/k+f3cD8o88eX/7V//vlcLZuv3+e4/GM9+RPEy4Tzof9+MN+O4770+dhH36Iv//k8v7Oh+c9fmGv3m9+MvrvAbf578Al6Hk+I8BnA+hzugOI9wTsYwTvDXi/T0c+/sUXH4a//P/+fMDH1/ckvnd+A+vZ/6fPLr5+nU9J6Zp1bGn62VbixRbx2Gn50vnltKcHDjDFeu05UJt/a8zLGw/QnBOWbUX3NfLewHEP3YDtsf/PZ/wCRr98NO5XC/7/t9L+fxLv/5T28R/9ce8js+/88D8/G3108uX5rj36S+fsg1++e4bxnvCb9/GF8/Y7bN7fw/N2eNFn/D359efDGX76S2VSXvSecJv+hv2DOx7AOB72DAz7+Cgv4ij0/8PdsxT3/8v3fhBiA2EPwODrx6+4T8JvLA33AN17uD9byb8BSGcCL75xkb2fslRu032BmtxiqT09cYBpW0rz8cYBPPxeZklcQXJOWPMA5BzXLmeuPRb9K6HLOePD2M/4z/v+Cf85BjDu/4/2/8X4n4P3fL/eHm+fjefr6Nwd78n7v+++vL9Tb4fvdBdPWF//888DJvPaffC9B07Ae+wY5+kv+et8/w7nRVgf9vx9secWhO+nu+cDB6C1hbBH4LORB4RzgcGffxbSMBfgvYJhTWDY25fC+1QfH715NOI/+fu8ByD09Yvl6/+lcpvuC5RaTyi1bV7bqmGnLTmAB7yfk2mdUBiJ0j0L3E/VQSqf3HZYtVX73sAp/off//vG6Q1so7t/GP9TPn5qjz6vw49n5If7duL1eOIBhKWEv8F/H/be8Vo6vafvKC3794THHKOnvXwhbj+sxQceQK+wtr+P0VMsgO/84Zj/8bMne15AfIL8+2HvIK/5v0Bl0u/67XCfeADVIxfvU31897W7V78D8LXz0d8Pff41mfN/a6Jxb3nu3EFLKW5L2TQPbUXZZxQHmOK9RR+XiBU2asXd19rjQedL07XEztCieW/gFP9pXZ/X949fOs7Ge1p3Z7+YfGeOnQe/meLuw2/m8rp6iKvvfHRa+x+xedjLx3vrGJ85X/b5mU/Q/7wWH/z+AcfpPe/fp7SE9eG3+nbvH/1hfzaQ8J3X/Lluj4Y7gC6+2Mf0a/F+OjYc/z95Mpz7j37vj/mAtv8fy22/L1AbH63svgXmSHOA3LV7Txxgrv+978GdS1ujS15jARpzw6KtWvcGTvGf7/VZw3v+Pdxw9i3E9vf+/P7+m8G35zvzCKt3WMv77UfcHfzxh1/u1+B5nx3vyQv7Ab64OnvPsXh6MY+getAaAfnwgTPs/l7wnX/DWYD9Wb3PR/+e607PPtjVlXCfXlJ4Px2b0Mc735/xP5z3n8T/a+7/bxGr+wItxAIftWO9c+2x6OMWDlAby7fE/1J98rIHd+1ZiT61jgUg5zoi/2lbpHUp179/9IefXv7F298L8Xa+82YfH/8kfMd78OK7ctj/5rV3wn3CZOYCjPkcK7g/xO3DevuQ5nT4Xb14TZ7xmuMAvM8/nPcb9udz3CCsM4R4wvvhLj/K6yysM7yTxPvamPFaHxP+x78BwP4+v+czgUixWqe0mDcefZPcPErHxjMHkFy7R7azdW54igUg4l9Inm0V++LypfNba4ukLs3hPWM8n20n3Gf/ns/O8Tl4fo5j+HwHD8Xhxzt5hpg/xeIDDxjP3n00cIV97D5g/rDHnn15wnry8cln53194SxfdIfvuI8v3BPwNPj19P/DYZ/A+XAXf45/P+dX1epZiKvssD/2//kOYN4PiMb/Lc2b3Lb00E6pcfHCAbT36qHiLFJiwQOs5rpWWUttsbBnLWW2jI2EHo14P5zDY/+bf7/mfFgL57X4cN9NhLUUoz/52Y/HNHx+nn1wjgdwvoTd5IPv4/8fh3tyQjx/4Afkq/MaQLjD5zf7GD/hN71o3Z5evLZA33/1Tz8b1+yJK7wQ1g2eqsXza/uZOADfscR4H84G0J3Aw3oAYs5My/Dkm+Smqx0b6/jk3HcadgvdVtIh4gDovfmWawG1gjyPM/0MKRJl1swRr1xfer5LzDPer09+PPnhYU/9EDunc/jkZz8czseT/84++ulw/u65p6+FPfbEEcI6/HBf3v5enXfGPf7ML8L+++E3czlOz2f8COMJu8O+/y+v/H328em7EM8fOAHVh/cbauC9lB6FOP+T6HeAd/4/+f2M//H+Pwnfr0bPvHIA6TljhRe149JappbM+fYWZwOlMQYxNrftPE7Js1IxMGu+g9IpCQ4QYtPD+nnYHxfi/k/G9Xq+c5cw/ozP4oW9fft7c4gPHH321hj/J1+c99+Rn84xA/bhn3v66v43df6wv4efXmGtf4f59NydHa+gdGGfwMARQgyA8H7hvp0cKZ0vrWMXzgC8Ed0B9MK9y/Ov7/f8PXfx3HgecFpujkjqmAcOgJgzSPy1ir/GdZCQkli+dw5gPSax1PCA1vp7wMbp51p1QrbTUq+kOABhcNivN+D73tf+YPT3Ce+JF5yN+/l3uE936NMeAbpvZ9hXTy/yz5kH8D4//p+wnHkB7SGkOH7YSzjsKaC/dD6Qzwpax/NbxnN6BwDF/xnz7z68m8T/uTK1dcziDmqrOSNZXm5beuEArWv3njiAJ7yfk6U+1qq/lS6ix0KTW8y1xYoD1NrvcK5v+J26cC/NDttPwm/lXfnw+73474YX4Ty9D3ftD+sBfJ8O8YYXhvt8w5n8Yf2f1/PDWYEQy/9wyPvD8J7w/8EQ61/D+6W+9TZfeP2ffwcoPgN49/m7i+f/LOaL5n4tT/OFy61NVzsu3tqpdWe+FQeQ4vuW9hs155FlcDm9zfVpHiX1t2hnzvydzveA+T8+G/eohfdDrJ/9evLZydcPv4NLPv5wpp5wnD6n58jnP372+PJRuD/3afhLXCCkic4C0OfPU/pfvV+9X2+qT17nC+P/xfsX455/XvMPawER/qfaYjVfEHdQp9KgJadMaR2zbCfyDl1tDjA3XyTzR4h1jEIzFrb2HFJKy9wCl5x+lprzjP8cAzh+8er+v+d/t1+75zv0wt48Wg8YsDvcufuLd8MrYD7/hi7dw0P37H/56f5ePjrPt/uOXpLxfO/zhff/nb9/Pvr/fAbgzvN3xr0Aa3l65wBSY+JhPBH6hY7nWJ31kOQAJdgiXaakrLXD8qxgbbqW9GiZK1Nz3ltxgBxdCj7qk/uBAwS8eunk2m8B7O/eexrwPNy9Q+f56G7933403pd/Nty7H158Bz/d0bP7X3v93pMOpYRjAPxbwHznf4j/fz3//j9PHGBLc8WKT0qXlRPLt9ChGg7QyvO1MLs1fUkeHnmAxlyxjAUg571mOXPzvgb/z//6fMT/szf3n4V7dn730eVX/vj5Pn4/rN3TZ/u9/Z+G98QJLPbrWenQ2vf0GvcAvHt27Q6A+CyAdw5gMVe08p1ri3ceOZWe7tBd4wBauCItuXlKtsf6bA5q3iPyn7altznPUjr3czjAxXv7NWr6LcCLb19cw//xPuA//nTYs/fhuI4/PYNf0k7peW/FI+P/GfPjVwr/yf+P7wOuKVNLpuPi0RcpySM3L488kqXXO3RZYg6A4pNaHGCar3Z70PcqWcTD4rIl88qNaSCltDyJub+ULtxH88Ojvf//rfPAAeLfBDr52kn4bIpra9iFniepMrVkCe/Pn5xfnv7w9PL0zZu/qTxygsnvAdaUr9GWpXytfZGcZyX0y4Pd6/kO3Wk51piikadFezR0Ya0tvfjIrWPiYc6zaM39pT2A4bdqH+/vp7/3V/fCOsB4P9A3TsOLOUCuWM0TjfKW8P7k9ZPwOnvrLLyOfnAUsJ/+n3KA0384Da8QX6nw/6d1amlHTT954gCa+mVh1y3u0NWcJ6m8Pd0PUJrHnO+Plhb9qJkzXmMB0nPfqp3ouT8tI/j/bxxd3VO/8/3J5x8x65un+9ewL2BOlnSrFx4Zp13De8b8gPWPz4LPf/+N+5fnj8/D5+Hv8Pnxq8fX8J85QAv+57RRAyOtOACaT2qVsTTfe54nufl45ADT+pe0ywI3crFCcs5Yx29Q81+7jdP5b60/AdN2vj/vASScj+P/vCbA+wJYSsfDs21bwnv25QnD47/0Ob3ieH/4f/f36JWjPRfYvWeucPza8Y28W/E/rvu0HZr9jeCqFpifqkOrlPJ7r+2UHA9rDjDXjpZ2WdnxuXpo1QXVRsu5L+0v5cx/q1hSwP+3TsJr9P9fuvL/ef2f8b+3OTIXj5jD+4u3LwLGM86TH3/y2pWvP+L67rPwHccDhveE84T/d79/N/CCaf5n/3QW/P+zf2yL/0/b0VssMpZcbPGKjbFIxPM8tFNbt1AcAM0jLTgA2gZolLU2Rh7mRI60zH8LOx4waef7M/4fv3Qc4v1x/D8+FyghVhwghfeE5xy7Jxwn/Cd858/pM3rP6/r0Pnw+4D1zgXsv3wvfzeG9hN/vcY7UYFyLPbaOQ8aiuXZvOUdQZWtwAA9zRNv/TrXP6pxOS9pSffPiP8aiMf+RbQwY9c4Oo94+Hf39OP7Pvj9/JiWoOTLFXPLrA9bvMJswPfj4jPdDTD/g/IDpwe8f1vAD3pOPP8QHkni/8+sJ8yVi/L3MkTW918AWKzuA3KuDwpBpDBwpLRyg1rfvyU8ubZ/Xs7qSNsAyFoDar4eKVY34/6Mr/I/3/5399dm1M4EadZDIYw7vCcfZv499fN6vz/v16Dv28TnOH3z/If5P3/E+vmt84u+Or8XyU3hfit09zpF4LqB8Se02pua6l9hDaR4l42HBAXJ4QK/zozbGVVtHL7EATRuA9HOm+/WQIlne3PwJcf7B/+fzfrQOwP4/cQAt/Od6lT4/i/dDfJ5ehOu8ds8YH+/TI/+eeQH7/JSOY/r0+TT/o785WsX73DZq4yTaz+l9fnjdq9MyP2rrauFjTTnAVuYHlzVXnlY7rWIBSGzWKGvNDljFHmvTraUPuD/4/7Tfn7Ce8Z7W/gn/mQ9oyVwdp21I4T3h9LhXj/D/zSv8H2P6w5r9+GyE8YEn0B79hH9/9LdHlyffuRnnr22fxfyQzm+tHR58jzVpXbv3wgE09coCH3ufHznlIdupGQuYawdy/OIya6XGDnhsY61esf9PvwVA/9MdQLzfL6wHDOcBELKK96+djGfy+JxdfPaez+LF6/hx/D/494/PZ+/nO/3uzfP50nv1euGPcdrSPLytQ/a+T4fLQ2OkVhlL7UCfD9Tux1Rb0bojdXd0ie55tXOStsCyjVK2gPDtzit3wl314f9Hd0IcgNcDNPE/y79//f4Yvz9+5fja/nuO7fMr7MubxPzpfWqvHsXyCe8v/uVCfW9+6nm05NZLCl8s7wtE7tPRFA/Y0VpeDW+x4ABSnCq3rRY+ZMlckLAFHvxkbVuA5OIa3J/w7u6rdy/P3zkffX6+A5j+l4z9r+E976/ntfvYf2e/fVzHH57l7/i+HeYAN876/f39y/vfvT/r35f06VbmhrY/idiLZHWHLotUv5XgpLXerD0roVMW9wSR1NS5pb1oO7C0rq1lC9Dto/LQtkCjz5bGQ6q8EPN//d74O/Xx+n98HqDlToNZvN9hNvv04e6dV46vYT7fqT/et/Pa1d27HM+nfXy5d+2s+fdLfb2FuaGN93MiOQ9zsN5r7DGVpgU3kJIzL6TrhLwnaPo+x3eXbLNFLABpC7R9DA93akv4gyV5SPRpwPy37497APkMQDjftvP9j148uoaZa3ujl/B+jMdz/P7Ns/CKz+aFu3QiDsDxfPb/ed/+HN6n1vVLBY2TGmUs2WbvscdpuhrfHt2+tTK3gBkW/NHinqC557Tbjco/LsPbXp01qblT2wNXTj0jpVMt6QMuP7k//gYAYT7/3t/xi8ej/x9LfB5yDutDeorPv37/8ujlo72P/+QiYDz79uzDP/cvz43n72lf3/h7eq/sff/U3vzzfzqvOos313/TseiJO8bpS/kjUnLma8/7c7hMNGZo5m09L0jQ9wQhx2+pfKl81vLzvG4mZQ+sx1Bbn1ryJdy8eO/iav0/2v8X3/27hPfBr3/1ut8e+/i8954+v/Ovd/Zx+8Tv69CLuMCN/L9zoor30n1aK6WxHwnegJR4DiPW7hFj6AEvJPIomRdoyeUAteOwlqaHcW3VQQ+xAE17gBxDK3tQU1bAer4DILrvn+IA/P+Ns3JvDPfhvzGcr99hP2M9x/T5/lzC8/iuHcJ4PqPPXOHG/vy/PQo+/vTzlnldOxYe5r2mPqHat4V9epxXDl4gBY0VFni4dkcQoj4W9nyNk0jWCT03LfbrafrfqbHwpDMp4T0AdBcw7wEMGP/Nq98D5r13AdfJn3/j6o6d0ceP7s6luH84u/fmfi8//R/u2n/9fnK/Xs5dutM2LrVdus+t4kc927U1vO+BA7RgjBcOoImTFnbNgnuk6oIuD9l+LTyeswneMXIufUk+XuxB/D29Rvwf9gDwmn9893+I0UdxfL5vJ+D646v79Dj+z3fxsK+vEc9HzwmtMuba0UPMMZYa/94bB5DWp63jBJepkedcO6zOBk5Fu3/nbAJSJOZn6X49pOSOodScsuQ5c22Y7gFk/I/X/3mtnjkAxwJ4fz7/Th7xgeR6Ad2t912du/V6wkhOX6JLHtsnuXZvyQEQWInipZb+MXpOeOEAJJL9ndMH6PEtnd+tdsGD/mrPJRQvz2lDCq/DXoBvXe0FoPV9xny+a//u9+8m79YLd+0M9+2gzuJZ68vas626ZN0+7bV7xPqfJUZKxhN6nxNS4+CJA5DUtKWlH7zwAC3bgGyfhV2QLmutDbk8gM7R81l6PgsY9vG9fJT07ymOP3fXTuudQTVpUbLWz1rjixCre7Q07MdSv3nFyPj5Fl3y0D5N2+qNA5Dk+O7SMQOkoPfxavnfc+PgYc7kpqvRpbVnpxwgFcsnrE/tz09JyZ1BEmIxfkjuqFGGp3u0WmKGGvNBWpa4SO/zwSLG4pUDIPtCM/+UbbC4X7elfaXj4MWXTD0jUbfcWADftdN6tx7rCnI+aOWbaoMXDMmRmrV7bxxAWo+sOaN2+aj5oF3enLTeESQlaNyfK79FSmyDt/278XMS/W9p1xE6lBMLkFq7p1dPnDHOo4SfoSS3PMk7tJDtS50PspwLEvlb4QKX35q+dD4gJYcDSI9Bbl6ex7rVPniIBWjOK9RcteSMUvnk1N8rZ+RnW8fAeq4j7tTTlClf3MJcmMvXWlfWnu1tLqzdEdQqLfl58Q+07AP6Dh80VmrHiTTLy61PTZqatB44Y/y5tB6hxo77kbGyxzu0csbAg67kpKlNi5ScedDjXGhpw5rvLtknFjwAuV9P8x7vad954VS56Wr00ov/o2EfrO6cRvSrRhlr+/S86Mpaupox8BI30sBKKzuGKlejjKU21OwHSI2rZt9