<snapdata remixID="10469066"><project name="pingon" app="Snap! 6, https://snap.berkeley.edu" 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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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gifO1MNR4H6bVcISIdigD+R6333KeReN6bKXvxKOH1VyWkDjSQWz+0pmuuMU294VxY7Bemw+cb82JeQSCLQUgYQDbiliCfm4CFT059QAXlm55IBgitOVj7yoZ7gsVsnAT66iU7tkTJlPx7iDRBBQk0my2/HtTkX3XhP9Bd2Yx3MSmlfv9n7xJy+yd5yR3frAKbOEbA0G6ZmeQ8IcxnShSJdF/ghE6qb1xQY67hVslWm0bzhVK4fPQ5DdLZ83/GL0YQV9kzSK0w0vvYtNMzi0g2CzvpuDxFRq/eppKLfE4rZuaxm/+0A6fdmDWSpEweDUyHfq8fTbJdyooK/MZEw82brn5kbvXnm4kca5fvuss+nucki7sWjpkss8J2yxQsHLQ/Y5Zb+6EnIJBP4bCCQc8H8DxYQOD4FtJyP31DIFxzvWmyJX8bjnhLI8/mZLLorNW2zleEeKc2W+x/Pb4laZx0UaXNXSqj+VA+gl2vKa1pNv9IKWRz43NNQsZZwGx+kD69NzrKEsdhmm9MXc7ndS1R+TGQoxRaZ5d5Y/NPNartYU5+v5/h3PWot7EdSk60ysU2TlsdSBx1Jz/RFvNLW72GK9Xo7V2WSDzOZav/OKJGeVMB5Il5nktESPVU5FSHFht6NY6bffmjW0EZ3ZtUvQMUNn58uf0j2pDW8iuGWI5Bm/ehJyCQT+GwgkHPB/A8WEDsz+5ArllY97YOc3TOn1MXs85zuUbCH4syyqJ9KPBte+ergjjHwubg2kdh4FCt6TuR5tpe/22XzatdlNMU/RgT28L8s8h9CqZi73jlF7GIPqj1Pt8znECfCeEEySi/z9kq8sZ0IADtXTmt+XWzl8qGCSkc8//Ri51uKLAPyuYQ1dK4/xAgboueGdektasckMBMF+y1nowHUy+8fdo5ql3IRCNzKjxwZEss8sZ6KAnn6qQTXsv86mVMDMo/VwOcOltheUVaIpTjnDaH2pyZZgmJBNIOAikHDAiffgRyFg9ecSwo53tVBM0T8IB+S47fMLCSY5rHEchnV7Mf6R6b4I6E4y31+Fn6aGW3l87YRIT70dq6WTsgpYrwW4KPQgU1xSf1nm1SBucTNLvA+Rg5pST1ZmcboGLwcEA1IWsSaeYrOc5wUslGnNHXbltfxBcwsr5MdPc1pjesFmI9KNMPtVXau8G6kFWCtz+VU8Wxo+f7WK/iGHV9skk9Z7KZ2U4p9GNr1aoqOprLncOxloZwzyf0Lg6qhcQ5dAMltqFd27HVUfM/DoV3RK2kV/IeivFCdq0AHBgtF6OC1tjcldQiPQsIrSEpPsgMadqpZTB3drXfzBj8Eg0Xf/RCDhgPfPdf/Rs7ZPJMNxmCKgq6aYEmwQSVyn3MriGQWbjCLu8DOgW+3IUbybOrueq9hPP1emegbn1QpuMnIZ6LdPQzmrkJdw+Lu8ghfNDB4R0MtJZkTqO9FJQCKNY5Zwl4BamdmYE9qVtbK4VsBIvSh6nd8fsNvI5iRBZtdeXv5qs2blsMKr9DSLf8Sa7xqTEgLM7hvkf5o5vjxKkxT3pUz0t5N2+xdbvCo0nj8zyCPqOQL2bmoe+4Skqa0seOHqNEuYjmKnMSg+53bTOVjlPLwD2r99IB8A/ZWgP4qeKMoQlCn3b41fCcWFQtA7pHj0WNjQAW5Ol40/YIpN7kBw+mDJoNa8Q4k+CQRaikDCAbcUsYQ85gnkC41LXQecuqp5ybp9zmasgj8aRc3zaSsNL7CoCzV0QdAloNFZQReVxiRRxbviG75Vgi4ounhycKh7UigEubrNtogOKY+/K8VaYyIPtmaJzAIe1NzApGwecPvbGdyt4Nxkh+GHfcDHfnVaJfzFY2rKjFwq0BzGHKFIlkVexHXEZn1MKiHKYpFNVF3HuSGHPCOfY6Lp2biVX9fUsDhd0j3ix8IMrheCdJnLH/3Mr9giR0HWEFnPfmUX8nEowNmpl7UuAMvDuoT7HLD8lCmcv5Ve1NJfOZwoBBkHOJx44k5EaUfmA2U4lI02+E+k+RRUcWLI8XKr/3AitFmrOH5EE9mlFnMFiMHSf0CYH+wSMgkEIiGQcMCJ96LFCFgZbFYBrjDeo7QqhR6O6ywFXZRDF03QWbXlcDpzvfqKYrGXWkHYwe5zpi6Rvlu59SsEXwm8HeZXSrFdHMlwLB4Ru/lUOWwnwFdC8VWolm+1ZI/fd7SAXL2q+Q7ZymNrTS0DetzROqaoygKu0zSOkiPrA4HsDG5QcENAMTxllT+iCKuUh3Eol4O8OsKRHexQ3lQaLxiLItfFtTdyoaMYbUQovddQoZnDy5rgJX0WcyINtMbmQRy+7WtwZ6Tnn0+jZ3KSd2d+WLyXoLgCXSSxIQADM/VwWpT3oVXAUqHxgD6SJfF0RMWjhNlKsdoYxCMNZQqrOWxvbfgoWSj64+5uBd+7u1ptn7MNJFOW+Q2FmmCZ3jsyDk3HnWeRegy8WQGdtyuWuPngY4z6yHd3l++yZg2WzU8xWjvHRL8EAgkHnHgHfjQCVf25IuSmf6zk3Iqu9NUETwlBWxRmnUNVh3I6is18yXOuA3X/1DpsF8l8pSm+0u3mDEzVN3NAaBfbZH7jtJuGBls6v0GRp+B7NHINK0xIYeV5ebuTZa5/MoemQFQVcLYD18tRDGn4rCqDbAce0WB4cCX/igegVcLjCN6RA6PnIVsXkIbGuyG4pFsRxU11WuXkaYKdwd5MizWefR2nKIcnZT49msopRWCdzbakACekpfBpVOeXx1vAVJnb3I6GfZbaFAgHc7DBpEZr8qTH9LVejoz+wREXs1LmO/DW8t6sD9U5W+i/7+TDO0ZWGmXJIcpGpTa/37c2ciaKe2Uav443Vt3zdRZ3KUHSu+HqWlej+BqHR8eksuDlraQk1fImDtOGGImqSn4xTci1HIHEDrjlmO3XPawM3kUwXVXiCMECBLdLu55u0RzG1UJxmSyKHyDUEMgt13BMKMBT+iz6xQPYDnK9gjwE90ibKVYe+a7DlxO9499WNbOA3prgX3o2RzZzzid4xeoXChinrwwH8kR1aCU8JeBlPTP23Wxllpcy9WDIYUC3FxsH/VjlvOrAfalpvBJvMlaOR6X5nsznzw1l11m4VwDnpUuGxbR3Brci6C5zo6cALbXJEooZg2XzFC2zgBs1QaqezQ3xbI30fJ7JnBMshlud6FJ9IGVKUObe34oA748Jss6vTmsjb+NwjzyKxX76rLY4UxPcka6H07zmV3Kh0jxHfIQQzOmqWBUQFDsOZ5ydqC/sB9KETCsQSDjgVoC2v3axj2eI0sjTTB4PwQwUlxtb6gN4KrI4QlOscdM59Bf952a6eFaO50JNkC3z/RFW2EG6e05Ykc55SHrxW3kb5a1dGzUZzT6S2rfakjwiQv3f6uM5KaR5Tvg+fWX0e2arlBeE4En99PiF6u1hvC8gP7io8S7LKucbAUfoaZHvuxvO0czhCQFvyvxwznVdW2t5Uef3pcvYDsm6hzQclstcjGjYuTm/Dkw4K4Iuq4ChCK6U2ZzfUuznmdyAYPTpn/K9VsO9PTJbxqDVcLyqcrIV/F5P4xw/dmzaRNu9HdjVQadDT8Huuj7zqzlJuffEihEHKEo7aRzvCE6OR6npZ8yETAKBpggkHHDinfCNgN2fF9QXHMAeujoOI1O3sLphZyuLFxW8YxSR51vpPkErxyu111Xmc3NL+lqnMoUqJrDDI/uIGqTlR6dZyCYU5xqj2BhJfusAetXUslBovKSXRY7stkp4RQge0gfGvxM1h/KIpvGhvqj+7rJyPf00zUs/OsqPzVYOr2uCycFZvFYnX15F/5oQz/Q1OMKXjhmUaYJbgrn1Our6eTm/oA82uCKSrqonSFcaC/UWlm6ca5INTNfakDl4NfkEuFeezjI/9kaTsTayWVNcHEyjzI+edTavuTv7o2Xz4/fHbboLxdWd4M/t4ftqjRFjg5T60ZuQSSDgF4GEA/aL1H4ut/VYjqv5lrfZRXGbWi4/dBvfNYTEzmKaA0OMIk5sDVRmjlfZ5j9GfuNAnHi67Jn82Qlxmcjn9VhBWvH0uM/tQl4JwcOp2dHver85mS47almooNyIQNhhlvCaCjEl9czmzqypDeYw7tegUl8Ujrx2m7WBMUow0EhjpB+brRxMFCfL2VTWya+xvCP56r5G7DvkH8bM410heFqfwEMNx3ylgv6BAK86NRx1Vg+qItnjkpgkB/jWyKaNH3tdmcdNztWEFx8waLTBu1YJK0IOE7udwQq/OiLJmeW8JxTT5VHNKy9Fkl9jMk1oiHQ9ev7xo27Euk1JSNHvS8FH7vH0aD329cKPmUOi7/6FQMIB71/r3arZVhr0CghWqACfy88jl+mzsrhLwcFGUcvoBH9wAjle5Ok9Mr9lu6CqGRzqCDa/9QEdf/sWAyIFafmdtFXILDTK5eU8HK+PlcFbCj42VjZmkjKX854S/MlPeT2XJ1pz+F5f7O0yvWZu8AK+1utHRU7vamjXmvEc2Nnli86nQ93PP/uMdjvbsK0tHH2krHfK0ebz3HACvz2e7zRF92AT/mw3GljBC0NkbGYxq5DNNXB6j+z4EejzTU5SghJHMfxKI1yFyiphZUhwdbeBLbu2aDonq5wvakIc06NP5I+FpvLrLM5UcEe6bEz3GQmrYpN/7YVdWwUHuUxnwKO7kpmTcxg74r0riecJBKIhkHDAiXcjJgKWzhko/kEnDknuiH5YGdWROthZ5DrQ0Siq5xtuCbRukYFah8zuj0SP2I2mz+M1VjyaOjF8h2gGuV40CNLya4dd6AV39ZTZjQOaIvWvyuB0B+6WK/ldw+dWCR96x/Nn8FG8cc0sbtegrd6AqMTawEqluM44Oj4lonkdx4pwFPQPucCrTa7WBJnpkhHxxnefV87w7t7HNeXPjpTzGxX/Qpa7Hz5ylPcRFbXNr6SX0ihRikljDQrrBO0S1tTAJd0zWevH5kgy1gbSELwi0zjcr45NirZ7bXZ32Ev7nj3r74Ej9V/xNZ137+RNJ8RDlsYapbhaCC4SMH+0/HFc2H7tTcj98hBIOOBf3pr+12ZUGeRKDf5GR4royA65iquiKbezuN6B7kZRy6NhN11H2w4OO2Q+ya0xviqP8SEYYDTgNW4YpOVAbmq1jxSiQs5XcLWRHb/QQfUxHFDbhq+MlbRt5IBL2ehonJt6WnxiCjOLmwQEZVH43vuzUtq1lXxfbtF24MD4VYoqr+UizeFyObs+0nmtyTvuh0G/fbvLeHiaeRQE4L1gA/7sN74guKeGcgWZg/X4u1KrkMcUfGBkR8/DfbySLppGCYqCMUb9kbtrn13CJzUhzux+Zss/vurmV7mBy4XgfCOtZRSiay1ed2B6vwj3wE2xW2ZxnII3gWGDJcWPW/xWE5QGHPqOMiLHDcTDP/F8/0Yg4YD37/WPOns7yDQFFwu4XEmKUAyVqzy6v4jNHso4R+M4Y1F9FSC/0FZdRx/H4XmZz9F++zSUM+/BwGGNEYHX2ExhOBp5QlEaL0hr8zz6JCXxgsz2GQB1Av/RNP4YLKsP+rFKqFSCk42BmPHmYg1lPC4T1b5j+4pyTgng5bOeFK+v+9yrD+xwqJztBbCx3uI3IZjXV/qz3+1j5vE1Gn2N2+rtXWpSIGie8xvNJqvQS2U6VI4M2xGpzbO8XfI7Y4zm9612KXZygBMOPdXf0XEk/dYGHkJRKY/mr36wq5NZZ4fvyfvo/uhSX7XJCikec+CUsyXl82wmuZH4YyR/aMm4CdkEAi4CCQeceA+aIWAGeVKDQxCMVDoXIBgmy2KnmVQNIzvkMMhY3PLqOtXXcb4TYpw+u3HBgJYsjTnDC3r6qxGB17gUknrrXspSVCYtdyz1HG3s3eyU2ST5Gdvq7zFy/VuW1d+RWiVsUw5pxhl8GU+HNYzROJwiF4dpD+1N3KAcDpdpXBevr+eAx/OY0vjA2MeEtdbmUaX4rK7gfDwd5gwP75uNiZxeJ7vMYqib3hUp5zeaPrPQu8M+xsiOvH5zLZ4TsG2MjFxlyiphewdBz84D+TqezVH1yC7+AAAgAElEQVQ/AjbwttCYoPeOX/SjoY7VFQzWAkxKl5zmd+ziKq960+9rg/zuHMGeeRYbhOD60Xr8yHe/YyTk9g8EEg54/1hnX7O0gnQDFihYZ1SFd7JmBu/jcJfxQWzCfjOLESguNhY3v3v8HI7uQX2VpKbGmOO5QdPors+qL+Hny+AGQmYeNwjoE4vXOBqTVsOxrEI+CwQYlHJZ/OPQygyuEoqTjVWMrtNhLed70YlD9YzmbF9N52QN4/c4DJWLudRzqBv5h6ZYEkyrvx+NhYOVw3J3dy8f5tUNX9AxtIdtu2rpkRElYrnZ+C5/trvWufVHwm7Or4AJZ8bJH26oyy5khRLMliN5uukY820eUYouY2T0o2GrhN36bjqJc8IlLFvalELYG9nrdOCg1FR2taS/G7S2qw07k3Xa9xL+xy+2+Ka2HannHMy38yxv/f48Rvo7uWiJfQnZXzYCCQf8y15f37Ozg5yi4CkFjxhV4Txeuz9nKTetY2X8Wr7WUM5H8EdZxAXVcHgtgVMFnKrA/Xs78FEIUdCNWpcgolGzcpiFoFzOih99HG1Cm/M4PAne9cNrXBekpeBRo6qx07cKWYbDvfKK2NSMrh1b+/PrGsUCuZK+PzjgEhx9IAG3pGE88CuyyEqCUXpR+A7X2sgmARfovaN/rDRyfDl8vlcwsMcsPltjeYFAv+nbgqNQlz+7Fk7qnhv+2PByfjX0wXrknN9I87EL+YOCa2R2c+azuSbTNcGA0ZIzomGhFJpdSo3MJBAPr2jPq8o50YE5Mo3jf5BRiPtN2n0D7ZOhfQDa10B7Ddo70F5AewK0E4r2Z8GUT6F4I2xWyqNCba/qZDTa4f5M8Z87jPr89mKLz0IaA+sIOubZ/EspXh4r61nhWjufRL/9B4GEA95/1jrqTM0gIwU8geByadfvYqwMioTgZb0sdnnACjgikKK5O+Y/iGqxS0E7l8xeoVYESHoD9m510Fwih1EgdoF6IoDzRIrL6ew6nhyWOPC31Pz4gVKxlsvK4+0QTOkWh9fY1VEZ5CwN/i6rSG2o03ySOcLhIzkqdurNDw43g+/31iJ7/oev3SCqNortMjM6n3XDsSqGMiRJcINexFnmRn4tFPl6b04VglC81/KzK2jX9gC+1fPD+bdrLF7QBK/30Rvn8kbTU5HH4ABMkbn8xnO+NhkolsfK+Y2kyyzgI4+Xe2Q4paiuzTW5UQhGOg6DrkyNXtKxeikHhJLZIjM5MN6cIz2/y2b6sXsY3dnhgNfassN1rELQznWg4O2GvT8C3PdyF4JdKHa7/3Z/5j7LwKPYrCmD17yfiXp55f5b0IkQ5whIFg43Tkrlo2U2q0KKP54lw3ER8yoZoDT+SRsOH3to4xz51swr0Wf/QCDhgPePdY46SzvoBcWMVoKR0ubtOkHzRI7VHF7RV6I37VwJR2oEXA5dd9fs7nDb0I714gjn8Jq1yUO7szdqOolN0hCFcp3xMNfpO4gCcmpdfuVzjPwfF0lq5XGbgm5GDF7jhnOxUrw818eMap6r+3nVk9ysIKiP5CY/r4adwWsqnI706uYVdE6q5RM50Kv8FLdVXMCpSQGm6YvC949WuWfH6zIt/i6qKod0B/6nLnBtjemVU7T7SH982GYe+QIqZC73eA7YZ85vo4+VJ7gGjfOaRo3PMxmFYJpwGDQ6NXY0uF3KIUqxXmZ6JSd9tyk2hwQUcxWoS3bSdi+sWNyOghrY1Ql23diCo+j1FoOVYGIfvf4uPJIhd9v8SSkeQHHrAOEV75h5lqxPvZpvMcsR7Bmr+3t3fE82IfiLRSDhgH+xSxt/YlbQ4w8+vE0Slx9a2bggwL6i9NVyJVO3wpE1+46U9zldd9f1hkC9IXBWBGGddSHHewXti+IfV7uWVYCehDZKuTvjFKe32so1uxxnfi/838M1naE9g6OUYJnMbbyrjYaEHeRy4FK9qj7tyC5gmIIr5CiGxkcQrBO4V2h8pZeRV1GMnpTESj2z+UdLJF0VF9I/ySFf38ceZpYzSMADMi16jd86PVaOZ9+VMj8cHLemkou0AKP76P4C2aw8KoXiTH0iG1qS89voA6aQz91drj6ynsFqnsl5CJ4NKQb90fAKRcRs1lJSVTJvG5n+1sxVNq2S00WAucrh6TsMbrfKWafgUiMtXB2rpe3tStp30vi+zU7a9+oV+/2bvJk+ycncn6Y4Vij+cnGDlKp5VRyK4mPlcOpYo3W2tNT2hPzPG4GEA/55r1+rrN9yGF1rNJ5Co9Kw6wOI6pSZB3GS6CLeplJbSMgrC5ck4A0HtULDeUOPEFBlD+NopXheFjWvmBPLSDOH3uITUSKWaO8oOAvcFBjtCZ2ala2ZnJXHSi3ATcFbed1PfyvIFiE4TbfZ4MpXFnCMJviHzK6/141pf39GCPi9LOPCilIykmCh4zDWGFRfXzZa/4ph9E1SPK0X1VeAssp50yv4kBa7mIOdw41Aqp4fzrv+oIpD2zp8ki49pqaYreovnOaEuE/mkuEKFtu8LhQLz5T+SwpaBdyGxrFyZH36zVyTkzXhBYZdPDro7zrBfJXeCP5pDKJ3PLvd53dZXCvgHgVj75Q8s/kjOie1pUKm0dFP/2gyayxWaDC1T4MdbSx9z1u8sw1O3OJww52p9axl801uRHDK6DhVqH6MrYm+vxwEEg74l7OWvmdi6RS7Be+N6nBkqgm9BYFT6oKmCNCZDmqr+M7NqfQcruecYrWqLHo4UCqL6BlPtulzO8cje5hOPh8oNPee2D2idrmNC3RCbrUfx69OM487NOis53oOKm6zUrwjWCWrmeAK24/SwWnHV8Yo7x47bvv8RHomO7whV4Z3cHYJf3AUtxmDODZeZ7d6VBIs1YvqSyDam7hchRgpj2pcl7ipLjOH2UKxTs6ud5prLT4QivF94uw87Tzud2C7kRvOgV1m8YwDRUMkz8Sz2X2+aQEHdXD4PElxetdRYcavApPeIcFyIZg4Wo9dsrHhGGaJh1OhkRkfr2mmR/RxXMhh7JRurHH1WJsYjMMEmUamH9ujyaw1me7evfeR3OlHT7HNjJ2KA1dDuoDvaxxunJrKx27feRb/Fg7TRqe2vrqTHxsSMj9/BBIO+Oe/hi2egRXkW01xRLCaLywCLu/xcAHLQl7QlPOGk8FyAefJlfzbr/ItF9C1VuNDWUSK3z51clXjudgR3Czz69M4KgkM07ygLTeSWhQkI57oSk3cI8bK6RwT0Fik5/qrBFSVQh9HUCKr6u22CqlE8Vs5yj0pj9/MDGwtxMn6v9nsOYXlzFfwpTEodmWnigvQAxplsgjZcBS7nE8cjcuMXtGPcK1rWSocHtBn1+eerrV4SIHVN849sJ3HJyGHYamTws5zmcVsB9bE43yus9F8kum4vN8jw6lqBSYH10IJGvPH6tFLNUZC0i7lMkdxo5EZ/epimkUaMFdA+e2SsY2w2sgkBQfJ3twWf6WiS6yxGaLBhD46A/3oWWp5pCOHDZHccrfFBAWTUdx4h8Ej822yUEwdLeN/VPgZKyHzy0Ug4YB/uWsbcWZmV04SGo/IKo6rQrvJQVy8kdApAwlTH1aewJWa4AK5kgtaAs2XZ3PQ7jZUysV0akm/OlkrhxIFBUZ+49q4W+CIGpKuECjXGW/0ZAi5QVtRm5nHRyjGGRPj8yl7DjPIKw4sSK3iKfe/zUKP1OMuIzv+MbLXP4MiBQuMlfyP+9+b/0nnQAdWazBWz2RpNEM3n0vnpGQ+kUWNg7asDdyKxtGyd/PrgTpddg4fh2o5O/XR+iCnNTYXaYor+sjopCnmDE5G8KiRW3/PvMzmbjca+Ezdc6wxm7kAQzhs1kIcERzN567wPNNzvm+N8ckmVTfAvhSk94D5MjNy1PndlVykBHOBqXc0obD0sC+nSNNYEOwVxr61bb3F+Q5MTZcNUpliKFtqeR8Cvxmy74NgcgUZSQHuR/CFgBt1x/v3O2Nky5i5Wmt/ot/PE4GEA/55rlurrbZ0bkUhVVVghYCHkwj9rit88oMjzKBMg8nBlf7u8H74ZXoVyfZWdsiixtzIfg21xjMYwUOx6CirCAx3A6SADHdXXItWECni2p7BNCVIlrnhY+V4zdK5BMVYWcVg75d6IY8j+I8c6e9O1M7YtwtbWb8Lq3qN4U6Iqfob9BVTIx+hu6lEbb5hu1zUOG3py00ctNthC0mkySOa78JLJ5PUext79XwCgvp8401VHFqj+LiPHv0jyMpjplDU6BPrqRdftbnRATnYR/Su9SQP47BLjuLWfc53oet0orFcxcLePSlwU35kZmSGrGkWk4GxDoydLCNXybLKsUQyv9EPD58+tLats/iHA2/19ZnHW2x7udsjB+tc2HDMaVXcgeKWdiHuP1jj5qQAh2ensLW1diX6/bIRSDjgX/b6NpudpfOS9p22wvlO3KUQ5xrULq8TqsrgHHcXIFd6gVctblYWtRu/pt3A1+IXEoik3MqhCMHyeIQcNhyl9u2KHbcIAKFzG+qz7yFDuVWCcv1zS1tBzIDD2SlbWG0V8LCbXlW9m4yMcdTEA8I6wft4mCBXNr6HtEp4zN1Zyszo1ZWsLBy9qLEjdcezN/KAo9hlpDWvLmVdQ5qbc2rk06upbWst/k2Aq9NTcHeWzdc/j/VCY6R+W32RhWUWo935DpbRd9yuoqoFHmf3e85euqdeyVfzbP6E4uoxsmWBd64us9QrRDFUDmxeCnDyJg5Kas9coXGA2MvYSVGYvT7fQM8kwQojDSPeGsV6vu4Lgmovn9UGOPjYlHBuerxWXMVp7jHz4AipS3eZnCwE93eBX7VRvP9Ho+X0rPHGTzz/ZSCQcMC/jHX0PQu7K986WwJbBcyQhOY17Gj15ylcIomVrSuvZmXx3XcO+lEvto6IwLzGOx5/Xj+E7mKqPyduEXhFID7QqZ3UaC55bBBwmZ7LKj/gmEHv+LWd4fL8hnfBDwk4UvdRGWlzv32RuCsbR+JuLeXAGsVq5XCdcUZkKk8ri+9FiEP1lxpTV9rlHOUo3q7eQdeMjMYfAeY1nCs0rpX5nB3BAbt2m30k9zZ9Zudxgst2JnMbF2vYx/88ZrCMnXplFlKoQbmeHT6qnmtylyYIjZZM9YNxnYxdwhAFTzsBBjStGnW3xW+c8H3vS3fI8C47WjM3MEIILpVp9dWgWmJHnexam1yge7ruv5DIK5VerMGCwTJ6yth0i5ldBbd8p5h+g8/grtbYn+jz80Ug4YB/vmvXYssruzJA+0pbpmq0Bw1qm0V7WicwVQkCxsrmFWv8DGZlsVVLJj24kC/8yEeSsa+lwFFsMvK9e8m47QsI7iVQLtAyG6YuWTO5B8UemesvqrXSoJcW4h1ZxSF1g5oFzBGCrjI7/i94K4N1KsSlxr8b53/apWQp+MvOXfTrFYHr2Mpi24HJ9O60sDlblFXOs8AKmdb4KNzO4U9K0EvOal60YY3JxQhG9Y1wD2zlcReCtnJC44ClJbZXhWn6mXr0wvTVCzipNsTzsj3dxIgwU9d8i8cVvDtGevnkvlrlcqQmeE8ortMHNU61uquSq0SAfCUYe2cwPh+2tYF7lWC7keYVg2h1W2tRHlJccYzhL2bAHehfJkaS4N3BMvbue47NfUpx5TZ4KaBxw8Rg6//faPUEEx1/sggkHPBPdmn++4ZZyYF3EaqT3OtELPtnnsh5wuE6uTJ2Ckw0y6wsNpPMKXKhv+jhSHo2j/NKAr7ntKF76gPRKQwb9q1CG+8ghklCZ9b93JrBb3ELBOT6j0S1UnhRg+eD1fWBYFYB7inBAXJU7DqzZgYFSrEidVVzZ2SVkK9AGBHuOq0sKtsmc9IhC7Ga4mFuYKAQPCzTGuck2zk85MBnRn7ziOMPqzksKcSmdNn8HtjK40MU4+VE3mo41pIq0jXFs4P16LnPVqFXknK5HFXP1z3X4hU0/jY2yCt+31arhCUK3jIywylQdW2a5eXSnuIGrk3aR+8YT6e5gdeExnTZO/L9cLz+7vPVJue5qVN9ZZiS0297yaZDW8W2wZIO8frMs3j7O8W2bwQDENxwp84/4vVJPN8/EEg44P1jnTHRJookbtQOca4OVkeOGN0ygK41taw3VvmjUmwKnZXFBq+6z4uU/xhYrWt5GMUumR/7CLLhGBaBV0G9IHFm/+CEZ/JpAIamTGC1H3sqg1wUgGv1qsapKFYhC5RCGaMYGfXjI4NrFfQzVjKuqcymf9G2Q1tWC7it6a7PymJjssM5h70YziFthmk5bziCh1J783zdMzPH411+xMiPfKy9xuQ/QjEuPbX+Hrh6Jv1CsFhO4PCmYyz5gqBWw6rBemQGr4pChgRchq7sxne980w+UjDSL+uTtZy/IkiVmfUfM3lV9KgJMU9oWLVBxk4V7PWzVq6MtZHv936P7Hlc68sYrrVZqGBZX927r29RKzbZ9bWiy4g4tJfzbIYoh1l2EuOo5QEh+KBmLzdM7dl6u1tkaEL4J4tAwgH/ZJfmv2eYTcCtWDODw0Jd9kCvw7eyJYYj2SQcLtA/8FeRp5ETzOLfCkYbRfznx1hfeTUyEGDzXkEvt9KPH102yRngLN9L6KgehAu72zN5wHHzcSf4O872+gT5TMFFsipMsv+DMy/0eJq/ldlcGcmeyhMYoAkekSsjp7FUlXCuA7OSBf0OG8iOH/QO48OAw+UpiyN/JFRu4DJNcIVMo353n8OGGsWwHrMjr9Ha8G6yIr1BCow5k9s1OFifEGbOatjmf0Y72YavB8vI5CNWISVKUWCMapwiNs9iW43gqHE62+KtkVnKFUJxS7JgQN38p1VzHiHvhOG+O2SYk9pv21e8YkHT0wG//a+y6NZbcNpZijnodO7bAsdfN0axiUVb+g8+tDGNayQb5lsscBTlYw2mTbP4q1LeR8iIO1tw7O13bgm5nw8CCQf881mrVllqkfRbUG+KDlylOoVyZBW/jqXIyuAfGiwJrmx8B1dF97MdnJND8JZAlaViftVUj5XF20pwk7HI/11aNFvMHKZ7DiPff2CMSdIMDaXrhNxUJczp3hHuX+RE/1Hdls4UHLrIav7UbH4FLEZgyezmaTPuEbOdwV4nmYNS34lck9ZczoPCPc4exB9/cMBZfKDB1cEi3o+KRTkfozHS6MU71njOV3CTrOVM8VjkCO01VVwsHLLTZX0utzWDMqW41ZhEaaRxii12qABdhzSJAjYLGQ7cZGQ3rnX7nKL9Dpuvxsj4lZ/sUi8q/T2l8VtjYJhcxCOvEFyvCcZOCjaupOTnRa9cz1WaxskyLXbkdlNdV3zGr9q28dLTbv2dYEtbxQHL8Y6RP0bxidD42HHT8hw+CQg+Pmwjn0wdGDkgsNhktUri0iEpYVauWG1+Jb2UxgZHcPiVOpunWTwrBJ/ernsBYIm2nyKQcMC/4IXfBnIPgTcduENLCaVo0C0YwbE0hMDO4AYFh8uV4QAfi+5jBWqcAk0gvlCotuA5tEoFZQJR5hAqMzDL7CyWKcF0Y5E/AotY0H8xho5727NZaQw0HvZPbG+RtB7UBElosWd/HqZyGGdM8vdLviqFHkrwoV3FIRk0d3BWIa8oRbkxqnEdYW+sDN4Wggl6Gc1qHrvP1WQ0+zRWK5hqZPKcOcwj9F8hHM7TX4zcx9O7kZuFop+axVOEWKJpnBucFf3edfWndBVtKO9r8CvvQ2Qm5wrFozI3esDQUpNKhEcs4VKA/tCsQlYJwTR9JEUNf/54JUdqgqVjjNiMY/tKNL6H4mE5iMcf2M6vduxillCkIBh7u966/F2r3CuR+W+Z5q9s5GSFVmUxQWjchmJBAGbmCF5z4JKHbT50DuHIpCSOcNxKX4IjFBypFEcKwREIPnWdc52TRnhMZR8Pd5ijBJOG6NHXriFmcy3u0iB1tGT0dJNfOxov3KE3vxL4Bf9KSkytCQIJB/wLfiVMAq9pqGU6znQ3wEjBk0Y1C2NN2TqB34la7UHnw9Qigbpa4dJRijkGmxvVezWRxwqS+itUfwHun37qoJrvQK0Q37ZZqAiUST77UXfBlTncpsGvZT6X+l2mCgJZAcQMSa1b49V1wFOA3H3BRy6jUtxmBnlewCuyqnlA1ZrnaNN5t+f8VsrsxtHEVn8e0qAiWMZ90Qaxlns5w/Nqk+mXdJ93F18ki+oDmyL127CBjgeafCFcF6i4RObjfVzEamst/qMcrur8JP3cYDQc8uQkD4uIbanJhwqyz2pQxccq9NieLpHZYYKShm1eJaehMW2MjB457eFfwlNK8YUxKPzBMs2laYRpd+j1BSjizaXpc2sTx+EwV4NxwTTK4vW/yiJHwAQEr4la7pnTjTWrKxmmaVyfLsOlIKM2hRhnciQBjhAq7JRxnTIcebKgt6n4shLv+uATAR+HHD7RBB8HvuaT2X3rrxpc/c89R+C733kfaaPHBFk3zfJOA+68Q1Icbw6J579MBBIO+Je5rtgEngD26oSucqdopvB1skNa1xj3v5UYxwhNyxEObp/HQcyWbPbFB12J0V4b8GUx1R32qM0HfKl5bFVuJK4qq9sp70Ur68nn1S2B3Mrhc4844uH6knfx+psECkCYxr7c4OoZDAjBbAQfVHVhfDxyDUvnArfmq6zid5HG2vocB9bsYokQlOrZ9YxSFRnkaIpTjVWxI6atUu4VpQxUH2HLoviUn9Z4fqOSKdUy+Jc+Mn5KlGvzmgryOxaTkbSVpACMT5kYmZijbn7FJqUO3HWWUX9EbRWyScG4SJSc8ywuFXDBaBn948guIVfBIJnJGXXjTLOY7e4m7zCif6TEWl+rnDMQLHTZpmRa7PSnq21GKsUEdzxHMPPvsr7e9VqLIjQWpweZH+99iva82GLeN7ChBD5wGjhmCDtoIfhKOdz/qMH9dTrm2ezd8T0d/9SLPdNsbhCKvk35rVtrT6Lfzw+BhAP++a1ZXIstkqaCOlkS8nYulSmcKODvRnXklJxKjLM0AuME6iQFj6pj7GG0q73aeL9ld7l2FlkOXpWeAXIxlZ/TPZiM4+2QFcI9tnb/vV0hyhSOS3lZtoeA65R3R5uUfS1XO4rzjfz6mr3xAIiRGzwLxekhwfhuE2IfG1pBNjoOI1O3RHZc3zxHl+92swTFS8aocEqNleFFb2tyFTmxbLQvIEMl8b46l5uNsfW/nCP1sf/ECaqWJbhVm37PJH0vXUXf2JHCFTM5VUtmQa1ObY9L/R1xFps8LzSeOlMPV/AxC7jRvWPVR3p3wM3aPIublSI41ohcfN5azvkI/u6+C/qg+mPmu0w+CSQxdJKPe9Omg1rl3ofNUwKGxyrXOM5iKMorkLBHaMx8VK8vWOHqXL2FI0QNKxdKDp4q/FfaampPscVf0agaHIz8MXFNBac4STwiFAvmSGb+Ywtdd9fy0RhJV1fX5Ar05AAbD9XpPE7EZ1yL994nnv/8EEg44J/fmsW02CIwGsSEALWnpBDmoK1K4SYHesjqxsQNFqmjFeJqAckC5uhUeKkYZgaPaIr1+qr6Oqd+YTKzuN0tayiLmh9bujpsuh/teMfWqr/yHLJwnbK7yy5zHbNkcyN2Ls+x5fChpjEx+LC/e1yvD1oOiKyGucHe+DO5XClvN3y3nMBfos3LDOIyaxlGFddEk/n8SYLJyjuOdusH/8XOoCrkMCT1g3CVoWjNyuIN0Z1Vaih/CNTQL2VIZK7g6mvpFwrrv1PmM88q52kheEfvHX1drJke1/ftoY7kfjeMu9Mlnf2sXbHl3am+N1jyuPUEo5Xm8UOP7pZdT1nZUM9ckwc0qBzdYHdX97z6dXqGQrznRcRn1q/Z5DB71PN3yuYUmvFstMq9wLfJQjBc7x354+kqk4H77ngPcx3vnKAXud6srTG9D6YD+xrNI8Lj2dHwebHt0YQeMFj33pWIbbxFqpv+hUbRAMdLG3t8TIOCD3dbvOgInrtTZ0FLxk7I/jIQSDjgX8Y6erMwScoUqH85aKemUvNDVK2VwmKXgtCo5jkTeTBoVwvEOIGXx/mopOKlhjBYGYxRMNBYGT3vNaaDGcbTAqr0RfFr8ioIbKFH/xCO65Cv0+A1nQrv2Lyu2dfyB6W4RuZzSkuWK1JusNu/Mo8jNchHsTM5iWsOu5Vmx+Km9Kr+bNQDHCzMyFHNri77Kbp7O9QSPmItbeTK2EfE1lDuFIJj9SIuskuYoaCbzOTypvNy+Z7ReEXBvUY+j7jPqzZxmuPwiExrzr289S+k1NTyCIIODuSk5vLxOosPHY0r+wbj35MWW9wTLKdnZ5M0AdsC8GBKNo3ei4Y2zrM8lq4Xxkjv70bNKqUEh6VyUOPUorstbnag550y9glBU33mBu5wKSc1jeHBXqxt+vwqi+P33fEeL0LcMyfV+5iI2tZaVCQpzk9rcN/dkveqTrbY9iL0jx2sR/9Ic2Wv3ELXQA2LU6Cim0aHsTrn1em42+Yypfj9HTEqWLXGtkSfnwcCCQf881inuFZWw+FOOOL5zwahRoFWVpDt2vZDhjm7218Mwv2lMX/fjjciT3LlCfTTBAvlysacwXGN2CdQPZgDnA68qwQPyEVenqfvZtHNLd/3b0lFo0pGVg4rhOARfZZ/FqEKkvsHcF6taZAb3NAQawZTEVwlYLye25gW0ZWzUnhGwetGddgBRmtbn6JXTSGrnd48nvpwdB5tcxgnC8VSkulbxxZml1LmOOQbg3Dv7L32+bX0dHfW++b7UCOby3ld03i4Yfk9O49hyr3jVjwmJ3oVhLy21vKOxD9Pj3PfahYwLtSGu0Jt+D55J+NTRzY+so0077kWb2ohckd3a3w3b5XwN6XobAxq/vF2t0Wxgll3SF70+0KYG3lQKE5IbsPww3o2/lAav5UjQzVMEIILHId7HvNxr7y2iuE4jEuX9ffSfm1pKresihHK4aLBMvadv9vvms107hrg/U6CnTc0qBM8uZSkpN58LeUNhJwAACAASURBVBzSbk9tzobWWtsS/X4eCCQc8M9jnWJa+RwEfkPgTYF6XuL8taFwVfuDr3Uc7W72tN8DzAmhHu1GpR1v2nYG36A4Ql8Vn2Qhkq7KoR4xxbsaDIiV49q07ycc3qmdV6FJPCvZ/ENBATPH2zXMMPKjk99HsqNpbnBTmcqZnK25R9KwUOY2Zt6qTOFsIZhiVDEgFl7VJ3JebYAZ4ho6O4qpqaMiBwdZw3gHxeOyyKtv67WKVzkloLHYUfRLHYT1xbXoe8PHzgtkfvOCCtZGLvVKJ6aFHYiV5x2jD3cE41MnNE5N2udsLk+PUmTBepJrheJ6BeuqD+fjbT05cIj0AvDitvk2nzoaZ4xN4dM6YbuEqxRcs30bA/qOaHxPfW81B+x2+LZ2DwdM7UnUO/+GA5vlPCmg4/YaRvRtcO99dTWHObVeLm+OEMxUgnse0xsXs4g2gbUmLwt4po9BzJrScQEAloarQV0yRPJbP/J/t8jbphixWeOfc/T6ClnTLB4XgnW367HjAfyMkZD5eSGQcMA/r/WKaK1F4GngS0no2jqBKrqNctw0Is3pRvvvNxnff316S6ZqZfCqA/elrvTP89tUvzWMMUpxgxZiQNNqP7Fs2Uy3w5PAdcLTGt4JuxSMmuAlfRZzWjSXJrnBTftuf4Bf7dztOWEj5DC+26QwsYId5GgVTkfqEWs8O4N/KsHz/IkPRdh53qxnN/4Fb2YxTUAvWcTvm+oyS7hLKC7iS3J53TtuLdJnhSsORWrWRl4U22jLWxysatnYoR3jO9/QnNZwzWekiDasS5f11KJKoVmFXC/geqHxvnJ4UI7izaUmFwuNSwbrkYOumtoxz2JPis5B5/w/9s4Euooi6+O/6n4JCSgIsuR1vwQVVBRUVhEQHUVwQ+ICOI46KijBXWZ0lBFEllF0ZgR3gqLgqCPgBuIC6rigIIKKCqgDiCSvO5HVBQgk6b7fqU4C2ZNHYCZ88+45OQG66tatW493u6ru/f8V+sUO5116ovgAkxPtU4M7/TIyPpsLMbhmtF2Rwal829wvaVSYxGylyLGPCkqhArlyHUmJidxefNw8xdzFfY+V2xVXt05fubQzhA872LSM5fNTVdsFUd4X4fkzU2sHY/m0y5Oez9KlMEAge2qkCGRmrENfQzFhtFX9i96+sDmuo355IB6A69d6xGyNS+hBwe9l43cNggZpI6WofnelPmZW4ewhSng+nFt5QkqVX/LduDfgsl3KuJiNKtXBvYAHxCdsz6l9LW/RPFK7CupfIJfbZAd1r+6N9A54fh+tPiCWt9fFPF9K1QZXNR/3Hm5C8TeB6+yRPBkNk2EoelguAbJWZeJ2posYvGIvI00/jz7LSRosQ0GGfUXR/ag7gFN0m0SDDi1eLoLJLC/O64xhEbfRkp0czyPKYKZ1auVQk869XK0UU+Q4PI5ksvqFsVbXyneAKx2+EeGJRm/zWMjgFlNxsxAAUExO/f2eDO/5UU5Xijv72fSpab2fyaVloceKIcWBbPMnNN65gyXK4B7rN5XvLMe7TMHnu9ERJlWn31lBmiQwW4QPU9txW0nb4S4jgpIieN0XJj4R4d812Vn++UqXe0UwO9RAc1gbvQuyuVkMzjqzFi8UJfo0eUXI4KErwryZ4QRXHlszbYbo5xNc1vrCwLvsii8vtbEn3ubA9EA8AB+Y67bbapfQZMHPtfEnOqRp9KrrPOT3aWQHAAVOmC0FBbQ/bFPlX/xVBpZuXCjClfaymutUa3Khcz4LlOID65Wqd3WVBjdSzxSUvi/sY5P1UTCfG3geISXP47dtp1SePVy5LnOGX6o2uCqbc+6lmygeE+ErHqEhwtu2W/U9ttMtKLVZZy3bQ4mX/QynGvCm+PwxciWPO+ezzFA8FH6lcoo9uZEGjh8E7SX+RbxiwsUCF2tgB4GZ4jMzcgabVz9Eg4bbeUwpjlfCdbvSiYYMxmhie2Vwt3UUmeXn9e1qBibm8kziD4ghvCgS7Hgr7FAXROmI4ul+Np1qWs8nHTolCNPP+C6grewncKFSPGufXhaYpLSe8S7fm4r+fw6zqir9AcCGMAthmn00E3W7DJdR4geE9l8WlxQtq8m+qp6vdMihkDPat66YyBWLzrcd0gS+RejZL1J73PPy5BUZDi8AhZk2l413uUeXsI22g5eMuPyPeCAegA/whXYxn/HhnQJS5ybir1XImRbZwZeUGw7AMJ6yc2K7Nw0CXTdSlfCptYxwXV3kpJOqFEtEca39Ss0oTqXHc2n9O5C/gepjsf4b94aAzL0/wnCEyb7P5NQpNSevZIEVwvy2EOP0NApq/BJ37uVhNY0MTuIq61meq8wHG7sQLlBk+QYpkU/ZXLqN8w/64jOKFXRnG79ID15Riq8NWCEmK6zfFd2tBxjS1wcJV6usR8pmjRfX0upAfDFb+VjW0gaPV+2R5crJvg2oF8cgNMLgbk3PF53Boaiio2ZpwPztJ9C+8CBebx/h1srmUhxUFvazaV3Vev/wNsckhuiXF+KyBoV0URJAji4IwfxWp1cNFzomSscExcxRNkdXGXyLADZmKeF26+g9WcwZDosF3ppqM7Yun8OVbpBJ//sONmfVRY/uO98JapHX9LP3JLzVRufTDpsaKNr9rhR5xTCXZ5SQZAt/MQxeHWVxeG10xdv8//BAPAAf4OvoYs7zYYqB3UeX9Nhk7SYRiIb5g4bNi7ixlX2UuMTpGpRrnNbqswAHt06Scz5n+/CPEHRv9Wps+op39hkmCaensDaobXaGkSahAMxfH6k+UqCYXBNzUlW1wZVNzLVoJwl8SAYNfLg39c9FO7IyQbZLkEV9qL2s8szn6Pn0UYp/mr0Z6jUPdk0dFAHnrv75VSlW+F9xlFL8QDv+ZBXwtcqoBH/6fu7SwBK0Zo20wFaKF5Qw0+pTth42+h2XGwWMkyy2symotZ2md7yRK/j3l7k0Cnk8i1CYaHPZkcV3tyXzeW8DBxUUkNPP5uCSf1uWSULKkfRTBDXd+idZB9x1zfDXN6fBpZHaESFMcPiTD6l32WVfHHZ/zooANp4vrvENgEC0ZBTdG9+WadOjTh8+YJXLfISnj7WDXedeS3BXrrirnx3bS+2sbJK3GZWTV2Q4PCnQIhVa+oq7x1joSoC4/A94IB6AD/BFjmIuMjlkqk+jST5+m9IsRUH9r+LrSE5wVBizRLsGmMi6HKlOX1q7v2gv4DYlnGu9SkwJYUHAJU3jGJ9mkXW6Aq9E54brSClQAc6w/nlKYHLk0arvB6uqDS7vHDfMMB96hW5irKexlIWdiQbXtbh9D/Wc040fTaFPyrLK2XCcC/gSYaL9KjpJroz88AyHJyznWZVIghzLahGOUyoIzKsQVujdsuzCZTO/AzxTuC5lJN+vf5sjEsziI2pFoj6iVvqYOosdSgUZzbdwCEs4jO40YJx1FGOV0hvtIlkRZbIy6FkoXH6CXZa3eYHDsoN28GHrLNZh0E+EM5XiI3wWEGJ+SXLVUw5jBWSoXTW2dOnJTnB4x4MHx9gV64pzVnOt7zO2uMb3g9L9Mlw+wOCxzJSKtcaxfJi/yuY40+Ct9jZ2LP3Kt9UJbG87fKdPFfpGag8Ko/UE5BUmbw2xaFuZDcOiPNZEcVpjxZLRVtU5B3WxP963/nkgHoDr35rEZJFm/xFScsCYGyFrcunOrsVNIpxo51QEeqjNIE4XbleKltayyuEGa6OjQmC7gBkCv9qvVF0vW5Veh9SHAdsm+8LybaLXc6hS3ByU1QizPJ/JaVMqBsYcErr51dQG735ZCPMsivdst6hkqJjUYXgxyMVL0S4MNxR9rWVcVJm90fP5u1I0tV8pSrIpL871PKcUhdYjwf1mIBqsv+cuOhh6h/wLF8k2zpGG7DSaoEQfXcMKJUW/jQS+9sO0VbvIUNsZJDtoKIm865nc0nogK9d/xxEJMEagtwF3h4/ec/+8yuUWX/izCZd9/THv9jiUfqZBPx/6eyaHF5p82LCAxxsUsKBZX34ub/tTLk8o+PQqq3rAC93vvo0cnJ/P1kKLhmPLce66/2aUCJeaJoNS2pZdq+FR+otibKZNl735nJX0WeEwQAkP6ByEY+09GdWx6OzvBPfclwwSmrcy2Hz2XgTI2pBX3OAytaUwdKtPi0mpVKD7jMXmeNsDwwPxAHxgrFOVVjoc/BMcst4m+4TyjTY3o/HOBmwOeUSqI2GoSnnuiZzuCXfbS6tnvInFhfIbQu4hLFGKJ6xXYisn0uO4pD4nqB02Wbs5dUuPr2kMdyVxi94NKsW8fOHBwx7l89JtHEIrTNTQFAqWVBnsw6xPMDmjZZTVJW3ciZwpPs+j2MAC0uiAg8UvFXRsoTE/0JrjWUVoz259d7vNHKZ3U6p5cQ2toJGAk8knOfi9i+Y0QtGYtQi/CISUQVJwBKxIxgiOgpOVD5KAQXOWqES+lMa0Von0FcXLeldsnc5LAXkBjEGxE2GsfTQfZS/gSP8QbkMYEtqOCHysj5YNmL/iGA5CeEcZ9O6bUsTdW0kAfkODh1xdi13g+CgDMbhqtFUWyzv6byYpoVtiAwa1OKxigmCGwztKMWOKtXf1uis2kKIKuFegh6G441irLJ1iTZ/Z84peANI1yIcIaw+HnWcJJ09XmHkwR4Q5CY2Y82rTiuVflfrM4RKBAUOrIa/Q/e5yWL1dkJ+Ek6bFg3BNy3TAP48H4AN8CR3Cvo95USpRXdZQQdwwT4hite1WjXtclQs29uLg/F1ssJfVTLoeixuj59NRZ/x6whlpc2rPcrQ7EJL2lsDy8mhZpW3QmcWuX5yEBO8H0IqPFpXdOIT+nUDhuS3ZE1xL9w3ufyWo/62QEBO9jwgfM1ht4EqVXvEO1PMwzS94QTVmihyla5nLictfBCzM4Gi3rfJpI8JhmmMWg7WYrDFMNnlJbDAasRtOtDL/qoac5CXhqySaoDhu9x2zSS4JmCRysDJ4X/TdbyonKY8hspMC5bNTzy//IFbnhblS1zC3j+zBM54f5QoMRks+vc+qJDhOi/KlAVdcVYsM4PEOU1GsHG2xG9Er+h3PKEWTHYrBRx5ZVEdcWq7J4kzD4G+Zkb2jLFyl8bt97tXZ7O2tAK+5RhkkmDtySFc+6aKzymG5gjm+x5zXW/N9UPNr8Pxf85iZ1KC4jcEABfMF5iQYzHklpeqsfE1eAaQMsStPgisxcJzL7wp9xm6ArX4h6VMr8X+Nk4k3OGA8EA/AB8xSVTTUIXKXYtcoi42JVU3DCQeUelPtnIr4wdn0+quBaBSfPCFAJ8rTP6r4d/DnFPdKfm4yU/IarQG1+5kHO/e0U8X9jDyFkWeQmNeKBbqtX5Vd7vlcJjC6sICTWr/O1liWYTVtGzci/11BzSqNllWZDhmD4WwqDsTCUkOYLI+bryi8dhaVo3y5Ya7xoXckh99XpjPalTcQZkY+Y0aF+HoBDyIkqVRG4dHBN+ggefRW+ZzETjQ1wi4SeBedgOWzIlH4umVLVqixe8/KU+bFYwzGhiPokG8E954nY/AbEY6gFYVK8ak05ic5mLOUPtlox30rsmmmzCA5a0t7O4CPDO6LFzhB4tep/SIV64KfctiIwbFDwmysad3GO/xAAWdfto2tDZM4otBjtEBu5OiqE7iGu7whwkuZ9h7EsJrG0c+/cekiwr2+YGJyR00Y2IOE5B1uEGzTIQiqH+mg6wlz3owQLRlT1/wqk7P6WmVBRAZlk7zDIN0oAtbQ/T/W/U2YO8cmu7TNmrxCw5APrYS8onQ7/SJwQg5bf1RMyffpV6hIn2btYZOqjR/ibQ4cD8QD8IGzVmUsLaL6k+8VGzdb5EWqm0Y0zBJTuDucW4RqFaXXaQp5QJCvFepZgcLiDNdkg+KjTkgWfeTZfMPFQQrQ1kP1MWVw9ClIsoFKCp5X+qOSQfSzAhAdqF8N02+IYmyZgOxcwEQlHKmJCWJdhh9ofXgiooPwhMoYlCrT51zHDUGi0qNmG/N674yURyvZoWr/hAMIxA/snIqQklnd6GZKkJgWoGPJGBKzNgTBroPaRjrbOIuWbEHRiG1skjwaqkIOEpMFCYqprWbzdqxz3Rfto+/QA8XFhuJiDLKlEaY6OCBuuCvSjtkrozwuKpjHZceE+UGP+bZTFAD7lro7fSCbZocYzDPgtittPtaoVcZBWJ6PXehhGwaW+EGmtlWgOCofjj1IZ2zBVhSO7/N5ajuurmpOAaOR4vFMOzYc8lUuE0S4WaNkHWvzaFX6z1/HIYVJDFAe6fqIGXgTn7n5CcxZUMkOdr4TlON9B9XX/A6ahZl3crAjThchHcWXOhgXFjL3zTTWVkdeUd7WCQ5PiPCtozBRXCke6ZmplZ/W7IvPRlzHf88D8QD83/N9nUZ2SZsCXpKQc7yN37k6ZTkpXOsbnGq7/DZKj3sU6mqFGmHxcaX1raV1OSdyNT4P+4prUpfGRpkmHJu4leTkPBrcA9I9RGhIKxaWoepz05nnKz6PvMpdsTrEJU0n6PyrELkijexXa9N/PTQNmWZUDffWC2QpYbL1WFnyASfMejHoG3HKZlNnX0db42se1/Ac0patxSVF7TTFLD7f8CN9VYj3KCRZ/GC3NBPFzFhrn2szj7q0cf4VBB5d+vNbkviJJNaqZIb/1JgzBG4wioLwBxvWkbLaZG5Dn9Wt8lmIj+2DnWcEkIlpDSXAe9b30g4SZIfr344ycXwP9+MGnLbFJGl4KsNULfluhznMUYo3M63a5Qd86zDAU9yrYJmRwMh2LfZkqZf4qF8uLRO9AFBGz1vje+vqgDmhncx99fDq73DfdnlW3wHHWvN7bg7n6uPs4jHXngXWFsWo2tAOjneCmuh7RlucOCwanN7cmGAy9JEw79dl3eN9658H4gG4/q1JjRY5pPUSmA0/XqMoHGHjBcD8VYlr0VB2Nd7ClmO/RdRKEzUihUVBPW1txOlGTxFmG4r7rKWxcwTrMaL0vFbBJB81NLVU4P9xAK0KjYA79k+RV2ODy9R6HVL7KdQ8kD4W2Qtrmk8WtDEwF0Tw2jg3cBUSlC9tMg0mpzzMa44VgEW8LRdypSF0EF0aJEF50HEUsFV9jsaKepAGLPM8VkQe5+vcsznLz2OWNCGkFB8rxcwGO5l56JuVJGjVZOB/8PnmN2i8qwEXSwK34nMkTdjmNwruMdsYgo9iowgbdpjaZyxp5POe7+MqcJY04p4CxRODI1UzRY2L8i+Bv4+pRbKWnvZwB/25/kemzRE1uUEnWZHPRGXQXcHI8klWZ0eJmGr3fa6+htGUnHMMxdzXaknc8LbLRQhj+sZY81ve9gEOfc9RvPi+sGMbuNoOJcyZVw0d4niXNYYw+E6bz4dHA+jQV6dGKFPlUJOP4s/rvwfiAbj+r1EFCx3S3hZ4ERy9Cxto4w2ubhrZ9BhrKLldknNfj+z4Iebj3iDQdeVoHfSV8Ir9WWwIQCW2ufTqLcg0UC/ZfDyy5N81YIUBryjhpPCcqqEKq5qjQ+olCvWAgj5hsqqEOtT9XRK6Cv7jNl633XZdx6UaNUofqcv32GyioXEin4gu+VFB6c/X+YmsaPAxfxShib2Mm6IXcJQpXOz/ynX8SgsSWUYSt9rvEEBmHmiSs4zT/EbcgaKHn8CsXxpwmihmdLAZ93YuJ4nHRxj06RcmqNWd5nCGoZhyVRV1rRO30KRgJxsLw0H5kb7iqFEyXGYLLJxqVf+St8LhOgPuKZ9kdW4uRxiFRUEXxQkIcw2DOQ3CzJmtKslGr8aioObX5VtlMKJvOLaa38rUlpBXPJ7LSb5HumEwQHzyxAheCua8Vo6zeZzLXxBCd9ncPixKhlJ0y7SrPrqv0bnxBvXSA/EAXC+XpWqjXNIuFw30T9bJLkYGqE4WXsCqUl6yOam7gfGAgBM6+N/PFDbaNCmSGyAk7ZW4XWjuK2YrWFkV+lNNin/i5KbbgyAsCQbmkDALg0Qe9/wA0SpDHyV6Gt4wgfnh2TUn+ZSM59D6BoUMNzH7tGLdj1UH61A/kD/aeGeWbxO9jhHG65ws+UEG9JOln48BY1hXNhjNeMRryKkqj478TD7Cal17bH1KjfCWNfmmPjx3v6WrGMELVur2BFRBAp+1jzBkvhOwOP3Vz6f32YcX3RFPi/KMoVh7VSUwkRNyGOR7XHFXZA/5fHXzG57Nibp8KjNClfkMX2fR1TADkhAlBiNLJ1n1LyI30AmFwe7ytQjz6uLPBQ73aZSzflbdg1558ooSu/pH6RGUOhEcj69J9rl4dmqQCMl4h+v1ffIom37X/UhPr4BJmZE4W1Jd1rQ+9o0H4Pq4KtXYFCVtbcC0Q9Y7LsZIwWhsU7h7N1nSNUrPUQq5o+iud9ET+t+dMB+huN92a0+IXt4UHYiu6cosBQX2stgYjkrrcug1TjMdCQyNsEhjCvPDeRweMuiHKoY/VAG+8AIpZEHktcprUkvrdEmb7CNHRcg+p+oAbOpAkm7jXVJZG0cnICnOtN09KFHuhVzg/8QoVUBndRBvyFaaKI+mPoyNLI392PxA+MhFv2WwYTCmQJG8M4kNXhIXRPP5vYL+fW16BwE4lyOUx1oxaVOaF1g/m+AGiURfjbbR4Ck1ynCH5wS+yLQpw2dd0nFllL8ogxsRRpZPsjrX4UYFg+cV21XjYDU00Dt+v5A3kk2OPqUWmd41jafJK0x46qpqiC7Oc3haZyi+bhdlh09weND3ybkrlYk3bqZx/k5yMm0a1TRW/PmB5YF4AD6A1sshTSMbtYmQFZTHOIT+Cv4GG383cb3DSZ1V0a53q4E/IswnwW5FS3aYaxScFcmJPeu4vJvcrmQKHJ4sDGr2WUW0pNq4NYdeg/WRtAd3prLoofJ9nAH0xSzGIfZpqVSA57tAQyNar1UsIVrHYUmJ+D/ZZGnQikrFwbhOUB0ieNeVbxC1OUr5LND8v86F9MIPdn06WelrcjhafD7Bp7+Cu+3PKmJD12bOB1ob57uAnWf8rgS27Urg/GzFb5Xi4L52EbraNIe7leLwIdYeRC/97+MdsnQC9ehycJeVzf+aKB0NxfwUC7v8cfVKJzhSvtdQLDUKGdkurWyS1XlZdBOTRb5J5zdS+Hpf+HeBy3sK/tnXqh3Pb01jTs/hXN/juiGRsmAk5fv1d1mifJ56LULmeIdvNfpWCT1hRpS1Ppy9NzSMNdkXf/7f80A8AP/3fB/TyMUk9WtNaJNC1vdFAdjUZSKLbLwiuER63i4wTsEIm0WaYL6MCCTkhNmkhBPCuUXHiHURt0twD3dmIQxqvawY1SlGhevp1T6E6OPer20WDauqe+6FHOFLET5xMTHA5xoEQcGC8Kt7ACsc0jYaJB4bZk2lNapRjFFgJEUorICPHW3DncpgEMcSkiL85JlSyExjDdM5iK5KmOEVMjb1y5rZl2J0Q71unv0dthg8Zwin7kwkujUUZD+vb6R43vfZ+p3Jww19xkYUb6itbO3QgW3jHf1+yCmjW9VMvDEsynRl8F2mFRwvB7LqB8J+iHuVortSFZOsStr1d/lUPJ58PXXfBMv5Ljcp4Zx++4A1qcTGJ11uNoX2V9lU+fnWbc/RR+whPmktXJQCD4629/BeZzi8iuKZTIvdZBX1+kMTN65WHogH4Fq56b/fKEraMwq+t8nSpASBOGhACZ7xOHFN0V2v7BK8Eaks2Q2fWN5yJ4WHMNhiu7UD0q9p5jnd+KMv3OgpBqUtJeAg3htx6fmED+0NZIjF4m9r0uGcX7QzFoKA3EwfVQc75FfTRokYl0X4YXllOqKEHgA/GsF/QD9fdz6HJAgXK4OLWU0PGrAIm7vsuXwc7UYf9TNPsp0UdTAzrG+p9K69Jlv/vzxf9z1v7grRwzNZth06JsI3IWFDgeIYH9KSCPCL9VqECsDzYVsDglIu/e+6NnqL+EE98BYDtijYstyj6ZchpvZI4Jj04hIinWSl4F4Uj1aHZHWew0MCB80rJrWvq5+Dml/N85tAr34ta8/zW9O4Tzl8huKjIRY319S2v8MNNvwhAu+MLhWwh7lMUIr8zDDjatIRf37geCAegA+AtXJI0/WZmRGy2pQ218V8XzhmJTS+ViEjLBbvhvuralpOmM4KXrIqgVncW1c43bgKn4d8g0GpS8vW1MaiM0qPWwzUWB+5OsLi2bXtmz2AtoYKAvKZLG7RX1J3rCKy/QVDmG/NLZsc5WA+LfCBke79LBqUouiIeaYvzDQ/5QFRnFUQIT9RGCNbuJBd5CiPflZOHI1Ir8cql9YiPOsJubkKfdd+QT+bBU85vC2K2UMtpr63jqS1DTgrz+f+0w2GIjQzDJp6QjMFzUSCIB38+SfolAxmA9DfRY2FoMzpu/JJVuU/C+dl8zsxGLUtn87vHx6guNVZ3naCmt/v+0Vir0mvavBpTsCE9evQGna/pfvfHsXZCp9NjQTJWYEMd/itCBdlRhhU54nGFdQbD8QDcL1ZiqoNcUjTEHmZFln/KGnl0qMd/Pqp0PBrgwbXhFlYbflNmcAd5j3gYStn3x1nOV0DOL7Z4jMk9fPKCexr42qHk84AQx+pP22zaPduvzZ9dRuH1CcJ79yuTtroFR9XN9a7Y3137As/Gx8aj8lR0gxbPsdnZsNEXmg2m5+L73/fJsI0PMawke9VIUusvWSSqq29B2q7lQ7PFsKxGyEVoVdU0cITZh8stBlcnMk7zmElIa6+qxWLK5tnRjZHYrBckrGmNuNnXfrz7xyaHV2KsL6yfuflcrh4fC7Cha9Hgs9ynUQE9W4uD/teAL15XJ2Uler8tMMjIoSHRGqfczFGSAy57FgG2b7i1tcsXgoCcBYdxGR2ps0x+8q+uJ7/vgfiAfi/vwbVWuCSNkxgkE1W35KGDj111ucDQnS7kNUhonEuYpBoClcquNDO3fOGHUP3Kps6XQMgBV0rfK/9We2yXytTto5uKQkkTDMgL4ld8DoK3gAAIABJREFUQ5vxWQVKvKqMyCZtrAFSclS/4SKOLPA4Ux9VKziEBUYqh6iRtuuV4ejNPoInDRisGrLQ38LRhvCCtZc8yvvClweCjpUuE3zh6q2KTdu20yU3mYdEsXWoHSRu6Uzeu3w49C678qPXDIdHlPDzlFJEELWZ93kOb4rw4bzInjvj2vQr3+atKCeYBleIBPy7C32fRWelct/e6CrfR3Mmayzt9Tanj1W1x/ke63CeCTcvVvxVCc/g03lealHOQYZL/q5dNJ6+j3b8+2KecR1180A8ANfNf/u1dzaRZBNjbXEA/jiLnm0MZBKog8AYoVi8WOE1t2BHrIY4YTb5Jj1SS9HtxaqjsvZuF9oV1wq/ZC+r2z2zQ0/9ZZgO5lCbhRqLukYpfmHpVhVdoYuxQhG6OEz+Sq1Mo3xptCO20Il8luDRR8HNVk7NXLc1GvM/0GCFyzUIj/0sLF1RyEWJCaxVBt2uDLPynihHeYoPR9uklHfF9S6tC2F1osJ+OIZSn/5OUKPceZ4dwDzulSxwuQzhSoGjDcV0z2PGWams2StllXR6yuUmhKs1cEltCCtKq5jg8LAP2XfZ3F9+rhkOn6MYlmn9/6g531f+PpD1xANwPV49h9SnFKqVRda5Lid3AXkG/GctFt+bDckG5mYbr+HeTMEN83cfdkZy9tDQ7Y2eyvrkdKKFZwaAHV/by7ixLnqj9LzcQJMCyI0WizNr0pVD63MFuU77rNIXBEw3Aa+L3x2/wONuBRdoZiDRyEMgHvwuLYcFNY0Tf77HA19n0U+ZzN0Bq1YIs5Wi01U2ATrb+CjvKcXkUTZzSvssQ7MDCYWZqdxWW1/2d4J7/mdpQKd5zWPLRH8nh2N9PyiVuhLFMuUzo29k39VwH7uCxISmtL9JcawS7leKPldZ1JhMWH7uExy+KxAuHltM9djfCXIq3p9nM3FYNKBxfC/T5una+izern57IB6A6/H6uLT+u6C22fwwxqHH/aAOtVk0VJucDbaBucTGq5YJqarpZbfkeMPkDTunauShurhGwHC6BkF4l72M39VFl0OPTqB0EP7YZnG1Ad2hdSfwn7bJ7ljZmA7mTtXRGysh7vSFxxMKuNv7Xr0lnupAM797eQKGutj9v9T3iygd8xTvblM0yZcgKWpugvDkpz7HYHLy6FJE9EOysBJMosondUrx8WpNvjp7NY1DjfhcfO6YF9EwrLWTdxwu9giuXDoB05ViRl+Lb2rXu2yrLi4NxaOtZ9JGKdooj7ai0ImRbTVyWBtwzwYrz6TfjSkE4DKxyD05HOsJ80Zbe7Cwz13PESqEzlc4P2IEaGGtMi3+GIveeNv664F4AK6/a0OU1vo/mh1h/R8ceq73kf6pLA7ABrJJPE5R+HwEf6+TRpwwC1BMs11m1sYNDoPSBNoaqDb6tyBtFRwp8LYJE8PMrlB763QJCNlbJ5kMOnTJ3pMTCF0ScmgwzUdSQ5h3pPDRkspszqVNS4/CFTbrW5Z/nn0clxorzWeks/dqSLh7UxbrDslX7/CL0VmFjO52QcEXtfFDvE3lHngrh/amz0d58HYhnHIQrEVx4i9CqBFMNEzePjTKwqlh/qyEgZkxJDz1dwImrtx5NRDaa8sW6OQuFex09Y53lfjMODO1domB3TfTOG8nbQ0pCqw6wCqhLfo3NBc9J1ijFGs1S5LAmpDH2hsSaOb7vP+B4qOvhM5KmPhFhL/H8lkZH2UEcPToSNlyt/NcfifCqBQYaSquy7SC0ru4/D/wQDwA1+NFdEj9LajzfVJnKGR0hEU9S8x1COmkrL/bFB6/t1Nww1wqcJmds4doPJcLj/AwSgXZ3W/4+gtpk4I1JV9CgqxVqJ8EzlUEIAMTd7DtviN5c1dpm5xu3IvQ1zQYlPIp6/bWXt3PoeciQWVG+HhGVXoc0nblYzQ5nB+C8pRoNzrqY2Z2ciSrzJa277XISaG9X6BeYotxmCFcGMZ7oy52xfsWeWBBDufg8/yPwvJCg1csgye/93izOWxvAgcDJ+2Cr7KheVvhqmY2H3atgaqwv8P1CL+bFwmwnquUt10uLE6o0vf6M1SI6X0rQcdq/zPNQr/Q1jBo4wttlUEb9G+FfrE8CB1YFWuUBC8Qa3yftQmKNZ/ZAbpXBcnMok2CGXBLjx1i8/TxDp0NCRLRuiBMXJ5au3yC8U7ATfzE6NSK1Qnn5fCQ6dOylXBKZgQr/nn7/+GBeACux+uYReopJuovCnstqM+tcnCNDuZbCnnDwq8A41jVtGYxyOyJ0UbvXg38NjT8fiJ5qcuQxFaK4AsoqgOsgVpTFGBZ4+GvNclfY/FalcleDoOOBnU7yDkKmWjxYhnqtJxu3Or7XCWwwlA4SpOzC67+7Xm4NMBJXVwERF+dOPTSR/Cn23x8aVXtXNK+N+CMhO5Zm/I87jZgqC+MTfgs4d0CvGfMFH+kLzzHRmM7PvfY+BVQw2qyI/68ag/Md9Awn7e4QktPOCIHfoPB9aNt+rzm0rDA51wHnj1asVSghxI+RPEhJh/+tImFgzsESFuBnOvSRQmfInSujL7vzRwOM3yuVHq36/ODYTL9jDBlXs66bKFJ4Q6mKRVct+gXyVDRZ5w1wS5WscbwWEsya76ohE+4urV+eh2HSGIQfP85pByOdcccfqN87hBoKQYTvwxXfec8Zh1JoUS2F26lydgObKtszPMcllqKdvqFYUpKQBsZlwPcA/EAXI8XMIvUNibGO2CnhPAOa8WSMiw/Dgn6vvMj8NrZwbVwWfmBizolYv7Gh7YKCY6NdZDVR2gER2myRpLXHaMSN1mFP594UZo+WmP27i+/vXFNFhd3M/D12/9xCjXRZtZTJXqyO3OWYdJEfGxDYQvYSmEhRX+G4IvH0XyzGpAhIHfXgVpz0Bo4u0zcBktOSQTvc5uPW1RlX1A33Xrrp9Li18s1yIbe/VqfsSlK6DRCfqZq4beUDeZ3ylPv2xTevjfzjPep3gOaTahAMfBHmKcRoMY7bAgl0HNky6Js4+EOPyiT08/xyU2C3gKnIJyCoic+C3VAVvDho8I9HkzT+MilR5yfy3mqkCsxOEOEGSGY3sfm8/JWHZ9LS1XIHM1tbIS41xPWfrUPg9dTTnCNs2yIxZ+r8khHJ8jYvh0h3zCY+LlVEaxmrEO6Cddr9qOq9JyXQ7dDfZaIyTUzUnRiYlwOdA/EA3A9XkHhsCSX5F+h6es2i86vzFSHkGYVOsLGC8DxSyTKoI5KU7PB94K8rN/2Pcy1Nu3WKMZq4pVAHIteIgw3oJMoRtour+0Ll0QZ2Eeh7tC1tz7cF2F2jYkzAd2hiR0EaMFCYQfBWWErgmM3HaSbyMoTUHbWdzTd+o0U76J1kA4Zwa66Latb3k+THVl+i23DUz9j912xc7B6hV3qNOWp132PUARPo2DFZT95YL7Dy9vh7K2K3o5whSH8OCrCBD1chss8hCcyy2VHz8omuakOxCF6bxWuPESvueID8VmofFYpxVG+4jKl0C+j09flMCOjKwWVTeH4KBFTMUfgteV23UriKtP/VJQXMPh5iEVGbVx4QpTLlQp2xPpkaeJym0Ul/cY5PGrAulFVsEGVtLvS5YN8n8jzkeBFOi4HuAfiAbieL6BD512KhBstlkytylQX42sPdXcqXoCak8OgE32Yq1CjLWYFVIQ1SXaYCzXJOYpFoUJGttoQfMHVWVwGXQDBl47e3U60mf12XZSubkuD5PVdJhkJXkNpv/xNJVg6QOtAHfwY/CSrUkLG9oR3LLIDvOdlkJBi8az6RR3NNkN/WXsW3smK2hHF18Xe/+W+7wmhnS5rdsCO7+AaT5gyujjxKsNholL8OsUKyr8qyLkOv9WsU118evYy6CrCKQr6KcUyvyipqtIkvBJFx+VyhOkHpU/PLy9F8rCv1mNalEcNg1ZXWQyMVWdHfacNd6B43y/kvq/SWDHBYXWBz0VjU/mqOn3DXTLy4LbNwsvzbP4U69jx9vXLA/EAXL/Wo4w1Dr3SFP73gtvNZn2VGbpRzP4K9cBUCtsNZWAvEzVHUCMizKoyUamyaQsoN4V7BYYbijusHKbsK/dEGaRLQfRx77cm/sQUXqr2C7S6cXPocaqg7rdY1L2ydg6tb1UQtlj/x+wIbQ2PZ9H3iLkHnwE70ny8jqlFx/Bx2c8eeCubtpis+sXnm+8Upk7WG2WzaLjLpQj9p5QqTyox5RyX1obPFwoGvhaJvZyn8w8c44eC05/MWDORa+OOaQ7jlNB7vU2fWFCuyugWjI45wf+HO1oKb/SCnmNsWtc0/nCHXj486KoAT/uP8yxeqalP/Hn99UA8ANfftcGh122w40Zhy7UR1r9enalF1ISHN4JO/UFdYzOrDNRiLNPMbkV3w+QeJRQKjLRzKt6txaKvdFuXwTf5yB2g3jZQEy1m7lVNpkPPLYmoDi342C1vi8Nhl4AMwFo/DQkA9v9q5CZ8ILT4FHZMt/lpyN7aH+8Xuwdmury1TeiFwt8hrGpkMGCJF1wxPJdp06G8xv4uryv4+DWLe2IdrVOUE0QFwffvX9h7D4da1bhPu9wsPkPJo8+QI6mU8jIWmzuu45DOibwkcPrnMDG0k4mftamaX3vYWpqoZJwcGOgLTxcU0Hn+YeTEMma8bf3xQDwA15+1qGCJQ49lwpYfDfJetciq9ijZoe8l0OR5yBlp8/HEfTEtx+IGhHsVTLZyGL0vdGodwm9CDs3v0HfEmnTBh4mpzA7wbmsrDj1fAObbLKqACpRN5FTDkCdo5Wh6ucvI4QNougqSfrDIObG2Y8Tb7TsPPOUw01fs2ikMbKhoIDB1hZCxPYcGU0vd4Z4bZbRSnDjP5rxYR++YQzeEOeIz9stySVux6qqs/VMawtLnPlGcPtTmu32hU+sY7zB/q8+L/zICsJDf6fvhLyzuo4iTuoJkuKzF46yowWUKjp9no6954nIAeiAegOvpomXRq6uB/FMRfU6bWJoHuLzJDgPTQb1s8O3jHqvaR/BO21fT2hTBzveCY+kuKO7YV0la2r6fGdRsm74Lgz/oL51f2HVfO+b+WhvbHXoMAdXXZtElFfxxaINH5Kfmw/yWTs+0HJa5NHgfWvYC43iL9Xu1466NTfE2VXvgCZdj9LFyLnwWUjzZEtLyYZQSPjKE+65O5a3+TgBLebcJ7ebYFbP6q/NvR4deCHMx+ePyMNP39VpM07XyHq8oxelDSiVP1XWcu10amsJ2T9Hobosdx2VznGlye/Gdt07UqlAiN9wJXjJmZKbycn+HL1C48ywqhV6tq33x/vvXA/EAvH/9u9faHXr9VZBdQjTLgCrJBaIMHqyQGSDpNi8u0LXBPvJGagy1wbUx0g1zgRSRpO/TJC099g8MOjwRdbuP6LlMtHnx/pps2kQPexfqK5tFh5ZuGw1rBhkV5sfU3hGykqKYmYpDT4Okl2yyRtakN/58/3lgmsO9hXDyBnBG2/x2uMNzbWDXoYoTxKcwG5YvM4jEGkyOj3K6oYJSo4zlFs/v6xnMyOFEz+dfCi65yt43VQIlNo53OR/h2tF2WXSr4IWiKFHrMHz+vjyy56VieJS/iGJXps24/i6j9Pv5PItr9/W84/r2vwfiAXj/+3ivRnDomWXCOYLTuipyAZfBlwnyqI+kp/Li+3qgmmqD98qYUp2ccLAbvtZg3yZp6SGiXHyCQu5QyEk+6r4Is6pNAnPp+Slwq8WiDx2LVCU868O3kRwyHNI2CbmZkHCu4tDmO0hscyRryiB01dUX8f6xeeCh1TRolMy6TYqwJHPIup1ch9A00+ZPT+XSf7vHuAQ4OlG4x4QpV0TYXNMInV3O8oU5Srj0ixgwomvSO0YIpTl0MxRni+Ia8Rk5tFQQrKl/bZ+Pd3hMKdaMsggy9stLJ5fLRXioMES7Fa2KKhOGuTyghMMybS7sH2U4BifEA3BtPV6/2sUDcP1aj8CabHqdYyB32izqVRW5gMPgISATBdIjzC5DeF5VbfC+mmpOCif6RgAv6em39H2ZpKVtdBnYG9QUgRdtZmv6uUrFpWdQU0p40XyBZxVMsXKKOGIdIlmwOQGarwVjus36J/fV/ON69t4DTzlcXaCYsMFnTFQFSGjXTrE4R2vUmMcthctPVmSLMESvJz6ZV6US4J9XCE4OAwTmGCYDPk+p2870GZdjChTdlE83KPoR+AJhqaHYeJXNXXs/66p7jouy1vRJvzONFVW1OsFBI91t/9ImOMHJcPlAU0Bm2syMB+D9sSr/OZ3xAPyf83WtR4rSa4Ygn6Wy6KEicoGClTZZu5Gfogy6VsGdCtItZn9WmeLytcG1HjyGhiVJWgIPRvYxeb3LRe0EY4lJkpXCP7ZXPseep4hRMJ1WSw9Tissst+j40SHUC5p9BKFZEArbZJ0Sw7TiTfezB550WPmrQq3M51wzgQ8ybdJKArAI586zufQfGwkX5AekBPrnY4EpQ+09NJEdowxC8Q9RpH9pMT8Wk6dlYSmTbii6BsHWRyfmbRHFUqX4VISlYYul5yj264nJBCdAs2oxymZAdfYft54jjBArC33s3oqeohibadNF94kH4FhWvv61jQfgerYm6/hNUiL5P5mQlsKiAO81StqugmJyAZdBNwvc7EN6KrMr3RkU9Qlqg/9uUdhO6cTj/STZEWzlBZnSXUzFHSn7CEmraA6DnzKQtRazy4A1yLEkbtxIs10mfzY2nHi913jtRWk/bX5V9ymmafxI0XK9T0IHUIMjrI+ZGm4/uSuuFngqyumeYkFuIu2j+XwSEto+GmFzMetPEIBLO+oplwwkCMQ7Rch82KAA4XER0r+M8F51Ts10aZjg0Q2jaFerina2B6NYqne3+sdLYOk1xce7/4kFGpNN25DBNBTrjg4zdLAKTpKqlRNcHsdn40mKnr4w44kI/4gH4Jq8Vv+fxwNwPVujKD01YEW6zaLdpQUOad+bcIZH94uAoYIxIMLMf9dkuq4NNlAbwxTqTOP9KqWStBaHCrmjNkhaua1o5Jk0Ew0q4BX9NqAp+u8+zSS/ZVu1tWd/SXltscI7BALwAf2TqPSORX+B/tjdR4y5NosDzGkX8z0feVfR/ibYtcPm34ft14nHle+VBx5zWL8TGq2B1b7PyCmpvF9VAC4ZYJrDgF+ECYaifZ7iidSGjLz0ELaWNmBalBOUCna3uiRJB1tN17lUwVJ8lorB0n1ZQhTr5IuTrqYpuLcm2MnSuo93OLopfH60Yt1Ua0/tdHwHHOsK1K