o5Z2yEWj9klprzK23N9unYR9Qgp4HmnHqVBs8+Fu5UhOr88SHpfXImi8iOKNWvql54MlmrqUtHYcSDoDmQ9NyW6TERnjlAVL9bzV2CP1B8FGreUDSattL6u7V9knu1UMKch5oxzGt50FreaX19zgPpPq/9lyAZx4gYSOsbbvm/ELx9F7tQ5zPWhss+GKuSIyB5RyvOYdXWp629MwXSXKx0vMc73EeTN9r6lHr2UAPPGAL9+vxPiVkmZJ5LemnFz3JSVObFiVzeq5lI1BtQ9+bRSLZVzl22jsHaJ0D1r6yJlZa8EVUf7beEWQx9ihboemDp/L2vpc3Tlea3oONiOshOc8sYgEoO6FRhqc79bY8B+bsiRbWWPB8VJ8icQA9ByTuCdSqs4c9ey1lleqpl/Nf0+8lsRIlaE6tkf9cGyz0pFZq7tTzNL97ngNTrrilOdADV+R0pWOAngNSHKC1zl737JWOW2vdrOw7wlYg8rayE61tq+GLKMmpk+TavTVX1NZTLZnWvyeuyOlz+98bV+RnpPTHggNI7KHLrXdve/ambdO2Fag1DpR/MC1bIo+cunttm0TfW9r3Ld2p51VH1vLIrb9HDiDV/1bjhtAfzbZp7rVN9QeyLA2xsBWSfZVTf8/+cmv/W7dNU39Qd1htaa/e3DMoQeu/NQfQ1P+t2n8uV0Jy5q/k7wby+hPKXkiPy9J4o3Wgpv9q9dWLfmvMN2Tb0PZCeo6t7dXzoCNLz/es/1q+JZq3IfVf0/an7D9SSstr8e1rOcBceR7mU266Un31FAuQnm8WvhDKXmj4H3P1R/PEGhtfay+8zGstrogSpO5r3avgASu3avu5vJRoxPFzOIDnvb05ZUnOOQsbj7AZiLzjMixsbkva3Dy8xYsk7YVlTEW77K3qPknrHq9S/UdJqd3vyfZTWRbrcCSSe3steIC2zUDYovjlbf93Tvqc/vfCq6fPSOiOVSwAYTNQWOlRP9bSe9X9Er+tJ92Py0L5SRqS8u1R/XjY39tWrlQ+S/l5Pd8j0e+WsQBNvUHoopWPgNL7+DmElJTVm+6n1mo1dV9TeuaJJLnzFh0r0hLJMcoZd8/60KK31nuyteYcag5b8UQJyVn/8xwrau17yzmtiTdIvUf6lVr+UW82v3XdHsWlEFJTVu2889IuDbthtb8XUZ5kXkv196Ifc1JrMzzEArTwEj1eW9R7D/qx9nxt31tzAK2z9r3pYE5ZKLy0sPMI24Hc3+sdK+N0NTwRJUtlSdsNi1gAQk80yriNeu+BA2jYS/R8Rq2/aen82meagsRLjbyX7AZKJPZo5va9J3soqTcW7UKs3Wvu6Zn2vYXtqE1Xo/coKdH51npZcsTebP2cb+9FN3LS5va95vik9MALpuSmt+7DqZSezZToB5RM8UVbNzXE2m5IcsQcvUdJCWc96HxaNM+JWNl5Lr9FSvi5t3ZJ9bukb5XrzyGk1N+17sNcmeKL5txDcPgeOSJJyf7eLXJEq/E66HydSHCAEjuPktyyJNbtrdqF0JmSfFvrYqkf2rZDU3rl2XE+a/X32q6ebMe0fgedrytXIg9POl+iu62YY8nntfbopcqSFit+GJe/ViepchBtQ/elRh/N5Wl9VjDn+Zq+t44FaO7xReElnwND6bxUPms645kDtOIlSlL6rGUnEe2yuCMDZeOtOAAKMzX0ba7u1riSm6Y0rQe91+KICGGsRPUjSt8988M4jXd+uFQHSZ1HtinmhwgbLyVr3Lwnfliq81oyVyfveBmnK0nvwX7E9ZCqj9WdAQjdlJQ5++FFL9bSlfa7h3Ng/F2veNmzvs/V3YtezEltHM4DB/DMD0vr5ckuSvappf3QKnur58Fayim1IV44r6TOWMQCEPquke9c3T3gSk66kn73EDuc1kWiTuixQvLDmjQSdbOwi9r9qm2bkLoRi8T8ya2zF7wkkVq7t+A2KH6oIZa6LmHXvOl6TlnS/BAhXE/NPXpxWRpiqetcvpUg+E2PNiTOI8evQ0jt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false
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false
false
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eModelTypeDimension
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0.5000004,0.4999994,-0.5000001,-0.4999999
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false
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eModelTypeDimension
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false