/28QBcv9ZDg2+8CTLDZpGucw3EJW2h0OFbaHSigZke5oUfamN2LrQsxPwuhHFWCgV7jTzlcndD4ad0MPqB/NNm0oKqxtdJWsC1CG8qFdxrFQVYn2ZBYIVmStFUJPhzoT76K/kR2KoDK8IWDLb4wlZz45mX+ir/W1q+93i+z9aDC9jSYhO7S5X0CwvI2REWX+xiThcoSCB8XwHh1T6FA1P5IoDnjEv98sA4h14KXvWh4Q6YeZ/NkJoC8AkuGUq4q7cwsrPiFFH8HmG+KHKUH3AA613uer27NYSlymDp71OCY+VKT4BaZHO7hPhEIC+kyPMN8rx8diZDnhjkuWHyqqrF3RtvTogyShTXohg6uhJChpp0XuaQ/Sssm1Oq7jcegGvyWv1+Hg/A9Wh9NPQkiC6t0bu93eJw6kqhWZJPg95pvFAB+am6KbgYGYK62MY7PZapbuWWQ7aj0vVuHEgXeMOAXQJWEW2hmqsTYCI8MK+83uwUTjQMbhHh+yC4CluUwRZP2CrCloaFbGl+CFvUmprv2FwGdRGYazNbEzFUkCx6WSayEj59EKSnjdfP4ej50LSjzSetYplzvO1/1gPjXb7eDt8lCaeZ8MpyWLQL+pQ/gtZWdXK5SYQRhk/658V4yTOysT2TP+KzWd/fJhWy9NLWZXfEVc2ohcsk/bnGJ0tBskAyxT/6z0oV/13QnNKaJrPsjyr6uw7eRvHv4O/CTlXctuTZqQ355/F5AZtT00Jh6NgI0Vg9PSzKaaJ4aikcvG0H9poji/7vxANwrJ6sX+3jAbgerYdDzz8JtImwaDe7isPAibDrcuHbKRFWj98bcx3M+SDzbPyHq+ufy60tffx0XVMMnOkjc8GYs4uEOW247+eSvuu55QgTFQRmoCPIHAPmhHHmKGbXeJ8V6xwcBs5UsLg8x3CJHpdua4XvE3exuWsDUk8Qms2CRn+LsKgoSzou9dIDekdYAJ1yFCkR4VNRXJYF30yzKZM019HhVjSZgyL9a4tv6zKZlg59fZikP08kMGJjy8q5d0vGOExI2vozyQm/kGzowAzJhez5szJJ8or/XT/zhWRlFAVv/XcLBpyhSUIUL/7NQtNj7pUMc4JSqzc/NegpworlNkGtfDwA75U7602neACuN0uhs3d7fiZwW4RFQdKQy8AHBNVRWP4u5DeLsP6Pe2NucW3wQsFrF9G5TaXE4Q+poLMwdeBVvUDNAZnrw5xUJum3/Golyo0RhVkcjNXJEDDQzLECKsSa+9ekXz+PMqiHgn/azK5wnxsldLqBvQCaPWvxxZUOaYsUdnsPv2sqS1bXRn+8zX/HA+OzORKDRVFFYqZFk2sd7m+hyAj5PO8VMGLs4ezs6PJnJfzWM0n/KoV1dbG0ucP9ioAEYsTGCLPqoqs2fcc7DFXwxNfCP/5lcImCoRusouSpWEQTMIjimUyLNsc7dDYU85aHg6Au8QAciyfrX9t4AK4na+LSq6sgz9ssOkqb5DDwEVBtd7AtvSErLgRjgM36CrCLtTU/Smi8gRxm4V2exY1tQoR06YM+Wj5B8wbroPkR0bmD67CD1TvoAvx0QxMhwNn6iFozM+3En3s4k3+qra2VtXMZ9LJC3gnz4m5ovlw4wsNcCOFMSEsXsp9UHDQMmm6xWdSnLuPF+/5nPDDe4d0tcPzOQrpHEzhJCed1g80IZ21XjH4LRotP3y9TiQkrvLT1zXP4jfKZhOLL/IaM+Llc4tb+mOm4KJOUoo8YDL0rzNKWOojCNP1/YpMdsCDVWjJcZgssnGoF9cB0cnjBF5Z8GWFSPADX2o31smE8ANeTZYnS828K8W0W/ynK4D8byCUWs3UGJy6ppwhqQl3qWV1uOUZY+h50+Bka6jvmOQYyJ8zkalmW9tY967jlkCSMAYLoIK93yG/q42wTNTeFvwXlVbFINoNONeAJm9nBC8osMHsFwVdesfH/6tBjk/CjKFp+6aNmpbK4Sv7kWMaNt92/HhiXzbBdiru3KIZHFQeV1AFPcEgvFB53DPgpTOrsWpTqVGZpC5e/IFyjFCM2WAS46vtTxjikhUBnOW9s6DP0D6nBXXEgTbfQJLSDaegj6hBDN7YktyZbhmdzohi8lGmjT6oC6RzlJF8xc7lN63gArsmD9ft5PADXk/Vx6PkW+P+y+eR+h8FPCHxWAsWYTaStwpgfIatNLOZG+YOGdiw+HpaWii1fwqLjfNbdFcGLiSs4lnHLt3UZ1lBoFOy4i37kI/0CIHhzIjxc64QUl0Hz9BG5xawnHExNt7jZxrtBj+fQZZWiYLNwUK+d7Grahs9231nXxfZ43/3rgYlraVKQxE+5woQsg29KArAetbvLLV2FYa1AKZ8Ro1N5q7bWBDtOxSQlrFYmI35MIeaXvtqOVdJufDbnoOt7hUdGRyhTu15aV0uHu4GrdEnhBpt3qhtnuMtzKD6fEubvpdt1cnlJhH9FNBpdHIoy1qWqN+3jAbieLEWUntcaSHeLxVdGGfSJglttZutARTaRZIXxPniXR3Cqrf/N4Y/dBC9dA3UYGMk6kcoMEqQmfaB1RTEHAVco6A5quocxI438KmHw9rV7hFlmDosC+xRKQwl+qYNxCJmTwmSdNV2lOAw+QyGThVdeE+S4CF7/Yv8cb3Dwp3DId6BWVcaQtK/nEde37zwwxmHxDgh9q5hUOgCfEOVxFCsHCrlCkLU8664INeZB6ACnwWqK73r3OTNSZTMf5/AnBbf5cPUYO7jSqVZa5DAQn2miGLPJYnJlja+J0tFQzN9iYZU/AeiUxSliMi0i/D0egGvydv19Hg/A9WRtsujZJgQLLRZZDoO2JYPdjNm7d3EuabcIcqXg94ngVACpz2aEztKcCbTVSVRFJUKTy2BEl56qA0crQlf4iAb+0Iha0208vav8j0qUP/TXpU4KGSCoRTYPVMtt6nDOKlh9cD6rjzscgnvlKKkvKRqsgFZ3KvyBFosDVKy4HBge+HOUEabiL8sVV5cOwB0dFuIzenkq7xfvlCchdPVhxJgI75af3aE5nGjou15w/AaM2Nx87++Na+u5YctISE0JjpVTKeTq0WmsrW3fQ13aGRLAUX6z0ebq8v2Gu+i69u8yrSJ88/LS0eG1pvBzI8WvcTKG2nq9frWLB+B6tB5Ren5lctA4nyb328w+orxpLqnjBdXTJqtCgpHDLQExvc1kfbQVkziYOkPzCuB4vSsWCmfY7DvC8doa43DLQr3LsZlcoVwqCocqQjdDyq3QLcvmlXZar0vq+T5qnEfr34ZIWWlBaH+UQtV2DvF2sXvgSiGpgUtevuL9jYJbUgfc0WFrotD201KsSBMcLineDU8fbQdc0oG0cLkTYaQoRmyyeCJ2K2LvMc6hkyq67/14lM2NsWso6tHSJdMXTggZDM0Ns1L/W0YOx+LzUUMfe1Kpe+TSY3SK0ucgxbNNFK/GA/Deev+/2y8egP+7/i8zuuYAhoMjwsGNIsyuFKDdofVjgrSIkKWPkgOJcnOGgTHEYlL3ukwni8QOJv4VFO2KlyiYHsZ7sS46Y+mby4jjPPjcw+8Z4sF1HuYpJqq34J8C6iidCargGcWFGR48kcrs5x3SvvBR4xVH9lU0HmTzcvNYxoy3rR8eyHD4ygOjABrOsDni+B843Ejgw+Wlko9KLL3bpblZlNV87Dfw2NsqoOzbGjIYkRumVij3img5AAAgAElEQVRxdZ31hCiXF2c133RXhGppM2szVgsnCOB6pzt0o83MDJepIjhTbcZW1/8Ul5VJwo8LbGIC2qmNTfE2+98D8QC8/31c6xEcevWFJk8qGj5r8eKdVXV0SJupYRsjZA3P5ubjTYzPC+GkNCYtq/VgNTSMYv6+eFfcVlAzQhROTyFAttovshpaNMLsLfS6Dg7rAc/5Cj4U5EMwFtoULioZ2GGgvj/+s88nMw2M3hbrL3A4IwqNV9m83G+/GBhXul89kOHw/A7QJCTnJMLiT+B5Q3Ht8mKqwsoGv8jhhXZw8QbFm09U025fGz7O4b6iaxOuHmUT5GnsC2mew2lKmNZceLO3PpHaiT21DdUmE57h8LAPl/zLJv7iuS8W4T+sIx6A/8MOr2k4l/4FPok3RHhZQ9dVKQ5p7whqieLCU4EXbCY9UpPuvXmuQTwEKdkVv+fBjDS8Ot+x5kCLQsxTDNQp4Gv+37bFAXchDDkZGq+zeeCmqmyOctGn8H2HBH7qUYh1sKLJyz4HTY4w6569mWe8z3/XA8Oi/LlA0WMj/BJRFGwXun4Nbyy3+VN5y1rl0sHzgjrbXZ1M7uldyE0IhwmMuCtCkPcw5j1CtCepgUey4ZNcoNGrhOQS1Cq/GM1KDJI0YlUARylFCFYBFGXJb1X0PPg3CX6nKMWqgl1cPfbwohyEfSkpObTo4vNpIexa7NPzl9QAK71K0WVIeTB6s8Fty60iOs64HDgeiAfgerZWDhf+Ivx8b4R3K028KDH3J9Ka7qDzt8IhUZvpATfo/hQB08XU98T6eNrykRkKf7odMADWLMXEEKcoVG+KjpTbCHyokA9NzA9TKPikRMs6xiQl8svnPkxIZVKlXyoO3d+Clh1sXotk0+sRg5Z9IeFWm1mv1WxNvEV980CGw3kejMuFVfoOeLDD6oawrbVFl7EKv8Te5i4jlM78VYzYaPFgyb9r1CkRrlcKXaqXBJiVYjiXwmvWWM0BbrMq+q3/HvTx2VnyLMBzNskTTdYAeaYib1QKuz+r+9qP17u0LhT+PR+mbJegrGnoRosPqxpHB+ACRfqPikOXWwGvcVwOIA/EA3A9WqzVnN2gIQftEJznIiz6fXWmufzhIsF7QHjdhPw7I2T9x+p6c0jo5uNfqYMx8LrAjAheGUCP76FVMmZvH43rK3qHq5PKPgT5UDAXRkoF3MrmGeUPpynkZROzcwp/KwNBmE2ku4ExT9E9S9B3ZM40wSooRPU6jNl1giusRx+H/ylTri66813qwnwdgDs6fNkRvmkAzRr6pP/DIE0pdBa06RmM2BJmVXkHjVtPl8RC1uTlkTe2A/kHogMzNEmEUJBp86fm2VyqFNOU4g8bbHYjwJWeVwkQR1Q4DuHB5RFmH4jz/l+1OR6A69HKa+Yf4BnBOdTm/9g7E/ioquuPf8+bSSZssgaSeROWgKB1YVGsguDW1g2lLgFBrAsqaF0AQURbl9pWkCBYN1xQ3AABq7hrS1EiuARZLC6tJCwzbwIEQWQJWead/+dOICQkkIUEQv9zP5/5TODde+655755v3fvPed3FiftT7UgI20Llgru7yK8/pMHa74LVwRYVy4zUV0ObzUk+LCuVuQakGagSw05BqhZ4ZotwQyzwnXxLEypQTrEEKPGCdrXZvL5pccRIuU9wXrXpedPgnuXkLsZkrrazCmTRaouxx6TXfsWGOawY73yfrzNwB/CFHpy8J3sZ7y4nPSOxeZ8iOT6KXE+rFUNHG9v7KJFtSqzmsKuW4c/zoNTGMF+vi3RrGetQ3RVYZoqX24KcPO+IvcAsOMy33iAL7fpXc1uY9UPowViAHwYjb9v1yHSTG7bcyBsKChvCrC4wjhehxEm0H+pzZSoh2SQdhcI+jrI2QHW7jf2ty6H6uDtJejNii638CxMpvDL2uhv37E6pAxSZESAdVGPb4dLtygF84UGSTZzTDKIWDlCLXC9w3+2wrpVymgVXl1uFyeevy7E5G3CiJ1FdHy3XS06AubShALfcJThSDS9n9m+zkTJxNJMIpJJSv4hS+gxzOFhhLin/YwsM4Wz8SSeHo0X7kCE63NTKNGpNBVltzBfoPx1eRWIQI7QW+R/Tu0YANejKXUYkA7kQsgkq99ps7hcCILDyLtAz7SZcl7ZVWHbqwQeisd7diLZB2TLquqQsxjftCFxf47gFgnWKpdIlg/vqkRGZQkVJzmvquyq1tvESDsfXQYyxGbyRw5tv3eRkSmsfX8tpzf3kvAjNP+voAv8zL2pqnJj9eqfBa5z+OcuaPqtMMUkZVhmc0V0FRhmeHeX37cXCiJK/+dqkE+3zGgdXxeEYcXAq7NxPVMJ5H3OehqhCT1xtSfQE8F8N8RlCaJfYkkmxGWSvD23tq0XZb2CL6WQzlM7VBxK1TrIw2rRNdfm3D39lwFgh/tQjl8eqKNdgtoedEweMQCuRzdBmLQPXHgMQrsEedBmca/S6gUZcaaFvFmE9mhXAW1jmLa3K3KdUHiOn/CmgxmaQ/pdSpTo4BPQfwu02O2pbFYJZnvZgPAqRbIEXeUiWRa6KkyTrJMZVngwfZffGRhxuQXjXd6dIRR0slk72NQJ03u4on2VYy8TIh/aTK8wdro2dYnJqjsLXOnwgSWcvlJ5XIVty/3FfMqJYRa4ypTLhOPEZZAVof9TNVkJ5yScictw4DcIU1GmYu9ad8ARBRvYeCI9ca2eyG5gjr4kSyaimaiVyZa8TGp45jxiC83ydkZ/Z3ciPP20nwO+RCY6fKdw5SYbc9xDvzBPmW9DxNE1xDDz0rCiAlatupu1mOSDsUAMgA/GerXcNkSaI3CazZx1Dr1+9hI5ug1fbDDdKLf6wniXCfzZvx/PYFPPIeVPIKf7WXdOTVapDuk3g5h0aZ96kPFJjDI0lWWKcp83hyadXLSjIp0s6ChRr2bttPt7HWiWIKsUN8usniNYhqJvVQqjKs0xXJFZHW5+Rtg41GXpsYHdK/wQvT6WKEfwiWZ77kmbqffW8pTExB1CC/QLcicWf9qsfL3TUFPazGvl0EUMQ5afZKPKMIfRwA0q9H/Gz/dVUi8cPxgVA7wtgank5E/lZGr+krg2/jg8uwFZpRiYdTcgR1fJbibJBVFGq/2V+xQrx+EuEe5CedkjjH/SrjyiIDHMFFw25AZ46ILVJFnxfC3w8Ns26d0dHlNh1fJS3uFVsk+s0mGzQAyAD5vpy3acQ1qiC9/bzDEPCUL0mmtFE9svjibwdhg1zYIdyQeIjd0j0aHdE4K29pdiy6psmGHSrwTMqncNeMbbjKyxQ8oGHu4YwTJxvR0jEP0u5qiOfm/cs3oGsiyIrp5t7lh2IB0dUt6E80+ChuNtpjzh0LuLwMd+FiWHGFZg4bvFz99iKQgrm+h6fP2iMINdZZgr9PpJOeUzm2WtHO4VpUVugBF7VB/mcKvCHR4vFz/Vhq8rHNJKGtPSN2z3incNolPxF7xeJ8NX4gg36Im4BohPgehKOTF6niySScRdgngyCeRFM3/d6HCLwFiUj10P45/dTT9ZFd0STcYlYUxugLP6OfwdZeU7AaIvnt3CLBCXPy+rgCe7KrJjdQ69BWIAfOhtXmGPIdLOFrjPZo4h1iBMrxsUzrBZPCTIqBss9EabyeaHXaXi0HaWwE9+1pk3//0Wh4kXgdwlUBTBnZDCne9VqYMaVgqT3s6NrprN6rkYnNU4lyDzbO4oc+atIDmkDFMYLlg5Sr97ID5TiJyifHWhoi282I+6tPo3JNx4oJ2BGqoba3YILRAFYLhku8vFTYQ33rG5onWYb3C5fuNugo096gwPM0xd7nNd+j/blswSNYO+o/FQ7Fil+jrimYqdV8KidsiGk9M4EQqLz5NFeqJ0OlWKVnbVyLHm6CYCE561qb5eC/C27syOkyz+Yrmc/q5NCfNbN4dNRfkctzKV6K5ZrNR/C8QAuJ7MUZgBtyluZ5u50fy2YXq1U8j00Otsl8hSweqdzKS9D5oq6O3Q9h+CfOlnbTlayyAPn+HBGqvgBx1vM2ZWFUTWSZVs/tLGh2+ewvwAo+9ZR4rfguEWMsxFPxVkqs26f5jOQ4waBnqd8EUThaGCnQitnhISxsQAuE6m55AJNQBcqFy7HhoaNqxtytffwhm5Nl0rUmKYE82pO9HQQk51E7xYxrFKzQpxKpZMJXnXIeGFrsxAwxz6R+DeTcgx67BeWGoX57CuaekSYlEnoYfH5YS3Ulhl5BzvkOIVvljuN7/nWDlSLBAD4HoyUw4DnhX4ys/sEmJ3h15L4SQL4qfZTCqXIagy1bfQvtlO3H8p+mqAYDSh90YmdyskYpw+ThEY72d0vdi23cLkZjvJ+5ey1iu8fyzo1Ag83ZZguVzFYW5+T/m5p80riSEG3C20GiL4Dng2XpmtYtcPvwUMAOcrIzcqS1Mi/M2NY0W28sx3dvn41z3anulYj3XEvekfEhdahzWZHflTOToaUnTYy40hzrIsxqrSWpTxU73x3xKRf4Heil1gUodWu5ypeBMc1q0XflhuE90tM6V7DuerG40DjnGhV9uqh69BDIAPn+3L9OyQZuJ3x9jMKSF3d7jmcyG+kZ9nTFxwjcoGUjoWwb+g/eNw8dEgl4JOsBkzsUYC66CRQ9uLireZ405UBuVbNJrvZ9yw/XUVpu9Upetl4L0VghdDUnsh7vHYCrgOJucQijQAvEu5fyM8tsLmseMctrWHte/ujgcuUSVsQoN8JnbX3COhPlK4/BeuewtK/6dT+OAQqlxhVzc69BATQSD0kAgTpqaUSo+Yk3AGrv4LOBc7/5/V1bWfw7MmY9RS6JtbKlNUN4c7RWizzM8d1ZUZq3/4LBAD4MNn+zI9h0nblk9hSgfejBK8hxl5ieI+CctCNgurfPa773DCpLdStkyBplfC2vlFuGnteGpLfRh2mLY3GuAFKbBwpyYTnL6A+7xdaDzPhWCAMRWeXzv02uTSZYTQ7G/C+o1C62ywXokBcH2Y1ZrrYAA4T5myyWJAWGnpKsNPFdag5L9jcwtBX6foNrO5Z0TfRK2nsXdFX1hvcLjYOC0q3PCMzXM116LmLW8O0iliRT2bL3ZdJjwTILrrVK6E4y/FlWmIezZ24QGdD0u3vdDhOoHfv2NzUmuHb1zh6k1+ohnQuoZ4CWHBCptoXvBYOTIsEAPgejBPQdI6eeAjP3MMXzJrGJEchywVuNbli1lFeI5tT0ZOdVRdyX3xzThqrKFqBOs5Yd6XLmvHCHqiwBJFMhU304NkJrPugCET1em3srobaZ9UiGuAdbggi8F92k/ww33bOaS/AWyxGX1d6Wthel2myHCbRb8OM/IPyq4HIcE4nL0dA+DKrF+/rxsA3qm88JNgr1OeVPjorC28lNecpZuxXl5MXD+UJXh5jKT8cqkxhwU5DyuaPal3iae9kmVCc8Qly+Nj1ZOJZCG1SyIzfD2t3aJoLK9JBjG+ocv4ySnRxA77L+GEG3B1LCJnVxqLDJy/ll94vCwV5cy3A3yeGGIyFrm5fqLZv7o5LBXhxmW7Abl+z3RMuz0WiAFwPbgXwgz4raLX2cyJEkk4jHgD5GubyfeF6DUb5N0Ai6qcbCFM+u2GREPhQ0Ng4Wd0SbzkSn4R35ztPQVONmw/ivRUtI1ApnH6stAvI2hmCiGnNk3j0K67oMMVrgeZ6iEyNYlQuRjj0n2GSH9N0CKbMSZEKlqcYnt8ZLPouRBp3YRWCyFhtcCEGADX5owdelnnhbmtUHko0yXFZ5Gr8TTblMi2C8L0VWV+psY9tilQOKoyza5REhKCdFIPHVXpZEnU074TJlOS0t6Ev4mwytXibwPOrsUqwmQ9U4344FsVX34YE0FgtpunevKZ8GQH1lemX8l1J/4u1LoE766zSWLHgdr1C/GxWrz5rp8ppl5imPNQxuXuPgfuFqagWT5HfdyBXVXuP1bxsFsgBsCHfQqMZ++AP5o8pAFm3x1ixHuCJNtM7l4MOL2HCpztZ1EJCO1PZYeJ1xaTaOi3Fp7xyYyqEh9zDp2iIRMuaoC5pxoavuL0bJnFwCyZP7Ez83hyt1fXXCHaXWiA17ykG29mKHy6OixdYdJfMrlbA4xOC3JaCw+y8Wek+TEs2hZmwBDFezkk91N8CwP89ezq6herX38scEaI2V74zb9hHMLpG22K73nHd1FnKXq2M5EV7/j30jDWRPP7FG9ODp1w6SiK2dKOgvTuNIYmVn2tGmA2gLx79UyErEawqvSqdniIkWpINOBdVxn/bICa0b86vokoxxHIv2B/47nQYbxAexOWVVJHsRLD7Mh3sdsrfo+HOctsjq2JTWJtDp8FYgB8+Gy/90WYy41H5Ac2c18IM/IpFw0HmPJgMQD3TYGiZTaLWx1I1TDpryu0BusBm1HVdu7YV3aQwNEePGVAWdDvDAXfHlC2Wbvf86sgbW8woUQKkeIworXP19TUDpOeA01U/v6BIKfbu19GHAZMENgKx9+iyBc2f7ykpn3E2h1+C5zs8LgHblojfBZRHt5k81ZUq7BvCa5O6CcFgxW+ftfmvrrS9sYNdLQidFKzao6UWj3vJpEBDHVlWxW+NFEET9fGlq8T/zyGzCNQcNW+47rIob/C3+KUHm8ETKaxvaW1g/GVmJlimPKEy5bXVaaoujJ2TG6MC7o+3AMOaa8Cm23m3FoMwKwIMLl0OJI5DxWlaGiAL8v8CI3+ISaZ3LlP2Yw+pi7Hs46Unp7d29YWnKzFFJRfmrNks0q28GYrRRdIMfB+KVhT/aypFa/UEBOfFLYMdPnsxhQWRBmNQqS9K/A0HHsXNFSbu2Kp2OryBqhj2d0cXlVI3QHHr7Jpsht8b0c5Bzv/4nPXkBwXz1KJcN3bKbxfq+osOSmOk786ID3l78O0K3LppC5NnmnLm7Xav+Obh7Aaf34J49fF2bRx41mqcOO7Acrk2zZ9Jzr8HjjJFsImh/By2+TGjpUjyQKxFXA9mK0gl51oYc3fAnYLAo/uC8DFYHPaX0EGeNChyXz2SWm1HdKN9+f7AUaXgPahGNZmUpvmUbR729rQ70krhW/AMzXA6hW1qUOY045Rui9RUr/0EemfyNhtDmlri4ic5aXzE9DiFzZ3tqvNPmOyDq0Fujms2ArfHQWXFMbR8tt44tjuyybi/op2hV8ZbfqFMbsck7z59HizA9GIgRqVlb+Ip9muPgh9Ue2LiAV8TFHRi7RbV87Bq0Z9VKfRSuJp7puPpR+RXBDd/eoXZi7w3Tt+zBFVuZK4kU4U8IktZKrw0go/f69Ol7G6h98CMQA+/HMQ1SDM5S8r/FtI6VARAJs6QU4bbCFmO3aMzWdPmP9zmNwbIi/bjI56UP8vliC/PNrCM0OQFcolP4L0dgldYxFaYjOnmcMdMyF5oJ9tXuEB93/RBv/zY1KsbjkU5ij/TYQfPMKXK9SXiKIE9q4Ko8Dk8LBC4F2baFasKhX9RTzhXcVga1l9ot+wGCUDSxZSUPQz8Z4BuFxjwnnAmo69yuTdPnRlTcNk4iLzgScuIr+Bwnnv2PzqQAokhvm3X2mOcvaKmp5DH7oRxnraxwIxAK4nt0SYtJMU3hICb+0PgItB+JcnevA856JfBfjspjDpcyJoRgpj/lZPhlKixmxme/rSNMHlxwaKRD/G2az4EzEPmAYePAnm34p2sRlULpuRQ6+bFSYr3JvC4glGeIj0B4Wiy5WV2wK8corDyFchua+LXJjCmIrJ+eubcWL6lLFAjyAnRizmhZWfk5QhlkXG1yREtOGujjQvv9LtF2ahwNy3/VR83//QyUfDiAHZPqjVF4kC7iJUFkYBl50Z+MM7y03DArx07nA1yNUIflx5EWE6dlbwkEzZuvjjW3p04akUNlTlxPcqAdWkHB5LijBseYD4Q6JfrJNatUAMgGvVnAcnzIk6Y7UOKL6XS58B7ytVwXLoNQ1adbfo08bPmGiqtrooOcxs76I3K+LdA54CUdAs+9EGlACs7L6uccabuvxH8hQ14RK7r2kEpIdlViToKD+DN+VwansXa7JAc8UdZfN5NP/pnuLwh7eh4WkWcrLLxr9Am1QX7+MpjDbn6bFyhFmgW5ArCyzuzxWez/XzUKpjBV1k2Ro7UmGO5wvXc7xEWCYWvd5OJpPV7ROIl91bylIMvPApYsA2kkGkaCEpoeqlwgx2OAVLrgauMd7OWEwnObtOk5WkKZ5tDv9dKd72ITznYedHOdD3VzqFGemDB77xc9QRNuUxdY1jT8wK9ccCIdJOs2jxoUvDOw8EwKVAaCmEjnH5YUgKi2r9/CfErH6COw1kucAHLrILNE/2AmcUQAVv9P8KKNyluHlKUV4RbfKO5oJqcfI6zDThFlfD128rHw9WZHyAxX+uaIbCXP6U0jkZWnSB3B/gqF3gy7IZPa7+zGhMk6paoKvDQ9vgtu0eTthYFH9yI+G+ThS0WGGSC1REnLG6fUJP34aHjnILB8632v6A0hdhIa5kIO5C/LoQWVM7MbEG3OOsaxADxtoMeJE4dzqt11Q95reKhrgoxNMK7jsa/w8smQbuOdiFZV4+S4vqGubGPHhiOySH/WyqYjexavXEAjEAricTsUeNMDdlu0S+CPDMoAOpFuLhboL1ocvb1wiFzwryjM2iP9XWcBxm3SXoSBcZGuCKd2pL7oHkBDnN9nDMq8opPcE7fxdNr+rIgK0VtXFI+9SCeyKc0l1wHxQK/q40aGEz+qJDoWusj9q1wAkOS35WvGsDdMPxfYtyZ3fJv9I1Z8F+JhMMNEC9ffF69pzfmhXuwl7kNI0nsubjAv8VdKglwD3Q0JyOvcC9JrpFjXGS0hexV39UG9boV5zd6bZ3/PSIvnQ4CdcjehfIOfh3ra2oj+4Oj/0MZ2wVxm/yM6M29IjJOHQWiAHwobN1lXpyuHUebD/V5oU2B2oQJn26i/4nwJiHDHBZmLdl2boNrjckFVXqrIJKP/CeryE/GVnJFgxNZtAhSekWopfZ5jNbzo/aLL4/zIxJiqQpjAowyHiDlikOaT8pRR0DvPFjmPu+dGnc2UJ2+hkdS8dW08k/jO1OdNjxk/LndRJvTli6Y+8a2CPEqa7w2nJSDb/xaESWoO5CIIOdnoUcvSr/fMXnCbNMhD+/fSgBKLdLEwoKzFmxuW/jUX0RK+5F/P+t0Sr0ojDHqLIUL+e80waTmKW4OPFjEetSvLvOoTXliHC6hViwVfh6u9A01x/dKo+VI8gCMQCuZ5Nl4oCVbb1dfn4shdnPVqTeWsYf58Wb4WLZKYwqOdcK0SvdQs530esDLN77I67iGMO8epKLNc2CT/wMur2KzQ6q2np6tY4gkwU9WpFRNotKskGFmXGeRq/JJ7B1lJ9hUaeZNaR1iINPbOa0jT6jGPmq0GKH0m5oHJEzW3NtxkEpFWt8SC2QGuSCxhZv/0d9x+YLXyPaHX/Bd0aJY524JT9yVNuNNDtpf45Q/YKcqcKblpeb3k5i5iFV3nSW0/4MImaLmqsRfQnXepFA1oKq6nFBkBMsc76svPpOgEfKtXN8DwMnYOefv++1bg65P7n022HxZq5NnfmCVHUssXrVs0AMgKtnrzqvXUzEkZ8v5P7aZs5xFXUYZtIzgoaSGV1uy9msJAWdBtYww5dcVYVDzLhakGkCN/kZVCHwV1VWVeuF6X2lombV+6yfxfdU1E6Z7QnjGoC+sNgZ68p5DgMuUvSmAHOi9H3FAMy7Ll1NaNYLAa6plC+4qjrG6tW9BVo73OyFiZvE+36Ben/A3lV8jp/T8azG7s6PUlm//mtbDeHTfku/MJPQaH7cNsXRBMx7x6ZWtoarbIFgoAWe+KtRsxLVCGJNJ09fpGN2uWOUC8OcJEp/4GKFpqJkvBPgd/vty4mfBviwC4bsqXO8Q4oHvlxhk5zosMJShm0I8HmV9Y1VPOwWiAHwYZ+CsgrsYcISQpcq8mqA2WWSMAR5+GgLa1kC8f6W3PZzReqvo/fJFu40C1ngZ3EJs87+hhpk5kQPXOjBM7QNA6q9cq6uCddyevM4IpMV6WpWvQEWVbpacJhx0e7V8PvCG+sVPcpm9tjSAKx0/h006Wgz5Ojq6hSrf/gskBjmE1eJ34Xn2B3+SBuEfNYenYqnyOxkjOzG6qtUeXtFCs9UpqXZynWV/lFwEwy38zxR5r0d4JD4MZTo56Sa+F2zJTwQS/5OctbAfiFOU6G/SVeI4jG6mRSKb9ksqmxc0eth388U5rejHdF0ot2DnK8WI5fb/KaVg8nvvW2TTa35gVRJp1ilg7JADIAPyny133gPACvOOgv9i82caFKGPcUh/QlBt/gZ84cD9b6aMxPiyTdnuW0KcK/vwOflznLXMdPvgWkK2300vC6R/jU+O66qJUL0HkB01auv2nxmUsdVuazmhYQ4EiYLeSa38TM2D4wuC8B2S0h+SPD09HNFdAszVuq3BVqGOdZS/rkd76YGRLybbT0OxSKcmgHyJnbWxO4hzlHhseU2v6jOaC5cS6rlob9aXKwu3cUqBryf/8NbH59FUXVk1bRun3D8b3/G92SS7oiPUzdHDei6zHu7LZnVlun4viGiA2lbsNK07RaKZkZylwcYlehEMzKdlBvjg662WQ9ngxgAH07rV9B3aS7oMGkLIvBsCnOi3o1h0tsp/FfA9jO6Ss4eIU4bZyG3S9ShanEJn6zDrN9QHGL0nM2gOueQ3ciZjQspMNvNpxXBqLYsrvH2YJg71ijdfYo1K8DgkXu3oAM5QrOXoaEZ0/31bGpj6lRggdYO9xcip/5EfONW5PeyPDTZEEk1RyBbsLMN13G0dA/zgbrMWh5gek0MeX6IgNcTBWKz7Ws8qA196zxLeOttP+UJOWrSye42Fzv82iXaj1mFb9iucZ8tpc3NP7u+LqRkraqxaMdnfjPp2PkfnRjiVEt4R+HJFTb3JjpMU2HlJuMxHitHjAViAFzPplM9uzcAACAASURBVKo0ADtc3l+Qu/3M+WUxAE+arGihzehqrRwdTr0ILHOGNMlm8YQQM0YJ1h9d3OtTGBxNbFCXJcxpl+zePn4jmUWjhJonRM8h7fII/F457TKL5IcFfqlkbRR+nAb2R0p8tqGptxkUS81Wl5NaS7ITHb7fqvFHFXitIYmRXXfu0BY7dlrNfPiz+5XuYvd260PLbbodbNfn55DoKQZi8zlfhHkqzPPu4q2a8ktfmMOFsldmljmDdgt56932FO/EhDrcgyXd8Gen1Vh/J/4FsBZ2l11ZqswT4bZlfl5mCXGJyWzRCJ03tSVcY/mxhofcAjEAPuQmP3CH+2ZDckhbZKgYXU5e7MHjRIjYbRlb7R/ZGk7p4MU7zeLitkrbDRC5zuaq/9Tl8H/gfF9Dtpo38nOKw4n2rsBr0q/D5VcI8pwiv7WZHU256DBzIERegJ3zbW68yCE9BP6tLtycwuAySStq0mesTd1ZoFWQM9Qjs3504z4kUHBNk1DjOeZe2daoVSrN15RLtNDN4V+4TFueQq2xnaVtpmlePv0lQn9zPgu8j8tbcXHMeyOJjfsbvWGs2hmiv2VW1ea8WVlhtrhdi3nvJlFxMgcndQnCI/izaxavG0r4S6IU+m0iAxWuXWFj0pjSOsgQFQbmBojFwNfd7VonkmMAXCdmrbnQfQE4xOVpgtwOv1wsSJyfO0bWRHqQV04QPNNgXQNhnjn/alzMYrWHDlKirFZ7KSKL/723jlvq773tIrspJY0c87HQPC/k7cA624NMBPlwC1tGHc+3BTXRe0+bEAOuluKz4/5+5pYJMwozdo7SpQ00aCz8WAhNvlPid9oMuvlg+oy1rVsLtHR4NQ/voJ2WN5Ui+xivlf96M5wtm2wNVNRzd4eLVfjDcj+n1IVmaUEa7LToL8UrY+OdvMisZCPKvPcDhCq7XqlOTodfmyMf/G6XmrB0JYU8T7aRyHBcLluRgklRGi2JDm+LMGujv/ZeTCodS6xCrVggBsC1YsbaE1JRPuAwg5dCjxOATn5GV8iIcyAN1jFjkKeYqONOmyseN8QdpXmcvdFkCHu5nff8bUU5n60y13YnTtiHB7q4bVmOaF1WBFPa8lmleVMdPu0iuD0V6QnRtIY+4HGbPoaAgTADblD0QRe3fwqvf7HvWPecAUNPS+EZi8LlLvEmuUPL2puZmKTatkCrEPlbrbgnCrGfQeVT8AxNZNVEUdI2BqgwnWU3h09RHl0ewKyWy5bvezchXlsQH98c3BagLVBpAbTA0uZgtUC1+P+RFkg0ycN72AujST5Kl+gKN4f+0W1l47UMG8zvT5QP1GJenHXgFfJ+beWkPolSQCC70uiE0jK6mjSMytygxmVuDhSeuudayyC2ZfGfXD/NkEPjWFbb98H/Z3kxAK5ns18xAN/3hlLQ0+ahClcGBxpCiJl/sWBgBK5PYdDHh2q46zmxURJf79i3vw183kYp7BlBegraU6GnCZ8A4xXqZrpIphBJtIi7RtETIWs5/KsH7LjI5vVlFem/B4D9TJ7h8Oit0HQU+Jq7NHwvhf5VT1l3qIwT64dGYc/0ONW0n1x/K6z4DERewp/1t0SHxwXWbnTP+hKK8qJgaXmaF4OptmhD6JfNrQ09v9eTzYtYMbhKNB2f+dvssmwu+ShbEN0MUvxxXRO+sxmvtRnL2kxhQQvEexuqySDjCHyy33C4ixxu9hQwo6ZnxCVTnpXalAS+x3WvIGVNlY5IujoMFHh+C9ada4m7Fjv/5D3yWoUYJcJxuTZDY7fVkWeBGADXsznbF4CzGN80Aa8DXwdddo5KYe77VVE5xN9bCvnPm7qCDjUZhqrSrjbrrGZBggfpaeHZDbYGdMWsTpYIni8VzYzHzUykb05F/Yb54ySl3fVCl0YKUz1YU5PoHQ3BKF3KAvDkHhB5XujiURol25zdqjbHFJNVSxZwfGt94hbluynLgbUEsqPkKa3Wc5Eb8f1ls/zSPJvMscdmVLdEAVQMuOrm4/nilq20nBnULh9gRTbj8WwmMXEzMqdmxxyhvr9DeAj0dTwNxpH0UbkXx1oadbGYUMdrEPdG7NW9KpPbPcTvVHhUhP7L4hquojCyBH9+Cd1q6xBfIPxho80BsyZV1k/s+uGxQAyAD4/d99vrvgCcQ/q9igRcPl8sMMhmzrmVqZzD7DMiRAz4zgowqEKGqcpk1OR6kE9OsLBKwNZEjxSvbCXTgK2Fm+nnjCrF5wZJu8uCq0w4h3L7Tg8MAx0ezemKO9XmjJIwptIAvJL74ltw1M44mjUvoN1WiLvT5oz0mown1qaOLBD2DUe5GYn3QuJ3+LMv29OTFTptXEv5/K+b3ZMujKQsqTD1X7cgg/Fww3I/Z9WahhvPbEyhO744dEjH4c94pdZkVyTI6Tgvmi7RzjIEGhWWbg7XA38xxCJf72G4cnwR/PnxmG0iJ/r7ej3XJrVOdY0JrzMLxAC4zkxbM8GlATjIIw0sXMeC05MZ/W2YtG9c9LYAc+cfSLrDzE+LWbSueKpmWlTeyuGTFEN4AfRU1KxszXdOMdBKpksk8wc08yzOqjbhgUPavcAl5mFoM2ddaW1CLBwuWAaMd1nI1GROf7E0AJu6DunGToMsjn4YWvTykJecxLl1u6qp3GSxGsYC62lExJeFNMiAyLlEmrYpydMb6vsEQrdWuqjQ0shjG1PYb4hcN4dlCBOX13YChvV9z6YIA8RBcMcR+PS/dTJxOZ1+get+jdfqQptVWfv20S2Hm3EZp3DxCpu9Ry+OLwjSG3vXukQnqqfm2sRScNbJJNW90BgA172Nq9VDWSKOieMUOcFmdPQcM0jajRZcZDNnv+EGObx2VgT3oQCDShw1qqVAJZXDZLyocJZAnEIUbA3ousRnBvjljwfbV5i0Pyv8qgB+24E5+8236vDpxYoOFzhOyd5ikfWEnz9FOawd0l8TrHlK0jal5dNKg1dT6DvmYHWLta8FCwR9E/F4j0NbnAa5W7F3tWf1mc3wua+g+jP+jCGtHG6z4NiNAbPrUXHpGmKYCBMUHm3oMv6zlOh2de2VUJ9xiPwFGFeRk1atdGRig5FuBMrGBncNMVIsfm/ColYk802Zvpz4z1HPSAJ5nyU6rBblt/tzWKsVHWNC6tQCMQCuU/NWX3hZIo50QxMZDjD6j3skOaR9AuoYdqtk5uTu24NJag+Sb3PFfdXv/cAtHD59DOgcQW5uS+9yb+0H259Dmsn6cmoRcf3bMSPKd1tZWcfHPb1smqm0bm9hPVkAT8fx+SUgDf3ccXeY2TlK8lEu7qkpnPHvyuTFrtehBYLxJ2DJF0hSBPgduv5lvL16E4m8gvIO9sLoSi5KTwnv5frpcCBtegTpFLG4y4QNiTJ+WYBJtaq9c1YXKDK/p2QsGUfy/p20atyviQ12eYSU4tjgrg5jBa7Gpf/yFH4oJzfsex10Ruuigu2uxQObAtTJi3aNxxNrWC0LxAC4Wuaq+8oGgE0vfibfFCJ9pEAHm9G37el5I2lJBXAXMEzQ8TvZMf5o3s/fC9Azl4J1q83AqhG8V3FIDhn3C5yZTM45wgDzAK3V4nD5oyDHeUjon8TL1doudhiZCa1fFE43OZSHKfmrlKAEuPa0EDMfEVocrzTcFqBPyVljrSofE1Y1Czi+t6BJT/SoBwhkT8VJ2B51E5C4O/AvfLq0EMOQRRxX5LbGOGkdsJzo0MMyvwmhBxEmLE+hdrN5hc+4ClfHI/I6Hl/tOmntiQ0ucLt0j1szRoXLPHDxVzZljl5KDOD4HkP4IVHzu6ny702BGPVkZfdHfb4eA+B6NjsOI0yCgTsLKDgxng7Hg9xtM/rsfdUMMbCzoHcJegHoeD9zp4R5tZ1iZdoMal2bwwqScZsHbrCwzkmi937ZgWraZ5jLnwJpG6b5b0/mmcLqyAky6gILfcmiqG8yj32r3GeF6W0SVdwDDZa45P3TYtNASMkH616b3sb5JVYOtQWc+P5I3Etomyexs8cRPuM2dPkjRFrfQtsfpu6rTqLD38xpQq5NuRjd/aneNcRZlsVYVVqrMn5FgNm1Nsy6dNJyUp9sLxtOaubukLh4Ls5szX6PXnDi7wJpmUj+zRpPp02JVBhBUGvjjgmqUwvEALhOzVsz4SFG/EmQ4wtIvjke6982oxP3J2kdA3t6cccqnCicvFhJ8doMLskZWjMN9rYK8smVHqyJ4J5TVQ/m6vTpcLkhCGlhM8c4XVWrrOWu5l7ylwk6ws+UMoQfDunbhG7DwTdEcc8G/QSsJJu+J1ark1jl2rGA0zAXGn+PvbEPoT6PINIXluRD5AGTXGDfTlqF6GcJIzfanFNdBbo59FeNbk3nWxbjl/r5oLoy9ls/1Ne8DI/HIohG7sZedNB0ric61qO7iBsesppfujN5fUnClAp1CCdc1ZCiYY20aHOuHSUIiZUj2AIxAK6nk+cwwjyU/ikERrpEegYYGzqQqiEuP0foOwOcnUr2mABz5h7s0IJknGfStxXBOe3o8+nBytu3vcOAV8CNs5k7sCayHUbMAtbYTDFb8mVKiPTPXNw723JnhsObT0CjsyGhMzTNtjkxli+4JgavaZtwYhYUtMJq58dt9hKu8d0tHIL11ZMmuQD2rijjWZmixCXmsCPio9XmllSY97oydbqHMXmE71IlS4Txy20WV9amytedvuae++vBOmmZlIIinLBS284uFM/VlcYGhxLOaSb5r3ldvX1TLXJiV3ncsYq1aoEYANeqOWtPWJCRnTywVEn+j+D9o59Rlb7FO8z4GTJuVzYZ7+DtEXRCW+bWKO1fDh/3dPHMBxlic/pbtTeyYkkOabMVzQ8w96qqyA4TbuXHX0ImEmbk7SZUyc/kMytq7zDpGYVlAe54KoeZ7V1YKnR6UGk2ySVyQwrHmOxQsVLXFsjpkIYrL+C6/8Rqm4Lox/gz7oh2G0r4C7h5yGVfUODLpMP0MgkYEsO8gzA9N5mDepns6nCLwFiEj90iJnzdlnJkLjUyg9O7C+J5CMWPcjeBhf+qjpxuDk8qdPD6ufgroZAqxAYn5HjPaOwW/WuTn2gscHX6i9WtfxaIAXD9m5MSjUKMuEpoMRkaTLQZc8CzsBAzzxH0QZvBUXadHAZc7aLmLf17D+74pAo4lPc39PVkpLrIfEX/tIePuTbN5JBmtos32cwxRAP7LQ5OWyi4BvQawGvaCLIwwqr1woIHIuT1aMfksmEau6WFmXibIl1sRkdzyjrM/FDRaUKXy6H5ZS6clkLql7U5rpisfSwQ7HAKIp8inn9Dk85Ik3vwf2LOdotLuOXdaOMhSK8dKGZXwgPioGqyfTmNZUlSHJsbbXF/M4k4yyFSEMaPg8ypPvAoVjeTtN5iLMorcTA+0zaxvrVQSpy0+Dtx1jhaf7y9MqldHaYJtFxu89uSupXEBpt6LUPcXWB57t/mj8RX1kfsev23QAyA6/kchbj3X4IvYHNP5wOD1awJoCYD0AOl64UZcFsxEMs/LGS8n9cOyES1mSVNd5E3X5FZNqfXKoOUcmNcmC1mNb3aZs5+MxWFyOpnIVcrnAdMj6AvtqXjkhCrTxXoC8G7we8D63tgoWAt3ElRRic6lTiI5TDpLBe932b0GbsB+DqFC/PocG1D4hxotsWDnpxUqk09vxWOLPXWd2xNRD9FGn4G7mDwTsD/tXGO2w2+g8ZB+AH0uzXsPOkEjn4/n9zrmlCYZ+OqjWX543C6NeWzGzZx6T9wxUYwFIzmewMazXvrmJA8xIC2+bfrYFkOCT6H5mVX03u67baFZrKTuxSM38R4bwPGf9WCrQdt3GInrYdQvTTqABjImN7pB3yN4ulkeenoCh1F6STQUeF4YPFymwHl+g13uAe3fGzwnnqJIb7cKnG/KGhYGKB5NJlErBzBFogBcD2fvCATTrFwF0DurTaPRLmdKyohZi4Hz00BBny273XlTK9Dq7sEMUD8vItOSGGOU5EchwyzZf2VTZ+DZtcJkmayLnWykI7mweOiJhn5ewHmlMsEs47v/V58V2vxavdHgenJ7JwuHF+G39dhlCHr9/l55IYQP5wqePoQBWXzkWzQDIWFFlnfKCs+tRkdzYgU5u2GLtt/slC/kjJQaTZCaLTGJvXX9fwWODLVc1L/AQ0TkBbN0HARuLdiZ3+Kc8VAkPtAvsb66nXcNWNLJxfYd7CJDt8qDNlks7TkWu4Vfoo8Nuraxdu/aiOWH9TcbzaI+TsuCtAGmMUANTuxZ964R0b3MO1UGQsMRpmw3Ga8IU2vrrFPXE8jr9AxEolmSuq4jeZXe6WgZQPdYUIDbYFV5gya3d+W+YZVy58jiweip+Hli4kNhknY2TNLX4xSTypzc8WXj6VpJBdUuPtT3THE6h8+C8QA+PDZvko9GzpKD+5WxXGLKOrRjse+3bfhGl7qEEfcZzaDkg4kNMQlLQWveeiMEvP2D+NbM6dku8whw/zgt9n0KXlQVaZkmEvbuVhRkFWTri0KtMXfAj8rux8+aJaFtcbP7DIcu2FWn6u414BcIsh0l6IXAxxd7iXC6BFk1BALvWsLoR7HU554P8jqX1poX0X7CtJH+Lmhi28G+N6Ng4WFfJEuuF/YXPm4Q8bn0Dof4v5rk3pDZeOMXa+GBZzU58B3Npr4LYXWEOKDi1H7fiz7dyCtEfcBkme9S25D/77JBcoBcIgpJhVgbsAkS6hG+f7iJjQ5yo9G7N3AbHZcwiyODGDA3i3sE4Kc4PEwVpS+ajF+eTJP7tvLSVk0LUzYvYK1ir9V6Igb/W4pwiqULAOsKnGh1XrMxKZWbu9Q8vqaHXGUig2mw5pde/Rp5TBBlEiu+AwF7MSKvMerYaFY1XpggRgA14NJqEyFEOn/ETa/oeSdGqjA6SjMjGEu0jvAoN9VJstcX09ahyKiYRqXg06wmfuwQ8bjCskVkVVsYGDHCNpJcDtGouAqHc3KFjDfGw3ICrKKKMiyysXNiqdwVSJvmTSD5UoOPyS6yDXguTrqhINM99BwehJJ+yXg2MCYjkUULRPcfn4eXViVcTq8/Bl0/hYSTRhXHyj6SfnJ56HV7UpunFJwr2DnuDA/QOqfqyIzVqcSC4Q7T0Kt66H1y9gLbyF0SUtk5To4sQDi78WeadjU9pZSyQUqkpwY5ALxMNESzlyfTDnmt2rNh3PFY6icgKcojeSyLHLdHHqjUTKPDiJ8ry47MCBbfJ83KlnBCqvUJUuFVfHCqgrPkZ0+z+BKNikLDVdzzYqT+j1qXUtgVcnLaCuHNZbSfyPxo8BaQGDX9JoJj7WqLxaIAXB9mYkD6BFm4lzFmgPOJeCWC7sJM8uQ1v/dzxWvVmc4IQZ2NWQe0Os86PST8vKtituxeDVrADe6ijUrW8PKkyXoKsXKMttqETS6rZbCnCpz8K5nzdlFuNcIXGlAV/BM99M2oyo6hxlpnKjm20wxdJVVKg7phkXpQ5vRZtVPkOxTLIIfgX+p4ule7EQayRbiAwoP2qQ+XiXBsUoVWyB8/F/R/DvRluMJfP4HQoNGINwHXxxFXtdkOr1RnsTF8a0DOd0kF9ifWRPDPIhypVoM3ZTMfnP2VmlanMH3o3oZFmn4ZxofgjKlew7na4Q+KvxgQNZTRNayttHz5qoXp69xhJyGvfDYqjfap6YBYLQ/9uponHHrMOeqcn+uzWmEEv4K7g4CBYarOlaOYAvEAPgImDyHifcL4nFZPUWIN2dht9lMLmF0cpix3cLbIZkB1V4hhMm4DQpvd3l5ncX2vOLVrFnFalYRnqx2NF0l1WSnKm3SLaxutiMKunJ1NDMx7ouFWNM70KHKDiQOIx8APdFmSpXJOhzSTzfnyH5GmxVMSQkxYxLIjgCD7s1h5eVK0Sxo8tXPxB1ThDx5PCkHffZ9BNxSta+ic8a1sG0yHp4g0vkLsO5DjYPUrodhxfvY2U0q7DQU/zkUJxc4kFKJDiZW3ISOjcu1KbuKru5onEG3ooxDrDTsV2uVsrVEFafvZ1g8SPLCClMqVqqyk7qRPDmeTlnRl5bEEIsU5mwKMIWQbwpCHHZ+1MM/Vo5cC8QA+AiYuzCTLlN0iM3oS0KMuBB4pgDtkcqjGxxm/No4tdgMOr26Qwnz6ZWKPiwUnePnrHKrgerKK11/Hdl9PcjVhljeRWd4saYn0b5acZJGXpAR53uwni/A7dGeKVWm3Qszaa6in9iMLvOwzmFWTxd9xWZQFyM/TIbJvpScR8qanXjvVXi8K4GRBzP2/3dtnb73I1yHShHq/wrhWCy9n+RZc3FS2wIZ2NntKgZg3+tYOgN/wX5TD+5pl7SW44q8TLOUFQfKlFQl+4evHIy6z4MOwJ5V63HuhPqY3NVnE8go7+lcFQWd1CL+2zahRerHnT1xPIKiboR7f2xLJiHfAkRext61X6fMqnQRq3P4LRAD4MM/B5Vq4DChC3jesRkdZXAKM/JB4Fg/ky93mDkRdJvN4D9VKqhUhTAZ5ym8CXqOTd9aWQWsZGXj5jSMgq7JRqToixaR6ckcXe2VuVF1NSOa+bCWgt7hZ/IbVR1fkIm/tJA5NqPNw79ccZi5VHHvCHDlgiUsiUsmb5WF/q6AlHO3Eze8EJnXDfvaqvb3/7qec8YLoG2hQQNMfmj3qD+QYkLidpdQ+26I9QKeS4ezLX85Rz9WkjgkWsPx/Q3jxOTP3xsfXIlBEx2eM/e/Kwz90U/NXxzDg89F1ZB83IY9szwb18FM7OozE4h3TXrOY7AXVi/eeHNqU/JYl+hm34uHR9RlzKYAjxTbK+E6VH9HIL9CApqDUTnW9tBbIAbAh97mNerRIX1nPJE2iYyNOjY5jPwn6Afwy6s8cGMSg76oquAgC0+xkPkeGJxEn7er2u5A9cJk/0XhDtA3BGu6nw4fHqxch1EzQEM2k++sjiyH9BkKXwUYXWF6OofX7lQiqQEGm1UKDhnXCVzlp89ZIbKf3krc2YVICBKGdKNVheFa1dHnf7LuprNtdhW+gvi8aGJH2FiEyP3Y/9y7Kls/ujWRVX+E4FVwVq5xcMLFhLl9hGV9iP/h73YnF2iOnR89p69qaRVmhCgPoAzNDRwEU9a6gT3xGP8KfRx7Vq3GveP0fQIhB//Cajn4Nc5pfJY3EnnXK3mLPS4jN6RQnEZT8RL2ZeHK1aTs+riqtorVq78WiAFw/Z2bMpqFSP8S9PYAY6JnZSFGdRZ8y+CEPJvBrao6jHUs6ujBnW9h3Z9M71rxotzAOuOh/B8X+VUKHWrlwRBm1G2gl/uZbGJ891tWsrFTEYV9FDZbyOaG/LtNAque3MzpHbrStUKv6uKsUZ7lNlc03yM4TMYChZdt+jwfZvUHW/H48vG2U/Sq7ti1skNQ1Tmq9/WcPr3BmguNCqDpf8G6H4IfoHHtCcz/EWfMQHCvADkfWfU57iovgZWnk3tnEwr1N0DxRzUfPl8HP3jx9z8XqV4mrNYOv9p9LvzCRpv7a2y3tYNT8bpzQD7Cnll7PgDBPqcgzCCQUcYP4UB6tna42VWm5EmzjTvsnwJlHwIJf0bcZOyCoTUea6xhvbJADIDr1XTsXxmH9GmCfO7njpJcp2Een67IxX4+ThQqp+dbzYJm8XjnK8wI0KfWkpc7ZM8WWOEntVa8MnO4o6eLu9iDp3sS6fvl7V2Gc6eFPKTolwobLaS5sOMEJc6jxBmqviLQLYpsFmQzsLn432xuSKi/S8InBbT+KEJkSyM2pzZgx/2K//i4aPtdn24nLiMPa6giQ7rjjyZM/39fwr8aAQWPQPNc3EZjCMx4iajXr3c62n0ByECEz1B5DS16Dd66Co97Ev7Vw8rZzhnVHVl5E/rd5TCwCYLZNfkItT7EfrhKWYYSV5OEj2m45BU1ZOiWmrJaZaU1JcE7xyT3KE3YcdDzHe67ENVJ2BkHTIOZlEP7IpfJAi12WM1n7XSbX4qdvZckJtfXmQK+ASsVO696W9oHPYiYgLqyQAyA68qytSw3TPpIQ9xuM/q2PaIdZr2hrGsCOVkBJpd/wO2jg0PGowInmq3W2lLPYfUgiZ7Rpp5cezJHZgryjJ9HKkysvozgmRbWQy5scJFxJ+GP0mvm8MhxLu5CFyuQwqi8Baxs3IrmzQvRFha0cNEWHqzmLrSI56czhKJfFJK4RNEWQAsLt5Mi8YogsM1CW7jIGheStiLhM/FXeSVTW7aoV3KcftmwowMc9QL2vOvIGXsckaIrkPBwKHAhdRLivoZ/0toSvYOphn+5GXZ2uYxV0Trh+GNwZR75I07BV/gbRH4DYr7N7sVHRPiIQM8PkQEH5H+OklRAf4GhG21qvmPhDJoZ9TBO7jwAeaBipqrqTIrTdyjChfgXGorKCkurIDeIh0dwmZAb4M/kdBpAxL2cQPZeBy4nYQbifoM/FnpUHfPX97oxAK7vM7RbP4f0XyuMCzDa5CONFodZOwS3nZL5D+BvNpMP6EgSJuMlF/4ZoM9LtTHs1axO8KHfF8GNbUmtUdalffVwGPmYceCyeaTcNluQYIMfscZrMaXluO4EXizd3iHdAHbQZnSlDmlBZjewiPwTuMVm0LJie2a0NSFYhfi6byDxx0SsgYLeuwnv7K1YlxZAggu3XIj/5dqw3xEjIzz4Kly9H5EkrMJ03LaboitdaBdd6cpXp+IWPULKwr+XG5OTOgHkR+ysiuO3c2lCgS+MnV82TMkZ02P3NvW5QK+9q2P3IwKP/Lci27UOcZVaTFOXWzcFeLrG9nUGP47ocUjRgH0JO6otU9M8OBt+JOL2oN2n2aXbtwxiW8JkhIBVfNZb7McRSjW+Cd0IZEd9FAj6zsdiCnZ+1HM/Vv53LBAD4CNkLjfycFIh8rXNmNa7wfc3gv7Bz6C+GxhxWhEyX7B6+Jm0X69Qh4XzPXj/mkSv+bUx7DCrJ7u4CQE63lQ78kYOVviDn6LuQllv2WWEr7TQh1z07Xzy7xT5SQAAIABJREFUxp3K0WVyxIaY1FnQrxKIt1tyW6X5Yx1mnA7yqM2gk0rrHibjHoXjbPoMjj4LyTap89JsOpz+GeH3t6MnF8EKkHsu+F8/G3au7A3u/aANkPifUDkJElugvAa8RiC9OHm803cbYnXA/3FJusgSmzodnwX3C+zVxnO54hL2bcWT35k2bKiwwuoRzYjz/gbRc6OrY/gZkeLt6uSGH5VeqUb5kovjhRfl2txa4/vSiSY1uQRhQEWEHdWSG+47BdWt2Bn37WmXGOIahEcEHttoG7KSUiXU4W6QxgSy7y62r4mV5lHsgjLc0NXSIVa5XlogBsD1cloqVsohfb0SOTnA2NBuQoktAQZFPSxDjBhlYQ2OoNemMLnYa3KfEubT7yByqZ8zDpgRqSomCZPdV2F2AXJMdUg19vsMZuRgF5MfVX+bwpQSR65lBI+28Dyk0NZF7+6BbVat5YpD+hMCm/2M/mNV9HeY+ScBr59BxQ+5UsUh43uBEX76RHMwO2SbEJnWNqlXLMf503a4cWtx6rzXPcQ9cB6JVY5Propuh71O7pBkCiP34ZKGNv4Gq+kJsEGQBs8TaXQPKZP3sp+FzjgN0SewF5oVa/kSSn0di1fxZ5dfHe+pHfaZONdO2PkXV2ns4TtPBjVOXGZ1fAqo2X35EP+kp6JcL0uIa+VnmrikSIShG9tRZuVZpT5MpfAVt6EyFiIDsGcfxLZ2X/NS8Cb2wnZt1tNaI0xWMNnNRubafFpOn1DHdMRdj706Hcf3++It7PwLqqx3rOIRY4EYAB8xU2WAIP0fLu6kFO78IMysNyDysZ8rH90zhBAjXjJJCMCkV9O3BM88P5O+2nPdIePnBOICLTm10hViZWZxWL0I3OdsOtY4ftJhpFnN9AcuBt0g8ImfKcXJ2oE9TlbAH7ri3y8Zfw4PtY8Q9x8LbD+jy6/CKsIFZn7hgbHJDCrnte2QMQi43abPqXttl/0W6Hc2HceuwBlqCDs2IR/sQs+14P4LsKtMkVmZbQ/r9fCQSdHMRdpoGxwVBGsGmrsRK//3+GeaJAB7y09PNmf7Px5CpDP0XUWR+yjtRpXN0BPqsACsPxHIOjCFZDj+RVyUgMn/XI0SHNkCy2PuI7OK/Aw7/bo9rVs73KkwRmHoJpuakW2EB1+JutPwSBpJM2seshfq+6/G8p9/N5ANV+AyLTdAuRe/klE7qdEVPPHZcygwYUfuRaQUVjnMsBrWi1U9zBaIAfBhnoDqdB9i4mTBcmzuSA8z63ZFu9kMKkcY4TCiN4gBNuOUElH0LWg+Xzhnrp/Tm1anz4rqOmSPVugbILVqK5ZSQkKM6mecZQzPrckeI8g88ym9db7HyUphvYWMOxH/AckWQqRPEcjfw/lc2fjWMdNvod8EGFwShrRvmzAZ7ym8a9PnCXPtB344qiGeDLCeXoH3rSZ4+ntw/5wHX+1C7EI08DPMzUPGDMNfpZeAyvQ8ZNfDd7QqXultuAW8ijSajfieIHlSZlQH5//YexPwqqrr/f+zzw0JAZRBgeTsE5CAMwpYcSRBHKoM1qoECVJxaA1qLUGCQ61BwNaBgEGrAtbWkSBBLSqitg4kWAdQQXCoQCLknJMAiuLAlNyz/8++NyS5yZ2C/f2/gnc9z31Ccva49uGuvfda633HPA8dPkD0XYfyjkOIvih1HIJOqGV+MFeiDq8FTsUQz+N5xVgTNQ43OJmrUGocVuXqmPNxU17E479Yuxs2YTHrNC3gFJSjeA6rKAhaoSEcqxiGLxAlff9Wi7+0qr29hd3c81CUosT1WPNbnbrXcSOdjaQOzwvqjjfUrl9/acXAs3Yyn8MTjyPsQQhSkLt/v0/jTlT6yWsgYYB/8kvUOECHmVeCullScEQl/0hrQ9vKnXTsdDjDQtGFmsxpExMGGogLBJ1HKU4+DF75qw8Wp3Pvsn2Z+ibW9U7C91kt/v49OTwmH+kbTEk6ku3aUF/gIS4w4EMPnvejFvekOORqcCVuuzag04pGCoxb+pEeM1hsE3ebSSTZddRZPbgpLtB8mxJNCHGeJHd0Ux0sZEPHdqQGeGUPZldWe3YUbKbTUwqjq/6bQPRU0M2ArzxUhUB80xZxvIGq2ILw7UT12YXoZKDerEPNvQZr4b7o+P+3OnaBjrK9BIPzUWob7LAxjhiJp42rNrIcBz8MhHV9EAPWoliLUmsRai0+1pB2QwVO9rfsUL05vHwrVbNSMYwJgOZ7fh3DKMYrXgTidOSG2KkzilScZA1X+gLWntYbS+fGI8F7JxAgJmc0BAV2dujhg0cM2JrscZWdQdwEIg1rUX3pQDyvFMX9WCVxp/B1tRmlfb0KSr4k+3KUdzrW8rBBZA19OZnL8L57HOPbexHJmZjf7V8buv/fXuD9v6OEAd7P1tBl5lMKZUgKch1K/mkgnk1ndExD5fDmOeBNhxdeEohfKVR3EIv1RzJTR1HHJTrnV8FH0ej7XK5up2gfMLr1n3IDFvupe97ifjtcR3uDrBQ835bkW46ia1gqw+Z1HYruUag2FpMj4jcv5D+pHehxiEJJhU+msemPP3Dw5u/p9FWQK1YTuGsid5RCaSPuGAinI9/2bYP65is6/tXD7wqE04892tf5qIFvUDo9P9FQlj7SntQO0l3sGLuZduN3w5TvYWsddPRQCxTq6WvI+J8AlMS1SNEKVRWcgdC5umo0yrcOkfI5giNR/l6oQ5MQ4tuAoRX6I9bgfXABqnYtGfNbAl3UnHEKfu/BFv5ftdCH42ojnI/xYBpq9DDktPjeMTvVAk8b4ZlYu1sfyexOugglZuM3TqbHPSEbsq4u96I4U8AzCD5Wgp2en10+0CQkO/XvftiZYrDT72Pn1q7sJEiZFZRNl/QmybcE5b2CXKA3GhGl6xY6UBvI69XMSBO3SF7FyZ6BErVYyyJfP+sW7cw1iOotKG8J1u6G0/yPXvtEAz85DSQM8E9uSWIPyKFI4+92BFkqMMaajNYEDVGlmuXjFOpMk6xxuuAX5B/dBkP7XrWR1Lyniw3U4nSKg5GtYcRhg/aNFkh6h0QO66Iat7kthjbs+mpZt7kU1GKD1MXp3BkRC7ppkJXAu6UfVtwR2i5Fh3rgGnC4SUFj7mmTsS9mkz4h/xM8jSpUpY1oF6qHfkvn2XW0+8TDc0E4O9jpjqL39qbT3sw73f3ULkpnULZAqL3PHCr0leBVPr4blFaPtrUKR+ehnifwjV1PndsWMaUW9ZtvEWU7QGNSpwIvfo+36VvWPziVIXWx1ux/8vyNKUkcmXo3fNcLVTsYjCRo50G7JEhaDTu3wLbh0OVy1EGvYv1e4xcHpSK3OynUYNR1C5uO4wy+MbCBkWXhjdG6Pim053u8328KGHRDFJM+ITadoN2mH0K8hmI81h6N1dw6cSYVgjgVWTS0eUWdc4uPLBFcj1ShSFX1/w78Tovf/Qp2QeDUvFOp5BSPlFSf+O5jbbRF/d8RQSNu6DIePTD4BR6Lt0omBgLDtGw6oy8+bbzL9GYvsjjpX8G2GuTuY1s38UTp/U0DCQO8v61Y/XhtiubqoCOQGoaxryQ36hWfTdkfBeIgSVYLqL0a8jP19bAX9Bn3E4HTqnrewlm8F2FL5/wmo7Qv9mpZn/NbQ0G3Wjx9rawN+VAFi32IxSm0WdyFu0OMWTg1f4Rzowd3CcSt0YKsIi2Ry8w7FKqTpCCsj2wJVceBsRDUU8OxAtHiLk9nK7yZktzQgKKwG45lGWD8R5KV0fyxzfoigegt6d1AkfghzrXAnQaM7Yd8YSmbBu7AV7wben4PtfoEvgVh1ILPAFeh3vHgfYVYC741d5BW+aNex5r7e+H3H4eiL4K+oD+iL8LvR33jQNuXoN3L+Ly1getjLU7BchRPYBW1PG1W5xbiF+lY88OnmdnZL2Kof2CWh2cy+qJnOsm+9zErTOxZ4xG+CaC+QFCMmR8dK9xueyZCvYYhziR9V2yj3VxxzqSFIDYiiyb/KJ2uJblzKqlJBqmGIPV7o88Ru329HuvCvy7WBturN+J7jXfg96ARX/2lRcvNrJP9iubCRi6LnFLkdvDj+XOxdv60XRg/SrGJyloDCQO8H78HDjPuVxxyoUHbB0zGRIwS1lO0KX9AID6VDIpKOm9zoyXYU391LE6HQPToYrj2dBU4PRX/WeBr8dyDxRk0SU+JotcPqT7DwNOpRXEFWYVragN3dWxLkuPhDcjgxnXNy7xE9WCFVypQU4ZhPbT3ucuCgCE2Gf2nWEtvs/wU8GZbZJ8crqxNhQbxdyx66+vWgLxFzegd+P+2GfXxDwh98t2SDBsPgn7t4G0PMdWm7og9tPmdH++8XbBhD/zgh0NBHQxi7Q5otxO21aGq6vBtVtTpE1gL2XDh1l9W/dI+tOJXG1NA6fzw3eDb0vjRtv6H81Cpy1AHax7pUBEbBiN2d8M7RkMwthTjxUmoE59EpG9BjgrNVQ0Y7+xvMVRv0svD33Bs7HMsSd5CZEXjSc6590oU+QixBR/FpOW/GHEd7OQcBA+RxJl03/NRrPUKea5xp/d476LU3VgzQwBbWtVOuMJubjVKnYRcENuv3by+MzgX1Dhk2Xlhx+G2vQWVMh25PelHjzPRwE9eAwkD/JNfougDdHhooaDDeW1xMrpwc8RTp0P5cwIeN8mKm9ZPn3A9vAs8el0hGHIqzF8HO7vqqGrt001vckKOR437EmQVqV2HGVPAkJJJVzcv8yLuRaD09XzucNJDThEOJSsExiSTS8pijbmKsosNxKWSrLAwgutYl9IeX/kmfG+txretHiTihCR4Ox115MGIlwchf7e3nyW4t4CaAmKW4IepX3JQ0i78l6gAqpQ68VvEmu9RvXZA292o7QLRNmhYxW4VgN1ki/74EZs/P39r32977Trh66O/dCrO3/oWKlkb3sbgIqO2C2rbWEh9G3VwMJo5RL7MQHxxKRz7ICq1ZVqaWHsCbD0CcZamgzwH4ZuHefGtDU3YZ5yC8B5Clukc1/DiZGqO6r8hK45qUcAtHhswxKgdwRPxxPB5wnbKeAQTSTHO5NCdrWOmsgtORVCOUCdjNqbjxVr3mM+d3OcR4lHM+ZFzm6M14ma7CP85pL8VGsRY06EbXm0FqusPSLt7zHEkCuz3GkgY4P1+CXV+8FPbFNtsH+qsdP4Q9jRiU/aeQlyfQVar8wkdNrwFO+fDI0py74P7qrLVuDqArEdbkofFG2QVrq8qZqUaeI4Bg9Ip+KRpmZdwf6dQdxv4coaSFuJPtnnSEvhWS3IPiWcODmXXg3GEZFAIotLf2N6lju81CMQvDRjWIYAx7b30Db4H8pCB6NvV1LRX+HVwVl07fhh7OIcHItVfwrYUQp8m9Qlo6nDk327DvlwgbvShUjoiRGrgJMvTdYinr8P8dDo1vXbjP06g+u7s4j9t90F1Z3Te2La9P0l9llQnVinUWoFYA761U0mroKKoJylJSxFqHubE4rBzdSe/i/LPRc4KT+ru5q7U+deYJS+zbmFX2okHQB2KMK7FHPkZzuDJoKyI/t+9nTqZ76DUg1iV4QMFneJL6k/EgH828oYFLcZrJ98aAKPw9pxFayOY3YLfobiOHbtPbsFFHM9LEK6MPeY2DNUOcx+Zk5zB80AjY5WFXo87KQ8iktqhup+ArDh+X4eXqLf/aCBhgPeftYo4Upv5dwh2D4FtbRV1F2ikrOaFHZbbitpTLIaEjUKOeIihogDIlvuQ89u0zQ+o7mrgVSv2HDqAXt/8GLW7zLjFQxxpURAC2rAE52YNxq9okzOcbsE81CbiUKLTuM6RjNHBZDHFofwugdpukn3nPDYNVBi/JPBRA4WGQYRXFUmvjOCH3iBulvRqwOne2/iH2MU6DacOxg5ENjD8LEEfg9TcLQGELz6pxSicRvpSXW8uVSeDby+l3zoBT+9BPf376nfPx/MeRKk/TbG63geH9wWjr0L0VQEDLfoqQeeavl8bte38azPePfRJA2+twLf29qa5yW7BHSiRiZwRgNtsIdWjh+NnCtaCk0Ke2QtvQIg7MIxr8e67GOU9hlUePUjK7j0EwZO0STmSbp98H1Hp7uwLUUpf5XdAiGLMCaF423bKLASHI3efH3PhWix8wWwQhyBnjG113XAVAnnBogA5X9Mhtl6cbB1RnoEsa8Q7t1NPRXj/RHQdByk3Y244o/UNJ2rsbxpIGOD9bcXCjLeKJ48z8C0RuA+BGmNgXJBGfZBNgMd7iuFytt9kkNE0mjfW1GvYmOmn7r91eHHl/EZr70OcyQKO6o/8UVymioU+l02uwjvX4sYGI/sizgwBWX4Y9SvkpnBjcShZYMDL6eTGBFN4kI2dj2P7YoeD1HbaaAP7jYY8VKhX87Beaa5Hh8qvPJIOzyBD0x6GyGrcfIXSqSdj+yNfLcS5TqfoCPjMhE8zEDkK9aaBMXUo6V80rTwH53xhMFqhcj8Z/M322rZqxkNLjwufI1s1q0v7r1L/feSr1ocjbjzhg4BBRtUHY/Gd9i9vOWrr9nd+++Hwo5f2ubjktUHhU4Oc0Rrx6Tnkgpan483Pnkqd/0F46Bi2tzmMY16JDcPp9LoPhIEMRI9HF7t4RH0ecffA1bTM16hQQXGTg+tmthItS9dxCl4D8S/kjLtiDSHmc/uyQzBqKzBL9g3UxhlcgqFeJr2s0TftpLyMYjGGVYNSlyErGoL7Yo4nUWC/1UDCAO+3Sxc6cIeStwzEHX7sY0DlGQGe4IIAgpTNOxbUvmuRFT39oZkubCq0/zRqzm+86luFu1bANf0wy+Ot07zcV9x38C72PCsQm00mXbr3+RKcv4NKSyIp51zSNI1dWLGZ/3UK4tiu5IYF7HgEu58fY5g27iBO6cIuTUm4YCsH3zeebi0CvZp2YrNhvUKdl0Gf9eE6X4V74TrUgk/h+zpYZiCKb8cM+KEXstDXjtOnCMQfBd7UYVjTG9pwntGECA+235a0Ylb/k94RfkYpOEFpMgT8T4+nR9CXveWBDtTWLkXwJmZ+CzzsP1HTy8Df963fr5hz5CuZGw9dd0hbhVg0HTPUmDuXnADGYmRJi8jvhjFp/y/tX0Rc7oBxLfLi6DjJNd3b42//GT4xjrQNOsc3tjj3/RLl5SPIRPAgZr7G4wYn5QUEn2O2Ei2r+ubD8OreRYmrsGZEDvyKPbJgCSf3Mzwjh4ynwuKuR23Gznbwe1kN7EhVyZdicB1yz2k4va4CcRqy4kdtVOOdRqLc/60GEgb4/1b//7PeXUo0T/AJJrmXOxRpn+UkhbjAYtLqKspPFqj7LbJDrxSj9O5QqVGiJkt6tcj5be2gV+Geq0FA+mPF3X/zPqooutmAmwQsAOMRkxtWLmRtcns6L1So70Zg/SbauKooOcMHd5vkho1o1nXn4ryiUAcZ+KZ3Iu3V01n+scC7MB7yCpuK9xT8PoPM95qOYwoq2cPNF4j8tqg1A+HwQ1H/GoDVgr/5BaoO92FMUXCSQEwd5ryVDtyOwbWk5zT4UB+kJjMJ7xKFNxpEm7pk/6J7XnjjnI19vy5H5t8YUQ/OpLsDlIJm0bg7+FLuYdfLCvHYdGRRo8HPnYdgI2bJnyO3k6V9lxkYf1iJh44JuB2Z09hGuIpur7F44g9YFa17B5ziQgQjMPOD9apIxUjWOcJLsFrJjWtPHoGhHkEknUz6XSE3Da19p7Fzn0CoN8LeEkRrrHqI5lBejFXeB/ugQ2C3phy8AE/cRo/dr2D3noPgO+SGH5c+1eoJJSr8X2ggYYD/L7T+/6DPCuZ3T0ZsrGVXp15csctmhj4FT9G4y3UMzDAwfiPJiutaS7EuxcWn/ZUNOb8/ZsircEoULB+ADOAqt0aqmXmNB5rMfbkPcVcaNwROHC/zRbpHG2183x+O1ZAGFKltmxJ90vNb5IZlS5qDPVMgZB6yAZ7SpfzblDjJKxwqXhaIe016BfJbp7Clg8eegOFVqKVgFE/HfP9jnAG18EJ/pAYGCSv3H73+kjZ16sEdB/vVZrP22rtfOC5iPujD2Ke8fVFVyfH/Mrumfpe0FhiVF+4K3ik4G8HjeG2Ow7ozALYxhY2ZiqSlCu+B6WTcx5bL06jd7aDadMN6vBGQo/ko7awX8PEY6eWLsJ89AuF/ECG+CfiG0y7aEnF9NTMSrMSqiJoy16K+U/xvEE8hJwSJPzRalvC0Eb4Xa/ec1rxPOJNvDkR1y6KzWlWveeGq0X/AZxyNGSFHOuKLmHUN4rtfwqc6olsb338gvDmYte9T07MX/qTlKP80rC9ajwL2oyaUqPx/oYGEAf6/0Pr/oz4dFjxn4P0znTEB35LNzMsFqkhw7OMeHVIssrTvMaY4VPxVQEeTzKinypgNAR+wyfTh2wC+Q/tFuR5u3pZL0aXa8AoN2gV3SwoaaNteZFNfgW+hQJWEXNdGGZBDyUrw5UtGtaB/m4NzhUBMSsU4+bL6MW5jZced7NwkyYrLz+dQOV9jGM8j6RUwJihEvkAt8vAVTyct5JryQ+z1Ct+vTiA9JII7MHyn9IJA1LAh/r7EPH0H8GtF7Xkj6Pl12Ok5xRpO1EFOuHYeznyFSM7DHNmirFuwBsWfkUUhUca34x7lBVDLuGuaU5AOqiuyJPp74mT/h7a7R3HIu40BfW7pdDx1JUJci8xZHHasduYRCD4DdTSysiEgLeZ75Nx3Nsr/ANbERkL6RrSsa7D2hM9jjtSwM/lJhPoKsygqnGTUcdm5OsXpfmTJiTHHv7eAk/JL1EGPIL4/GCgm2ZhD1x1BH7rCwM0sD8DDyg0HBrNW3Ir5+RZMGOADaO0dnhoNxjhJbgMEn8uMMYqe/4CDnpAM/W0803WpXOKhHrXIbN0XW5jGV+PeovB69sfSu/2Y4jDjfB1RDMrvYdyVwaSXmlbS0cMCVerB1BHIuFKiHAL+zA8kuV2bDyAY3ex7F7xT88hoSNGqpuwYD7FIknVMzEEDH1P597dIkjaGhq18VMDs2yOwOK0K+KzFe/0xQ09vzqI7dRAdSl2LNSqAovQiziMC1g1Htgwecoo1ytd3yIkN/sK5OPpL/Mk8zMYTlDt5FkodjCwKu/5T2Hy8R+3LL931TPv3L31vUEy/ppu9CD+vklE2L0Q39sLhCPEgiPnIkS0Q14IbjMybgFNaHWTkFD+LEMswJzTQb1Lddgieeh0lzsLaFZ9vWY9h3fUptEt+FyEewCx6OJ71bVHmjTOSOCJ9N3tS2tPr0bBAKQ117LaXI7w8AnndPQ/D1+0XpC0P5Sh2M59C8Q2yIq5N8j6NOVHpJ6eBhAH+yS3JjxqQcCj5GnzHS0Y1RALbvPqmoOZ0wZfnm9wQIJmPJi4VT/jhlQwyn4xVNtbzVTj/FfjG9SPtnWhlq7hnsA/jJqVBqlB3SSa3yAddinuhFwDY4NJhyKdj9b33ucP834IYIsltCNzSz2ZRldoe410Fs8cjG6NttZ0IkFf4bpJkRU01uRUnIwmVrxATLdS7DkmXBnJxo8hH2Jf7Eb8cgAymAW1ceAxtxAN4aDCNa7Euarj+XUr1QA+vdDjysJAmndlPopTCyg+5pdAbCg/fMoH/uDx6bKB60lA8MYe2u4/jkPsj8kAPmDH7L+dOHTEp+fvkK6eR8VRU3dacMQK/dwuyTCOlhYr97CHgfxCDbtSq6+g5KswpP/MdhHoAszI01SjqCzLrJAxjMV9/3ZO+U/c0FK1OHonHHJQ6C6s2NuXh3orupF+geJckkUX3orfjfZdC1yBXz2My5oKWgYXf0JkdyeNRYjyKjxHMoe7EDbRJWoy5rE9IO3amdo/0w6qIiem+T+NMVPrJaiBhgH+yS7NvA7MpmSsQ6yWjZzQaoPJ/G9Qs89g4TfMESyZFJSd3qLhP4K036ROMPN1HWYU9AsQt/ZEtv6jr27S5t7/Ar328Jwm4y6Qg9FRVX24Jjj69zVCQMwL579YMyWG+ZnBaYtVfze+tG7yyVZvzsFowKdksH2c0Ia8I118hzt8VXCag+Nfs+aEb3sEWvSOyMu1tYyWbNKXjsoAf2Fl0ZfDKmZsxc8KCZizBWapQC0ZgBdNWnGId9d0eOfGScOOai/1HECfnqXkX4/6wFk/cSsaM8HjNDS9J7gdD7hz6RNZfz5oqMK6cSnqM/N7sz8G4DOvN8BsrtzQfj7uCV9IjQ9OZqnsPwe89SXJq9Nzg5pNzirUPuBKZPy3kkZuSh0Ijjn2JECtQagXJvhUN17uRXhZ70jgM4ybaiJPpek9c7FuhBnj0/ShRiVXSyFhUnXwsntDoXXpMj9f7dzWoCbhZ4/GMk7GWNXJ4273zMNT1pHqD6PzFj8qPb83/iUTZn4YGEgb4p7EO/7NR2Mw/UyBmSHIbopcdyj81UBcr3svQXLzgjbW4MeL1ssOGAPWcpHdLCrpWjHQV9iKdNzuAjBZGtYZZmX6UvmrWsJF3SyY3bBiad/ESzk0K8TuByhmG/LAVQwjaK0q+aYPvqG6Mqtlbdy7uH0ENyUOeE649TV5hYHQwGRSWOu42nNEG6tZa2pz9F7pvtqkcB+pMi8wA21QsWSXsDVct+viD90/5tjfKfy3W6Ig3BEtwNEnGTcOQp+HOfgil0pD5UQPq5uK8/tpvP/QtnLbsE8wZ4ckUGo2vBre4FVlySiHVQ8BbKmDUVGTkjZo9WOuvB1ZZZNeCveAUhO9BBCtxt13HiXm1DXoJ5AYbArkhBGUsqt7coqNQSe8j6npiFoRy5G5u3x1VNxC/GIhQA1EMRPAtnliJUCvwxAp8u1Zgov3qjeIUzADREzlDcyO3TuwxlyHUUGRJLk7K2QH2JkE2SsxFiTlkNIPOdLLmg/Ev5LJgMJl72Lko8QxKDcL6ogVwTOsGkyi9P2ogYYD3x1WLMWaHks8FjDEJwAniUL49ldQeXThxu83MIZp2UIE+4ZTUUbuhJ7eEXJm6VOqUpt4mvfY5SOUDKnoapKwpuys+AAAgAElEQVRNwjykL6LhyrCeQlAHV01QcFcS6q40JkfM3V2Ccw+IwX5UTiSAjWjqqObpIR7qL5LRp+4tNw/nV0pnHcHJYSOGG8gr1KeS7LDkFYU4H3ow5Y56I+VQoY3Y7+JCDHNLs2ZcfeRit8euj+598KS4EI+W4Ky67573K18ZU5GClT8s1mt71vSnJoy8ffC9W3t/M6Dw877Rr2ad3OdArUEuKNTt/omq8wyMpQIxdCpmeJfFptNNfL4N+NoeStqrEdcvuAMqfQClsjHEtZg5wevamuPb4//+M5QYhxVnbnCgrWLtA65F5muEtujipByJEANRaqBGLwOhGbB0MNqK4EnZvyJwbW1Peh2Mj7BmxIymD+nQveRo1MY3UR9sANEemIPcrdOIGqgrQ419dhVJSWfQ/fUNuIcdhTLKwfgtcn34oLVY80s83+81kDDA+/0StpyAS8l0BW0luZM38K+OqbStMsnSkZfB70Pu0cxG+upU8wBrf5QG6FivYIP+Cf26QJoFr46XfLteMNVrrZpW4egv8679kYETzlqmJB/CwTfVpxT9LRnjrq5MjIqiFAxAEulJGFEBNqKNzaHkLk1mIBkdYPPRObQ+/O8qvHHjyQgJ8GraTjTyituoutrAd+FUzIZgN4eNp4P/bkmAgCCyOIs0hnLhtAl9FlywqHu7fpghfulIFX/3uzdfzfykY79bZr9nhZwkw1VQE1OpTlqbf8lFZUeX9+yehxndYNuj5yKMNcj5DZuNKcFNSqmHGnoHVvgAJ43oBOXIZbGD4eyFv6kP0JqGHBm87dC5wYjrMSsi5ma3mN7We9PZwyb8vqPo8Qf9vsYvOtLYTh2I4QWNsjbOggzUQTZK+vB9+keUsQJzV1hu6YaOKulEcrIOqhqP6CYRu35H+tbojEvVWcegxAuYZb1Rh7WlWhtfnsSsaAwqi38miZIHiAYSBvgAWcim09jEgr4+vKWSMRkO/zkN/H+PBiixjvtSOrCnt4foI1C9IfMsRY+TFG9+W2+kNbpTwDhrIy1Q6wVJ67fxzYa+NAmIaTKIVTgVHv5RJ9BjpUuRPu1qP+/Le+DuXvUIXdFUvwTnHIV6cATW4fu6RDZP9RcYfwf/9ZKxAbSmebhv6LzcPGTUVI9o5BWFuBsU4srppC/bO7aNrDsmCd8iSWbkqGl74eMIetKGq9Z0G6z81L3ZHxkZcWpv43bxnxEi60Xr4qNR3pAR9ND5vpHFLZiDEHtIn/GHOTivCsTSPMx7I1aoyv0tgiyskpDr8ylUj1R4/1Bw3nRkS7SrqkHnIYxpWGXxgWtsWdiHOh7BYyPWqMuCRjjzmcCJVFbEDxFpF09H0B2Z34IJq9Xvig6W+v4kzeM8DrFaB4zpU7I+wQZ9yfqkvGf3CnrxDW7y0fVBVeMR6ik8NQffyGkYxl9Jeyo6upabnYcSpyCXXYGbqW+fNmFW3NDq8SYqHFAaSBjgA2o5GyfjULLcwPhLOpe8ZFN2i8DoJxnUADIRbdo2604V+GZJMk/V2MsOVb0V9DECxln10UT0CtUHhD5Ba0CB9TrwS+FtEPjWf8uQHrvoOrIrJTrdRvt5P/bw3ZXBDSEoUdHG8CL2Hw1E52HIfUIEqmL+WAPxiIIJFrmBdJ+5OPeD6piHFfzyjyI25Q7UndycvOI2HH31OXA6MiQAqpLKtGTUKklmWthm3bnt4JDttPUOpcuoAG3kKtwNPhhxHOanEYdSXVyIxzDaJw99sdMFEw3QOonsN62enINfFSLbD0BMrZtH9bHgrVF4/fLICA+buDn3eOpYgCxpsXkopOpSMGYrjKHTSW9Ja+hkf4wQ4zGXxQcxum1hR3YZX8JXHTHzdqBzgw0+Q7UiN7hmRnv8bTaCcQ7yD62OCWih6+rJg/GrqVhFQXdATdte1HnBE3LQl6yN8leg2iGMOaSIORyyM5gD7Y6ZjlIesqQlX3LTjpxsHVn+Gso+FkEvZEVYistY72Xi+YGlgYQBPrDWs2E2DvOvB3GFJPeEwPcE5Z94qMkW2YH80mjiUHGkguctMhuBDyJUCAZT1fUx8PX24/URGL23c8aQ5ABm4PoV9SlFrYpa1l0twdF+yZLhWBFRoCLNIXjtzIWgrpKMCQBvzMXN0xjZUH1yHic2BgOFaUShhMtyrzl5RQE17VPx6+vJc6Y3CwZby9rkTqR+b9E7Oey4nFK9+bkUmdPA5vMh9qMC4+3+TXN2m1auvLcTyWI5e/acTa8ba15lq1nLno0+vO7nhSF9CBoEnV4j5iCLtNEIyFzsfBDDIwWcBQo5ud/RXvSg0/wWgB+FOFeA+LPCGzodK9Sf7GhYSnEksiyuHPNgX6Wa7OEpZE4w1UznBgtOxmyFUXKK9cbsF8j8uDaVUV/46htPQvnvx5wZ+SrcaTMAs/YjBP6QtpzRv0IY4zHnR7/md7I3oTY/iqgdjtiVhemGBoPF+k+ZeH5AaiBhgA/IZdUGd8HRCu9Wob8c4QZBRrqCApNBMa8Lq1nX1cP3sSSzW2vVs4bNvf3UreiHeUhrmJea97MEp8rAyGrODhRtPPVwnDqfd3ctu67qxRWBtI6/4ZzuR73hIU6+Jo4oaps3LEHSO5KsELjIQpxpCtKnI3XKSwtxqfi2DXtkV45qmdLilGp/6WvInL/trbgK50oFZw1AhvcDu7N/gVIPI/MDmygtS3AfVniVI7DCMyJtnHgsScbTyJmaBalB5mAvEYhlEa/enVwdiHQX8qkAn3FzKQxuYG4xEOeFAIxUZ3XFE9XsMQ6l15vxpdE4pdpYn4XMaaSF1LzBrc0NdoorMIwrSP9Dgyugte9roHzNTcfh955Czmg9B+/Wsens8X+ELGkB8tIwFjf7aNTON+CrNgj/IMyNkW889mkCiUr7qwYSBnh/Xbk4x20zf5zGKFbwV4OMExTeK5Ls+6NVVyifS+VuSWZSnN00FFuFPR2M9v0x99m/9RyVh6WQ/NYwZNzsTTYlZwl4BMRjewOu9KDmsq0j7HxXIP58NWZcwA+avMIH95lkNZyI/sjW9CRqN3rUHX2HBrgIIw4VGwVkm2SGBvGohT5c41sM7zDSR23dW/V9qvokYbzeD9kjrJ41WT1cjMxvSJFZwqYTwffMcGTPsHU25mfia/MvrBnaPdAg87CPALFGwal5yA9a1HVy7w6k7UQhYSjE0Vffvxf4hoaAjbhZj4N4H7MsvoCi6oVd8YwvML2DEaOCJ0qdG+ypJ2jT9qiovMFNB+7OvhqlLkTmNwTDtfZ9DZTfcnMfauuWIov2Ld7AGV0BSUORT4aH17QHTsfYdhN+LiBjQ4DzOSEJDWgNJAzwz+A92EqJuQfuVaQcLTi0xx78h/ViSNTTikPFN6monl3oHfBXxiurcTb5Ueef0PyqMt4GgJeCwT9jhyN/HU+1Kp6a4MM33YOrLEaH5DfPxV0EakMeUkMgxiUu5RdqgI2m5BW34cwWUDsNGTH9xaHiQ/BfKTk81C/pll6EUuORo37ZfAA6WM2PGP6LcH5g+95bEaIDMj8E1vFFXH2aLR1Oekte4y/y00lKeh+ryGze19wAD7HKycNqmfpkjx6JMMYi50fVufaBC8Q4gTd0KlbQD2pnnYUQM5BlDSf1mIp2Fr6KEHMwc55tKOv0Dm4MW5MbbN+7iiTfbaT9QV9r75vYN2pyh3eQRREJMqI27OQ+jeAFzJKWyHHbMjuy0/cFIuUFzLUxYw/2bQKJWvurBhIGeH9duX0Yt8OC3yo6PSjwrZScc1q0JlwqKwzEWWkcVhlvVx9RnePh5fVHRoVvjNXeEpy7FeLbEZiRKfHqG3GY/zCIYwXiKpPRIVd7c3FuV6iB47FaBfHnsPz3oI6SZAUI5P+Ec6RAfejD6HE7ZigARJPJOFS+5kP8OY3DQtN27NLHEN57yEtasEGtxn1U4b3dH6sl+00A8Yq3QkjpAxsU53wFtw5HntJCl5X5nWiTVIlV1Dmcnufg/FMgVuQ11607pieeehurpIXhbt7Obbh/FKiLDXYOvZ0+QfYjZ/AqlLoBqyw+TGbn6etQxklYOY2R1zo3uO77/4K4LO7cYGf2aFDXI/Mjoq3Fet+wbzkEaj/HKjokZtlwBezR0xHGwcj5LfPmncwXEAdl4+94IhllUTml96nvRKX9WgMJA7xfL1/rB2/zbD+DQ1fAl2tg59Uml74frhWHDe8Lkq426Rn2ebg6q3GXKCjpj/mjMKSX4LyuYSmHIcP6I3Xf2sftof5uwBqT3BbpKA9TPdLDm1lHm5Ovo1sDAlY8GnMo/7tCrbfIDvhZp+D8w4PK6chQCMRmjblUaJzqp9MJpJk0irPoa9Su47DGNrIH1T/VfmDgzP7IsS3G5swuw/MKyZj4ZvNnL+F84CFuGYEZoD9sEE00kJqyHauobbi5PkxNLxWIivaf1ZR8ImhEc6vw1WWTVhpz01WIczuoc9vR7ryb6bIdN0sHeg3ALIsLCQz7SQvRdg1yZOhGwe71GwwxBU9cHbcRdouX4edhMvL37b1zr26H6rgVOUODabRe3FydA7wHsyQ0NkCf6IWRiUo/BlnWq/UNJ2oc6BpIGOADfYXDzM+mLF/gXaGo1ie72yVjWuRgOlT8C7hHkql/xpSVuEclwbL+mN1jFo5R4CWc7zzqekSi4KtmQY42vgJuNcltgVc9F/co4F19Sru6lbjRLq/1VCS/BeLvkkGFU6g6SeFbLEjvObUJole4KThUzBOw0iSzEXrTLh0BFGDlhEW8+pCqwwXGa/3D+YGd2ToV6hTkpKrm/S3BzhMY5w7DbJnO4hb4SW/fBhEeQGUO7tUCNS6vOUa3RsRSlGCVxBV5XohTJhDlUzFv5eszOrHT+wqM7phvRrwlCJmHXao3FkVYOaE5tG5mPorLA/m4gkfZ7T1Gryg4yVWzh+FTd2PmH7dP757uRetMFhmtrj9lisHVn9dgMIT0ko8b6ju9ClBcjGE9hidOxYpzY9LqASQq7M8aSBjg/Xn1fsTYHcrfN9jzD48t5ypop1ATMxjz0d4mHSqeBvGspFdcrEMf4d7pR/kGIG/8EcPiBex+BqJkODIsoIXDgqkCdZmBuiqNMWGvO+fhvKVQpXlYYckNIo1vC290qCPpNT/ecxkMDmxKpuA+4+GVT4+jLYcNus43kt6NGxp30Tw8PsUaGREIYxVOpYEYenxT+sItD3SgtnYzMj/iqWwJTg34zhnejG8Yt+B7DLqTVhQRInIOdqlAfJyHbMT7tkf/EWF0Rs6PK/da5wgrjBHTkcFoZidL531/giwriusdsBdNxOBozJHhATXszLMwxDiU0qxRjyHUo5iV4fONnWLtA16KzI+NyhV291Swkz3tO9NranRqweZ17THXgGZiKmnkYLZ75WCI2dQZWfjMqcAbyLIQtq249JModMBrIGGAD/glDj9Bh/LzBeIvJoOOcynR2M+zPNRNFmNm6houlQ95eB9Z9H4oHhWtwnkZjLv7k/5GPOUjlQmyHqms4VghV5lf81ynnezWwBrJPpKvSuOioO+xmczBeVqAl7fXKLRiMC7lLynEWsmgwCZiCs7ZCh6YhoyZDx2wP1TeCOpQSWbjJsQp3UydOJWeIyNSFH6I+xj43wohrdh8Xz9q/U9gTYyYGrMkcA1M1+HIUA5Zp+BLhDoKc2bEk+jD2JanEULxj8ijZyBXGmfM2Qj1J8ySuPCpb6PmZIF3/zTMYGqbm50NPIBZFt9JdOOiTJLU28ic6Lcm63t3I1UjValxeOxAqMfw7XiUtM2NGwznXu0DLsGc2DMiFnO0d8Ep2EZdUm963tUiDzrqK+TkrgYxCTk/mOte3esy/ELHJQwNXKE72RvxODvh/23Ff8SfUdGEAf4ZLXaLzTvlpQK1QpJ9T33ecOCUJjAmwkljwfjB5LDw+abNGluF/YxCPTOAjPk/RqUvYms6xY+GIxsClhzmDwKhcaGfNRkdnui9vtO5OCsE/muvpkdL1KYoA3NZ/oRC7ZFkNZDbF+LoL9WnpiGD7DUxxKFCbx5OkfQOglI4pTrq+XZkTtSAt9U4VynEGf0xG7l93eKLURq4Iz8iYtLLfJFeRxtbIbqf3zQ4zCmoAu805KwWV9dNpzAH5wqBuiYPK2hAt+V0ZGcbFzk/Ll/o7biH+vE+n47VpaFdJ1vr/VZkWUT/fYgandL/1OsovvJVvc/DUHpz9msUj5FkPEra+iCTlFOs0abWIPPjh7XcOxinwMFvDKTHPW6sdW547ub+Gu/baRifPhogm0DoDYiNT91HWuXfcM84CuUtTfh/49boz65gwgD/7Ja8ccLVLD/Wg/eS8fp0JTtAjGAzf5KAe+DwF+CQ9ZLM2KwzwGpcHQF6VD/M6NR3MfS9JBBcZIw/n/QAbKVLyXgPZhuIK01GRyeKDyJerfGoy70mFl5yk3E4lM/WlHSSQQ0pOFNwL1KoW6YhGxClYr0qVWy42IcxxqTXxfUGWJMbVCFz7o5W9xO2HL6b2n8PaJrb6xTfpE/TyIlRr4NfxJlnIDYOaxrVbBd8Dt4IrFmfxxrzHJz5AlGZp/24ASOWuxbUb5AL4oJ4LMT5qhbjqDtJD+Y3O9k61el0ZLm+No4tTqlOD8tA5gQizuOWrUea7N5zOUJoY/wlnngMY+xK6PwGu3b1oPfNrUqfwy1YT504lx4zohM8VGcOxK+yEYb+DEWJGqh7HkQ5tXVlHLYxSDBSc1o3/L5nQHyOLGvY1MU9v0TBn4UGEgb4Z7HMkSfpUHa3QHQ0yWrgdd3M/OPrkAugQ4c2bDizG6M0GUNUWY1zgkI80R/z2FhlIz1/Abedgdo+DDNZo2g5lGgDdmoS4srujI5OqVff6Fzc9VB3bl4EsIzmfTuUFYI452uqz+rLqAbaxEJcvQG4expmdCL7Jg3abPiLgTjcJDOn3gBXIcQ5mCM/i6WTVbiVdTD0xL1+YLdYB3K9j5nfMj2pSWMv45zgh8XDm5I62AWrwbsMa1ZMnT3M5u5+ap8H/xXj6fkJzuh/BNKRMp5uweEcbg6FuO8KjAlTSQueQtee0YFO/q+o4zAOK4/KdhUo7y46CqX+hcyJTUoRSYk1mSOo43IE50JfH8b3F5P+eusAL9yCNdSRS4+iUKKL6l4n4QU4frMDhBWaRAFRhuhYjeo1HvlMSxCVqqyTMMQToBYgy6NjRMd6MRLPD2gNJAzwAb28sSdXxX9Sffg3KFSOJLuB8cal8teKH/4Ma3orxESL0TF9watwtoLXvz8ZmqCh1fI8VYMNjDuPp/w3SahHPNRGSdKVgnq0pDhanIfj+PAPvIoeMa8SHcq17/S6NqSc2Y2TGlKVgtjHXDqtFfnMa1nboTPtPlUY4yydB1z97GA8/0xkzolxDJtV2I8rjPIBmA8HjXfx6+D9BXlDTBztJTgvCHhuGFLnDYNd8A5JTCCt6N14+p6LW2Pg6/c7um/GydXMQAOQzVJqIjRUiDNf4b00nYzGFCA7ey6oL7DK74ynf5zSlRi+SaRf9OMgJTeefixJGR/Aew5CbEKpx5hX8RhTiU2n6Ra8R526DvGMgeHL1nEIKPSV8kaEKEN5ZdSqcnp9EXxPnFwdcPZf5PzQ2w17cA54TwbwoeWyuFwXcekoUeiA1EDCAB+Qy9q6SbmUX60QIyWDGpCaXCqyFUwXrLwBvFkK9ZXAm2hyaUSu1FW4zwjUon5IjXuMYm6bbbRPrcNI9RCpKvAhFepSQaT68LUN/k7g75UcOQyMIw7jk66g7paMCfLGtkLm4mzz0773tXSKGkzjUDYahL7aPjOdQY3pI0Ahjj6xXj8NGVcKVuD7mAqdDiUkmUGmIrd0Fh5fY+VMj2f4HwZSg7ys/lhBP7BTvBFDDSZ94hex6i/B1qlOhcP3+nLtgjfwMZX0ohb5w+Hamou7vT0pGWM55Fs2XTIQn/EwsqR/rH71c42PDfinIXW0b1Dswaci+AdymU4Hiy126W0YdMbM2Wf40qDOZg4A36PI/H64vS8MpDIplYXBo3jqMazKljcC9mGnIHxZiENuQm1rC956UGUY6E853Ss3t5iAMzoDJdZTm9KdXo82IspVZ+vUoxvwGBs3IEls7SRKHMAaSBjgA3hxWzM1h/LlAuaaZAXwkmvY1LeOuhKLzEBEq03JbQbcqAL5tWjjVm9MtQFVASO6kx7d/KS2PYh1dfp3D6UE7KTFR+xUKJ3usRPUTiPw09j5Of2GHMQ3/+3GxocyGN26K8T6yc7F2ZmM2fkKRMR0Eofl54C3VOA70+T0sqZ6Kgz4stXgaci46eKq+WKIH+/JZHYc2Y2+39cb4A34xYVkjGxI7Yq2Hqtx/6hQg/sjz6VySluSO29H5qfEs4ZvoJJ2UP1fQfoxwxC7sQtewqfuJ31mXDqci70HZPs8RJAlys7dTVJSF9KeiJjGtHdchdjjFJw9fe/GYe8DJ/s/KPUuVvnEmHOoWnQ8PvUcZk4IfnXMes0LVN83EuXlYuYHffBaqnr3wYdOZdJ5xRqreTmIHYETLvpqmUqEKoMTsvG3v5Mej8dOu3Nz70CJg0KQr5zsv6L4BUnepaQtjxjx3uo5JSoc0BpIGOADennjn5xD+dkCMcdkUJ/A9xb/lYI271lkNhAi2Cw4BZQGrK83qqr+Z9JObWi3c3ifWrrOTOGVgUeSuVMwRBviuOXFAC4yQy9Ahge1j9GSphF8GNd/NTIioIKDxisWrwm40iTruaZNTmFtsqLzRoFxwdT6ILB4Bu9Q8Y6AB0wyg2QP9sJTQczFyombXWcVTrkBRccjF7Npdl98aiEyP2wudPMxLcU+1cO4bzhmMGDMLngGQz2FObMRZznCRKagkkyqd+Zhtmko4oxejsGfSF8Q8wR9G87pAmZMQ4ZGem/OOpc6of2fW6lTt9CzXJPdRxa79KMAXaQ16u14dB62TFXxzRh0QeaHz0W3e41CoIPDgtfKO0Q5fTbUQ2kW/BO/epQeM/8ZtX+V48NN2ozwsjCf/pTKMzqRrPS6f89b3cYyqjSUrnCfJ5Oo+HPQQMIA/xxWOc452pQ/LmCDJGtqFVWpgtoNFpkxsYGbNv8hzpcCr19r/cAvszXdzx6dfhSZ1i3GPObitgO1NQ8ZNo3G5a2eHt7rAnWnJLuBFnBvs4VU3wbe0dOQ8UXwBnN/bxJwskmvxhOzU3oXglrMnNviUf1aqgfW4i8ZgBXY/ODMvgC4CjnhV/HUX4L7B4E6ahhS+2/BmfwkwluKOTNm1PgjbD2ojlonD/Pghr7s3Hs1NhSyJKYLYAqVaR7JH01HhqeudAZPBnUniilYZZGxvd3S6SjaIHNujmfOYcs4sx9GsAJzQlwBZCFtOAXabbIYWRTkKI4kzmgdNzAYuWAU9qB+YDyJYAmybN/Hvc8TTlTc3zWQMMD7+wr+D8e/kXLNP7jBB73TyKpwqdTBNG1NMuPD9wVW4Tzr4S89gR4BP3C88iLOrwRq/HCs6MTmURr8K/YhbRD/zUMe2rzYFtZ22MO21wXiGUlW2LSgQpwnBcZHU0m/J55x22w4QiC0v/hoSWbjqd0p/RQhfoM5cmU87azGeUChavpjBf3FdvEkwMLKj319G+QIfgLE68NJDwb9OJN1INe7yBktNhnNx/MQNd0MvDV5TSFE3dFj8MSFWCXBaO4YUoizfQ91h91Fz/B+9y1n9KFOG2HVC8QtyGUtfevuohNR6glkztGx+ov43C5+A8QdWBNea3UbToEOYCtHFkUPnHJyP0KpiQhXb/KeRKkbscrntLq/RIWEBhJ0hIl3oLkGHMqnCPSxNytgdB0qXtF+X4vMwni0tRo3H9QR/faexuKpFDQi0wXKG4bc57SNenSnd/KwWtDKOZQvBbVGkh0RKnMKTiCQaGqcY3CpfEbBCkmvJtCTC3+BEk8hc+IKQKqksu12kr/ywVHHIYPAGc5sDaf4MXJCC/akcOp8CeczhZcznIw19QZYB4StQ86Iyvusy/4Vt2cyLLsa87CGtqvGHI6hU4NKGv8WZR0Lcd4XiLypmNE3HG72GBR3glrCrpRb6P3v0Fxdp/QzhLoUc1TcBCAhw3KKNyGSsjB/HzFQMOI0nIIHQH2MnBkZytIdrQO7JiGqF+KpKRjGpZhvvhznK54oltBACw0kTsCJl6KFBlzKN4B63iR7YjXrunr4ykHdI+kdTHOJIh/h/sJDPdYf2TdW2abPX8J9WeH9dThWKDB/KxqZEyA2EC/lYYUQqzuUPQnGLsmgIEJVBCnE/Y1m+JkWjpmoWR2XirEe/MEiM4gitVecUh0VnILMiYt/eBX2eAVnDsAa1dhG8at4YhYZE2J+ub+Ae6iB2jAc2bGx/mR9wv8KOSPmSV4TVyjUP8cjQzcMTu5mvLoTyCiNmVJWiL1QIZ6dHsgdjyFVp6Yi2tyJ4BKUugWrvJHT2CnV496NzIlrsxfSU9WsVAzja2R+WBaoWMPCmVyE8qqxZgagWMOKM+YVxFY/and3BGMxy0LoL2P2kSiQ0EAzDSQMcOKVaKEBh3JNkXe+BsEA5nh0fseg3T8VarhF75jXe6uwv/LwjjshjlzcvZ0vwd5Wx56jLyCzZdpHnGv0IFXH+xBP5mE1BD8FUa7oIcm6MFYzt+Oc5qFmTcNqybPbpHINNe397PjMhzGuBfevU6pTXa5B5miIxZiyGudtD3XHAKwlDYXd4g0ktTmXbtfFBEB5iaqhHsakEU1zlp0CjRGtkEWNqUERRvIQzgAD