false
false
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0.2
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eEndArrowInside
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1
eModelTypeDimension
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false
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false
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false
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eEndArrowOutside
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Top
<_2xDimension>
1
eModelTypeDimension
1,1,0.8,1
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0
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false
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false
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1
eModelTypeDimension
1,1,0.8,1
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0
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false
false
0,0,0,1
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false
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false
false
false
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eEndArrowOutside
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1
eModelTypeDimension
1,1,0.8,1
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0.089,0.038,1.82
0
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false
false
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0.01300007,0.4899999,0.1601293
Non
Non
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112
false
0
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357.5
false
false
false
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0
1
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0.2
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eEndArrowInside
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<_2xDimension>
1
eModelTypeDimension
1,1,0.8,1
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0.01299997,0.1349999,0.1978073
Non
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113
false
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471.5
false
false
false
0
0
1
0.2
0.2
0.2
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eEndArrowInside
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Top
<_2xDimension>
1
eModelTypeDimension
1,1,0.8,1
0,0,0,0
0
0
-1
0.364,0,0.019
0.089,0.038,1.82
0
0
1
0
false
false
0,0,0,1
0.03199998,0.1349999,-0.02850003
Non
Non
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false
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19
false
false
false
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0
1
0.2
0.2
0.2
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eEndArrowOutside
true
Top
<_2xDimension>
1
eModelTypeDimension
1,1,0.8,1
0,0,0,0
0
0
-1
0.4149999,0,0.065
0.089,0.038,1.82
0
0
1
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false
false
-0.0002298212,-8.344698E-05,-2.304881E-09,-1
0.01299997,0.1349999,0.4011146
Non
Non
Non
0
115
false
0
0
65
false
false
false
0
0
1
0.2
0.2
0.2
1
eEndArrowInside
true
Top
<_2xBoard>
3
eModelTypePlyWood
0.572549,0.8156863,0.3137255,1
0,0,0,0
0
0
-1
0.5619999,0.009,0.4716147
0.91,0.009,1.82
0.5
1000
1
0
false
false
9.795292E-09,-0.7071069,-1.16736E-08,-0.7071068
-3.300543,0.004500006,-0.3708602
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
116
false
4
4
OSB合板 9mm
true
false
false
<_2xBoard>
3
eModelTypePlyWood
0.572549,0.8156863,0.3137255,1
0,0,0,0
0
0
-1
0.5619999,0.009,0.3574305
0.91,0.009,1.82
0.5
1000
1
0
false
false
9.795292E-09,-0.7071069,-1.16736E-08,-0.7071068
-2.88102,0.004499979,-0.3708602
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
117
false
4
4
OSB合板 9mm
true
false
false
<_2xBoard>
3
eModelTypePlyWood
0.572549,0.8156863,0.3137255,1
0,0,0,0
0
0
-1
0.5619999,0.009,0.2831602
0.91,0.009,1.82
0.5
1000
1
0
false
false
9.795292E-09,-0.7071069,-1.16736E-08,-0.7071068
-3.39477,0.004500001,0.1961397
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
118
false
4
4
OSB合板 9mm
true
false
false
<_2xBoard>
3
eModelTypePlyWood
0.572549,0.8156863,0.3137255,1
0,0,0,0
0
0
-1
0.5619999,0.009,0.1684352
0.91,0.009,1.82
0.5
1000
1
0
false
false
9.795292E-09,-0.7071069,-1.16736E-08,-0.7071068
-3.163972,0.004500008,0.1961397
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
119
false
4
4
OSB合板 9mm
true
false
false
<_2xLumber>
3
eModelTypeLumber
0,0.6901961,0.3137255,1
0,0,0,0
0
0
-1
0.038,0.019,1.403
0.038,0.019,0.91
0.4
150
1
0
false
false
0,-1,0,8.932022E-08
-2.323369,0.009499877,0.06058066
-15,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
120
false
1
1
SPF 1x2材
true
false
false
<_2xLumber>
3
eModelTypeLumber
0,0.6901961,0.3137255,1
0,0,0,0
0
0
-1
0.038,0.019,1.403
0.038,0.019,0.91
0.4
150
1
0
false
false
0,-1,0,8.932022E-08
-2.03337,0.0095,0.06058089
-15,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
121
false
1
1
SPF 1x2材
true
false
false
<_2xLumber>
3
eModelTypeLumber
0,0.6901961,0.3137255,1
0,0,0,0
0
0
-1
0.038,0.019,1.35
0.038,0.019,0.91
0.4
150
1
0
false
false
0,-1.213039E-08,0,-1
-1.75037,0.009500119,0.03408066
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
122
false
1
1
SPF 1x2材
true
false
false
<_2xLumber>
3
eModelTypeLumber
0,0.6901961,0.3137255,1
0,0,0,0
0
0
-1
0.038,0.019,1.35
0.038,0.019,0.91
0.4
150
1
0
false
false
0,-1.213039E-08,0,-1
-1.44637,0.009500119,0.03408066
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
123
false
1
1
SPF 1x2材
true
false
false
<_2xLumber>
3
eModelTypeLumber
0,0.6901961,0.3137255,1
0,0,0,0
0
0
-1
0.038,0.019,0.6
0.038,0.019,0.91
0.4
150
1
0
false
false
0,-1.213039E-08,0,-1
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0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
124
false
1
1
SPF 1x2材
true
false
false
<_2xLumber>
3
eModelTypeLumber
0,0.6901961,0.3137255,1
0,0,0,0
0
0
-1
0.038,0.019,0.6
0.038,0.019,0.91
0.4
150
1
0
false
false
0,-1.213039E-08,0,-1
-1.18737,0.009499948,0.2640808
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
125
false
1
1
SPF 1x2材
true
false
false
<_2xLumber>
3
eModelTypeLumber
0,0.6901961,0.3137255,1
0,0,0,0
0
0
-1
0.038,0.019,0.6
0.038,0.019,0.91
0.4
150
1
0
false
false
0,-1.213039E-08,0,-1
-0.9533697,0.009499948,-0.3409193
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
126
false
1
1
SPF 1x2材
true
false
false
<_2xLumber>
3
eModelTypeLumber
0,0.6901961,0.3137255,1
0,0,0,0
0
0
-1
0.038,0.019,0.4549111
0.038,0.019,0.91
0.4
150
1
0
false
false
0,-1.213039E-08,0,-1
-0.9533697,0.009499742,0.1915363
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
127
false
1
1
SPF 1x2材
true
false
false
<_2xLumber>
3
eModelTypeLumber
0,0.6901961,0.3137255,1
0,0,0,0
0
0
-1
0.038,0.019,0.4548158
0.038,0.019,0.91
0.4
150
1
0
false
false
0,-1.213039E-08,0,-1
-1.18737,0.009499961,0.7964888
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
128
false
1
1
SPF 1x2材
true
false
false
<_2xLumber>
3
eModelTypeLumber
0,0.6901961,0.3137255,1
0,0,0,0
0
0
-1
0.038,0.019,0.3574305
0.038,0.019,0.91
0.4
150
1
0
false
false
0,-1.213039E-08,0,-1
-2.03337,0.009499968,0.9457961
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
129
false
1
1
SPF 1x2材
true
false
false
<_2xLumber>
3
eModelTypeLumber
0,0.6901961,0.3137255,1
0,0,0,0
0
0
-1
0.038,0.019,0.3574305
0.038,0.019,0.91
0.4
150
1
0
false
false
0,-1.213039E-08,0,-1
-2.323369,0.009499845,0.9457959
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
130
false
1
1
SPF 1x2材
true
false
false
<_2xLumber>
3
eModelTypeLumber
0,0.6901961,0.3137255,1
0,0,0,0
0
0
-1
0.038,0.019,0.2643615
0.038,0.019,0.91
0.4
150
1
0
false
false
0,-1.213039E-08,0,-1
-1.75037,0.009499979,0.8462614
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
131
false
1
1
SPF 1x2材
true
false
false
<_2xLumber>
3
eModelTypeLumber
0,0.6901961,0.3137255,1
0,0,0,0
0
0
-1
0.038,0.019,0.2643736
0.038,0.019,0.91
0.4
150
1
0
false
false
0,-1.213039E-08,0,-1
-1.44637,0.009499979,0.8462675
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
132
false
1
1
SPF 1x2材
true
false
false
<_2xLumber>
3
eModelTypeLumber
0,0.6901961,0.3137255,1
0,0,0,0
0
0
-1
0.038,0.019,0.1685
0.038,0.019,0.91
0.4
150
1
0
false
false
0,-1.213039E-08,0,-1
-1.44637,0.009499942,1.067705
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
133
false
1
1
SPF 1x2材
true
false
false
<_2xLumber>
3
eModelTypeLumber
0,0.6901961,0.3137255,1
0,0,0,0
0
0
-1
0.038,0.019,0.1685006
0.038,0.019,0.91
0.4
150
1
0
false
false
0,-1.213039E-08,0,-1
-1.75037,0.009499942,1.067693
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
134
false
1
1
SPF 1x2材
true
false
false
eCutListPartsTypeSeparator
0.089,0.019,3.658
SPF 1x4材(Kicori便 専用)
89.0mm x 19.0mm
eModelTypeLumber
eCutListPartsTypeBase
20
partsArrangeBottom
partsArrangeLeft
0,0
1
partsArrangeTop
partsArrangeLeft
0,0
5
partsArrangeBottom
partsArrangeLeft
1.353,0
3
partsArrangeTop
partsArrangeLeft
1.353,0
13
partsArrangeTop
partsArrangeLeft
1.956,0
10
partsArrangeBottom
partsArrangeLeft
1.956,0
137
partsArrangeBottom
partsArrangeLeft
2.223374,0
139
partsArrangeTop
partsArrangeLeft
2.223374,0
0.089,0.019,3.658
798
eModelTypeLumber
SPF 1x4材(Kicori便 専用)
3410
0.551273465
eCutListPartsTypeBase
7
partsArrangeTop
partsArrangeLeft
0,0
8
partsArrangeTop
partsArrangeLeft
0.4578158,0
9
partsArrangeTop
partsArrangeLeft
0.9157269,0
12
partsArrangeTop
partsArrangeLeft
1.276157,0
11
partsArrangeTop
partsArrangeLeft
1.636588,0
14
partsArrangeTop
partsArrangeLeft
1.808088,0
15
partsArrangeTop
partsArrangeLeft
1.979522,0
0.089,0.019,3.658
798
eModelTypeLumber
SPF 1x4材(Kicori便 専用)
3410
0.551273465
eCutListPartsTypeSeparator
0.91,0.009,2.43
OSB合板(Kicori便 専用)
910.0mm x 9.0mm
eModelTypePlyWood
eCutListPartsTypeBase
19
partsArrangeTop
partsArrangeLeft
0,0
18
partsArrangeTop
partsArrangeLeft
0.1714352,0
17
partsArrangeTop
partsArrangeLeft
0.4575954,0
16
partsArrangeTop
partsArrangeLeft
0.8180259,0
0.91,0.009,2.43
1880
eModelTypePlyWood
OSB合板(Kicori便 専用)
12940
0.6501957