/p6HHBBSxM19EcVLyJKY5AaF2H/RsKXT4uBvbuijOmswntB5wlsx1C2kl3+CU6oDuR5C5vSLqbjmBWpm98Wvnkbm7xsQjDt5Op63G2vmHWH7rsoZjLF9Cex6Fa/2UjLe1gGICUlo4EdpIGGAf5T6DuzKNfznOD9+jZA1Hjq8Dgf3T6LNKd1joEytwnlO8+L2i+dEBLyIe7SBen4YMuTk2lrt/o3qkzz89/EwFb8AACAASURBVF+NdbKu67Bcn6TOrqbtWSdyYjDFJorcTk03D//H02IEgumcXw9lZNA7FD6xauFxGGIxMiczVl/6+Rqc0/zwSH9ko99TTUnC7bwbc0ISQqhY7byIUyggdTiyESO7atLNGKITsihmYNAcNp8qqJuZ1zyK2R0zC8+7BMRIrJKokclTcK70IGs6UgOYtE6crMkg9Il4CmbZn3FKK/DUBWSMCl6nxyvuvb/G40qsiXEFrrVo1il4GqXWY80MQnI2lQCms7EckfQJ5qsanCMhCQ38TzSQMMD/EzUe2I24vHGoxmeGjgWCdp6f6st7MPj5SLNehT1RweEDsIJRuTFkCfYNYFw1/EfAWOou5lE9WOGfmod1Rj3K1bVJtDmzO6fEfaouxPla4PWeSsa2cMO2+WKIRjpKpsOR3egWzPndK/bCmQjOQo6KC8RiNc48BRX9kU18yEVHoZKeR+YfEUtv+rlGwVJ4/xhBRmPKUdWkCRgiE1mk8bmjysPUnOnHf+t45FktCtqjf4MQc1HeKKynI7oGbqN6sMCbPg25b8apaZCWGtYZ+vwTa6QORItfqosn6TM/Zn7rwTyqr++K13ZNgPbQKgqluHQHnYdnzMfo1IGUgw7lkKe+jX9QiZIJDUTXQMIAJ96QVmnA4b//Bv8AwVeVCjFHMqhFpG3QD8yj/THjoqV7hZpudfg378bX/SLSwtIMxjPIObjnCdSEEVQ8DtxroM5MJzt6/mmzhgtxVgq8a6eSESCDaC4tcn6bFmgFrvFnbD1oF3u+TKJNz750a4DBxL53OIa4DjM/rmhwzQlcCwN/vTeAS4+natLVGOJEZFF4nt0mY55L9XACjEimRtNqKVVjhmF4pRjGNaTP13ptIXfwpdzNrhXTsVqVstaioUCQVofHQZWSWjueLs2CtKK9BG7xQyi1FjkxrsC1kKbcgidQykbODGXacrPzUBShOr6C0aEKsySuqPR43tVEmYQGtAYSBjjxHrRaAw4Vz8OeXfBlskCdpFBzfPjmpHF6g/FcjfOVH3/cfuAluA8pVPUIpA5iarVU8R/5MZ2u/46US0/DTROIM00GhSdvj9J6IY4OJFo8rR5Os2lRnfMLnqYbjOxPdktX4leTyBgVFdd4Fc71Ak7ph7w0ZDhVs/Tp9Sxk7KvUxVT1ScJ4bXhTFiXdmFugDcckZFHMU/QcqkcaqEuuxoycclQ1+mQMUYoQ92LOD1BWNpdCnB92kZx2D12/a/Xi7a1QtXAwvrp78eaUhQ3SitawU/wqgpmY+a+0qn970jiEuB5ZFIrZ7WTraO3z8fsux0h/FYPTMEtikmq0qu9E4Z+9BhIG+Gf/CrReAV/x1cE72b4c1EPg/gfUeIGRp1DzoG6OxZBVH+L8U0BJf2RsaL/AVaqtr21fGh7HKaqG1e0V3w70EANBDST4s30lBzsuB/lOx35Scxy3fmYwBfvPCnZN25uTW99IxJzf5p04CwtRohNWdFzjDwMnbf7YHxnKg1tVfDGG+hNyYmhQVJjJLMHJBXHxcMyRLR47k19AqQ+xiqJGFM/D/o3COCcP87Ko+qoa2wfDXxoAnTBL/hTGAK9WcPl0ZFw0hmH7sktnIdQ3yFHTCBekFd0AV+B5vyTjhpiBaw3NbLrRxOetQYhfY84ox/1FO1TnQ2H3XQhxMKnGWHaYYwOwlbLkkn15nxJ1EhqIpoGEAU68H/ukgSoqjjeg3MAYnc5hS6sp6+oP+Im1MRYrt5O2eTeptQOQGjkoLnkRZ7GAF4YjQ661HZYNECSdCN5AFTC2HAPeSoVYYSDeSyJpRTdOWTcH5yoBp+Uh95l/NciEJAZPw9TYwQ1iU/mM7tOid3SGH3tBP/A9ixUZ1/gjqgd7+P/aHyv8Fb1T/G/QucQTooJCvIg9y0BsHoZsCSxSU9ANT7yLp27CKloYaQHmUHW1wPeLPMy8mIu0cUxnktBGeB3m/BDe58IAAIuafwfWopjtRCpgl24A/0VYTagnmwdphau7cm4b0nfuQub7Ao81PGSq1xnP64LydQHVBaE6g9EFpYK/I7pAu9NAM1DW6QC9LhBgTfoaxRKssqA+ND+yIa4nff4b+zyvRMWEBiJoIGGAE6/GPmvAoeJ8BY/58A9K5/AGX2sVZb/1k3rDt3Q97BDs6yWDHomnk5eoHgp19xzPxumi3tgK0Aa3EsQKUCsMjBXpnL4iXHtzcXRU8lF5yNaRuzdp7HbcbA/1l2nIQXv/HDHnN6IhWagjeK+OhGv8Ic4/BGptf6zwOafOfWeD/wHkxCOj6W0JbpnAu30YVmjg0N5KNQVn4leLMTiZ9JlhfeFzqJogMDLzkDEDthrG4uQ+DUoE4BjrpRBH3zh8NS3cZiCexQ/gZzMPa1TLTUnVGX3wNSBpvavhRoHOKG1EtXH1mdD2GPhBA3toQ/o9gm0oTRqitoHYFvhd/1sJjda1DdJOgI5D8P47+v9r706grKiu/Y9/T92mGRQUiEjf6hZxiubfqCjGDGr+mihKy0tUJoc4vLzQiKKtoDEqU+MsSqtBadSnJg6MmkQGJXElYhI1DqDwEhEFoW9dCChEzQOh+9Z569xm6Kanuk2tOPCrtViuLHbtqvpUh91Vdc7ZkLcBNm9oMLWoasideOZ4/KdaN7gsynUrZo8WUAHeo2//7l98wArXfu8SQ7sTkiQ31c34FsGnnVn9coLMNwx2CrSfkqTPh9tjVvFS5zy847YXW/c6eRmFX9uPT97ozMdzDN5rW6l+rScn72z51swpVxJcY6HbMPxrWntlY1mftFS/UU6ywOVods5v0wX4JjwvQXJA/UE9rl89VV1q8D6swXTrQ3KHRYNUQcXTGPMiySvdPOZGt3kEm6vJ7/bD5r67pkddQWjPpfAuV+AabJVUXWfx9h2G3+KUpXo7B0PuB/N1wpqBFM3cMIZUqcX0mYD/01bZp2fdShhmKBzU4PX2jnzZQVrGNQTZgDEbsu0eCTdgvnEEFPTHe2EA7yQ2cvIfm28Ckh7ZA2uWYL3TKLzjlYb2Q9zr/7FgegBPRlkTu1XXrJ32eAEV4D3+R2D3AQJWTAR78K6Dk94i+LWFp5J8sKyG0K34NBTsSxbzgan9dlsEuKfZ7JOtW9bxTQ5wXZl+VEKhWwgkp62ytplCm1L83FdSqnOkMaQ/NbT1x9P1k9o+v9bzd53z29yZrZ52HHl5j5Ec0KCb0duk3RSto47a5RV3g3Rr7v0mNvwNGzb2oHi8e09ab5tD+lhD+EhJnUVHmjyl9Kip2c6Q/l0NimMlQXbRjtK6/XyjqqfPm4C1/QnNwDFFdxwA5oZy/FOi7l4vLj3rb9TUXMQBQxp9u9FszvQ9V2I5GP/KKyIdOz1qNiGLKZxYv1fzR+d3YrMdh7E/wZhxTQ04i3QMBUkggoAKcAQkhbQskGbFzBCTKqTnjqkai0lfDfago7e9Ev4Hr+yfoXq8xWa/3xZyYsMG6bUDslIG079fjgN6ppK+Bfh0KMnmv9O2cDljCBZbuKSUzfu6bjeNzvltiSSYsQwS5+Kf82bd0EWk3jJQdjSFLX9TDCrcN+CV+GUNRobPJe0WSOlTQrLZ5TV3HDsY9ReMnU7yrnpP1JUE2WUrS/FbNWiN1JCrwFx97LTvjCgZdfY95buOyG7Jyf19MPsYyDyFP6jZV+5Npgoq7iM071HU9NuCHfumrx2GDc/Dn1j/tXJw3uVgx4KdhjHjST7V9NuJKNekGAlEEFABjoCkkJYFXFOBfOxLBvN4kp7Zf+QXsfo4g/fw0VGe0uocYi6pGw1eUb8oA4Pq7FdJ2k2RWVVKsqLlM246YjSp2QamlbJ1pCW8v5BDGp3/2uwxglmuoG3GH7CjucTbBD8I4Y6j8Y+JdH7p+w7Hhm9gqnuQHFWvIMwjeNhi/lpCsjJarmuPwIavYr2zKLxjx3KiUwnuDWH5MPwWGzc0eZzUeRcW/7r31H43nrXqjn8eknsRDWa5JTPb4w9oslFGs9eYrpiH8SZTcMXO5Twb26HqqkPwEksw9gSSd9U2fHDznBN2LKH9iIQ3joInG53/HclYQRLIUUAFOEcwhTctELDC/ePrivDQJD2zjc0XEywzMOoo/Gej2m1rMPAP2OqX0HPnIhUtJKgk7drCLSqNWpSayFdB1ZNF2O9+i+o3m53z29z5BLO/C3Yy/oAdq2ItJv0rA68dRdJ1K4q2BRXul5lq/LJRdXeYS/B2Ai4+Hb/eE3azSVPXDMTYO8nLP579b8muDlZJkG1dWLrLyPNoJ7cz6tp93nv/N5OmFS477W8/pbDxBTuazBnMWgzmMvxz/pzrcbPxQcW7mJr/IDmq+Xm6wajfgvkL/p23sfLcw8l333npDWYc/pMtN5Jo1clpJwk0LaACrJ+OWAVWs7xvgrzZbeCEbvRcvJjUjw3m0RDz494kn4x6sLkEbkWj9SX47htlpK2SlOuLu6YUP+cnqXWs27uaf10M9uK3SRS8TyLVn48v6UFxTitp1TvRYMZKEnn96X720iWs2D9Du1QNm7/Wh4Prt+Fr7upW354kr+0HeOHhdL96hQudx/JOlg7/KMFvHwmmblBwzXiMPZbkxOzKV1MIHvcw84eSfCLnXNt2GE3afds/a0Lq2vGYcCbW3k3htEYX7GhwjLVPF5OpeRZ/UM9WHd9iSFfUkNzYFjO+6cFXwTUjwP6I5CenE3wyDsw1eNnvvO6zhTYJfC4CKsCfC/tX+6BpVgy12CtryDuhBz02vkX6RLCPg5lyVMTvs/OpOjIk8XzJttHIUcQeIDXIw4xNM7XXeMa7OZ0tbgHvfQc8N+f3IjCzwD72IPk1Fm/0eJInt5iguYDUrAo81pMccPMigmsNHHY0frRvtnXzpiomYNgfvyy7tOSzpL7vrrOktWsvp0bNzs7l9SdeV0lqtsV7YhjJnWtJ53jRYwhWWLxLJlDwIrW9hN2qWc+SfHJ0i6nSs24gZD8KB5S1GNtYQNXdh5DwnidZdnCT+6ezr9+XwLoJUO3miP8O7Dj8abX9l7VJ4HMSUAH+nOC/6odNs8KtKNU3QeJnH/LpS5/RuXseuCL8t6NJugFELW5zCZ6xmPlnkpzaYvC2gKmkXeymoSSb/Afdfa9uCxdZ7MUGs68lfKwN3qPdtr3uvoF0jwT2T+X4bpR267c1s0/G2ttJDvjmYoL/AUqPxv9TzgnX3rkXmTarIHMq/shFcwmuA7NfCcncGhZsP/DKsn3Jz3sVw4TKZNl5FvuLYRTNy/m8gNEEo9z0sQkU7lwpqmpgF7y8mWCX4U9rviFHetZfMeZnFJzT8qC0RgvwpNvxzHfwy05sugBf/ip83JWwpooE4yh4qtllQlvjoH0k0BoBFeDWqGmfSAIBK9z3xcPBfMdmB2ixcAP5387ghTVwfrPzYIH5pPuG2FtLog5aAiazbu88qpeAd3kpBfUG5azhfbd8pSu6rvjOs9jHCjm40YE7o0l9lsDrMm6Xuc2RLrxuUDAzeOis4lv7/HWfHx9NMtsmsVVbUOHmNh+LXzZkbvap1cw8M2K7x0aPF4w8AcwL9x0yYnWbzQwfRo/f5Xpeo1i7Vwcyqyyc2ugSlMGQGWBsk8s4pp4+DJP5A/5AP9djZ+NTkwZgzCOQOB1/RMPvx8GPD8B6s6CmFyYcjv9UsyuLteoctJMEdkNABXg38LRrNIE0r3eArieG2JM8OPFfJE7cQmJTB2qeakc4fROZhYdy6JbGss0leCWEm/vnMIjrAarO8vBu38KmXiM4pCbNyotN7SvmZIh9zBA+6nNIs68fxxAstSTOnUD33PrS7nIRw0a+8sIlk/3j237m3VSv7WA0uvpRQYVb7/iSuUWDf2XInNyvhb7MLR3i+qPe/PO6nhsPe+iZhQXNfj9tItEYgnIw3ctJNt11KX2e61LkWh0+Q2gDEibA8wIyW9Mw4FxI9MAfEKltZb3TWHtvfzLhLKw9g8KrGq4ElhpyY3YuLx09wr2OomjSbt3Hliz19xJojYAKcGvUtM9uCVRR1f5T7C1bSVy+N9XL2xO6hvQL3ROyJbFwK+FLPen5mTvI3Nq1mV3Dgcbb5TVxJr8kNWNv7Ne/SXUPg/0DeI/69PxN1BMfnV2X2jxaTvKZqPvUjXub9OEZ7G0fd67++thJ79e8ePH3I7VmbPZY6XuGDrrviMsvuvX/fVJSZ6nM1pxfJSk3X3tAaTBpEcZ0JDnxolzyXM8HBXnkrwqpOeKmln4RCM6/DMKOYH2Ml8Ra98Tr/hSCtwHCFWACCNMYE2BJQ1hbqLeaND2edMtH7tzSFX2xPIcxZ5C88rl6f1c15Dw840Y3vwHdDsS0mUZyYvRR57kgKFYCuymgArybgNq99QLb5sU+7sHdXdmy2MCJFtwCCe573p9qCzILF9PWzXn90Zkka+duNrOlWHGhG8lsMYf8nvy9OsANgyl005Ny2saSvivErpmAPzGnHbPzn1PXG8wECz/v7Ra4CGaux8s7joKzPsg1V934OQQ/2bJXpvK5894rf/DBU1rVttHlm0JwKjCrDXzzJ/jLSI36Y7bLkT/xzqjnN5rgHgPV5fj1pkdF3Z81zxxIWPMamdlHZQsznk+CJMb6hMbH4HoL+1h8PBK1RZkA8jPQ9WTY9Aj2n89nC7fJC2BLESRuxNIZj3Fkkkfj8V38u3JeUS3yNShQArspoAK8m4DaffcEFlF1qIfnpg+9ehTJbEOAbYt6ZIuxe2W9lryTPoN/HEDNf3uYhRnyFhZRtHn7kVfzXrEHFxs892331QTm0QIOmvUAqTM9zH01bOx1GcX/yuVMRxMMN9gjyymMNGDM5X6L1PfB3Gaxqyz2570pWp49ZjDrIUy4hOSgJtd1bunc5hFcazGlD9y86KE5Fy8/E7/suy3t09jfV/JBAeS/YuDqoSRnZ2NWX3MwCfsKYXgRRXe3OBjrRoKvG1iUwBwwrrn1rJs7wfSMK7FeL/wBLY8KXzdwb6rb+oSd+2L2uR3z4dPw8UfZJ2n3RO0KuLXvY5iFP20y6ZHHEpo/Y00viu6svQfaJPAFFFAB/gLelD3tlF7Htskj/biFdu3Jv+DwXZoLLOSDgk/Jrzqcrfe2x/a2WPeU/Be3hKJbQclCLw/zqBtU5XPQsrp+U0m7VbE6DG3uO2Uj4GMJTrPwi3L8Fpvav8P6jpvZepuB/hbz8967zqkNZvwHUIY/qFXrJM+tXS7yFA9v4BkUfEC64kVc7+XkVTnP3a0kNc/9stNg7edg1A+zD8dsPR7/3tXN/QyOJsgukTkBv9VP4QQz3HfbCvxBv430856+rw828xzGXtnoda//z47s99+fZnOlR71IaKZReOcDkXIrSAKfk4AK8OcEr8M2FFiUbWln+3rknX8U3ZfWjZhL8AsDH/XDH2tZmp+mvSvCbnDP2z4HP9WU51islyTtRkWPK6VgZi7uo0nNNJiPy5uZu7uI1EUG71awM2swP+/T1Kjp9MyPqak5ggPOda9SI29zST9osUUZ8gfu6HpUdU8/jL2dwrKcvitXEtxhMD2HkhzY6Amkr7kea0/Gn+heUTe6jWbNcQb7W0NBj/GYBk0iIl3Y6qeS5OX9neTAfSLFV1Ucicl+872hyR7J6aEdsJ0GYxhOyBoKJ7pferRJ4AstoAL8hb49e97JvcWa4ZbwFrAXHE3hnO0Cc1hbbMi8UIK/f64qD5Du62EfzlDTazg96g/oaSFZ7WAsG5RTWG+krhtkZbG3WdjfErrXzX9sNlV61i8Jw5cpHBTpqWwGNrE3a2Za7OYS/PMb5A4qnsXz5lFwRaR8U0hdaDA/34t2x19A10+aPNfgmicx5FPZYRDjGy5mMpbU7BBemkBh69fbTs24FM/7NskBF7Z4L9MTD8fmzcdwG8myhutep0aV4DEYiyu+cwiZTuHEGS3mVYAEvgACKsBfgJugU6gvsIhUicH8ysLo3vhuScrsNpe0+2a5sIRkzt9SpxK4AUZfG4p/Sa7eY0nPB94ZTzLb6anBIKsoCVMzBmD4L/xBp7cU/jxru9WQmWngrX74jbfYW1VxAnk8gV/metY2u1USHGPhVQ++NxTfvbpvess+Se7jXm2781wAmQWE9nmKJr13I8EPPJhcjp97w4W6RwxmPIflIQoHzWr2XNbe15NMzXOEZjJFZTtHMq8ZeRyhNxisW/xjFTANr810Cm5d35KF/l4CXyQBFeAv0t3QuewQeI3VxW1IuCL8+974bhEK5tV+l73D4FX2oyDSk19d0koCt+j/HaU5rEnt9h+LzbcEz3WC9adiDmowyCrKfbOVbUh3+QRTXUTyvCZb3c0hfYR7nW1gZklLPXqDiicIWUJR2W1NncIMluZvpPOrFvPAsBxWFKPqqi54idOA2j+GjZeefGGnDQf+c9b0509q3Qpc7iTTT34N26aK5IZOmNLqJumq7nYDrNw338fwr5pIemQP7Laia+mIcUU3MZ2C290KY9ok8KUUUAH+Ut62PeOkl2YbJFQ/bmBrHhsvKKZ467Okvp3AjLXYfTy8cWeQfD6qxgOkTvEwT4Vs7nUph6yLut8rLO8Ee018GXthHswfgX9W1H3rxQWzHgF7BNYOo3DQ4l1zzCc4IQRXfG/uh/+LFo+x9r5eZDIvgXcy/hWLGot3DSoMZuPQpp6kWzxIbcCgvguvTS7Z/4qK1x50DSH6gHkeywLyEs/T/bZsk4gWt9SMozFmCpi/4w9o+k3Emnv3Iwzng30Wm16FZ90r5m9h7QwSiWkU3NG6ZStbPEEFSODfK6AC/O/11tFaIfAW6QpL+J188s//Bt2y00qepep8D88tuPBaSDiu//YpPy3kryS41ULRMPwLopxK3UFWr2HvrMJ7GsJnyymcEGX/BjFrZl1KaO/H2uF1vwfPJfihe/IFc1EJfpODyhrkS1e4Oc7nY+00PFtBwdU7nginEPzMQN9S/FaNvq57rDGk/gre7eVu6lJ65NfA7Hw6Du2HGPM82AX4dzW+pKX77mvM/XhmOAUDmn578f5t+9AufAX+dwt2yxF4zMWa6fh3Tm+Vt3aSwBdYQAX4C3xzdGo7BRbXrtw02uK94MHyELvRgw3r4PtbYXAe9qH92HpLSLv1TY5E3pZuCsHrBu++Ugoea8r4DdJH5GFvtdj9t83pzQ6yup71BXlsnW/hyQlukY3WbMGs3hDejzHv4nUaPqd78WCDmWSpGXQmB0R+ot9x6I/u7cRnoWs+UYYxv8XW3FPpD06CecQjcfxP6b6yNae5fZ/RpFy3qB9PoNCNOm+4pa7+FsYV5GxRPhqDu4YFbGUB7U5dR/iJ+4XjMPCG4w9o9Emd9LV9CDkfw6XgrYfMHSTsdLpPjPymYneuUftK4PMQUAH+PNR1zFYJLCZ1o/vH2UCXENvF/ddClwwUfAqHbYFOnSDTATIWu9HABovZ4P5L9o/daGHDP6DLarzSr2P/a29q3svDbqgms2F7n95FpK832J0rWe1ytmNZeaAlf77FVE4guRujgWdOOm9S0QUD7vdr2m62/Us44PVWwWzfqeru9njelfut3mvkDX1P3ftvJ667cercb961WzmBMQSu0f2IcvyWGza8N6obbbPfjE/DeGdC2w7Qfgn2n9dReMcL9c4l+NkBkHEDqYZgbafsus1euz+RvC6nZTF39/q0vwQ+LwEV4M9LXseNXWAeqVMsbh1ga9vj3dsV711D6Ap0F4PNFmsP09n9dyX2pC3Q9fDs8oamM9guwN5utDPYd/LIv66Ybu81dZJjSR1m8eZb7F0T8O9vzcXMJX3rJ12qB1095+3Oaw787G6SA29qTZ5d95liUi8sKgk+q5zy8pGAaztYgV+WexvEbLvB9BUG/n85ybNzOrf0TLcsZBl2TQVmdd62wVzF2e/Gxn7qmjgA38aY6Xh2OplC94bjA/yyETkdR8ES+BILqAB/iW+eTr1xgbkEbnlD9334OYMd34/CVGORU0i9bDAPl+I/5P7eYhOLWNvlGAoiTWcZx9rikIybojSuHP/hXO7HPNJTLbaHod3AfsEL+2LN/WANXmI4yXPc1JpWbVNIVRjMfqXb5w4H94zA2jKw7ttwRaOdg5o40lBeb9Od5CpL5qwJFL0a6YTSs3sQZu7PtiE0djj+oJ2raq28pjtt3Kjq8AcYM4/kndMxxpKqmI3hI/yyprsqRTq4giTw5RJQAf5y3S+dbUSBeSxva2k/FszVYMaXkLx1110fJPWtEG9ByJYjL6VnqxoljCU4JswWejOynOSvWjo9i/XmscY1q99Sgn9evfj0rBuw9mrIFq6cBx1V1v7iMSKfrcdfsq2b1I78qXuGYbgSY911VpAsa/Fb81iCJyymupyk+wbc8hbMGAzGfdu+m+SAm1vewU1LqngS7FaSV0U7RqSkCpLAl0NABfjLcZ90lq0UcPNqDdY9DR9pYHw//HqFrZLUaIvpPQw/t1esdc5nNKlvG5gPprR8l/x1T3sea/azZGZazJIz8Rt/1Zqa+X2MGyXNfAoHuYFVkbbaXybMny3m+GEkm/6WHEz6z+yrYWPWg1eBf8Wzux5gDKmBYFxjjA4h1effxIF/b/EkUjMqMJyBNcMpHFj/W+/2nZff24kOthhre2Fwr6P7Yngdv6z+LyItHkwBEvhqCKgAfzXuo66iBYE5pErctCUL6zxqxp/BAa9t36WS1Ctgqi3eg1v51/QrOHRLrqCjWfM9g5u7Gp5fTlG9HsIWa+aQ+p7rzARmdgn+uGbzp5/tAFvuJ7SHY9zI4XPebC5+Muv2zqP61RB756UUPhrp3NMVF2wrxJvI2HsoKps9jvR5IW40tdlq8CrGU9D8SlXuQMHsY7Chm170DrQdTrL/puzxV99TTILi2kK7o+C6ZUTdGt9LsXYpxi7Fv/r3kc5XQRL4CgqoAH8Fb6ouqWmBOQQjDIwz8MRn2PFnU/iRa9hQSHpw6EbjwqkWpoOZ/PHTpgAACsZJREFUPoxk/WbvjaT9HRv2qeZTPyQvmSLsm8YbeSDM3R9qwGRb5RlM0mLfNTC5H/59ke9Pataw7NMw4Qj8wTuW5Ky7//2s6pygjXuN+z+lrenNG1QMPv6hw27q81jPZP6mNh90XNv++nL830Q6x2D6ZWDvg02T4dOqHcUWioH3aousWZIttGG4lMKR70bKqyAJ7CECKsB7yI3WZe4UeIaV+7alrVtN62KLHX9mncYCj7CuezU1g0PsEIMtSsAfOmLe6gifWdcgfkdBxXf/e9v/gQIDgcWm10L7VZizfbzyQmrct+HgDPzAuEFJrdlqV4+ajGUFbfOHs98PP32Q9LEWTrOEfcF8yz1Vl5Js2LChheONpmqoIXGlxaZe/em7f10w7i3XYaojHhUUlP2y3u7ZucaZXhhTDOYYbOKHkOkKuOYWizDuqZalGG8JW/ZeSs9LPmvN5WofCexJAirAe9Ld1rXWE3iO4JgM1r0O7mnwslOOXFG1hNmn1q2wbhPUbIZ9DPxvPub1DvC7ttilYAKPtkG/RjoLjSV9tsX+KkPmjJs5YOHusleyYZ9fX7fs8YJl7U86Zn7XLW0+8z50S0EazIJ9eWnBIAZlcjnGGILL3KIdBt6xJCrK6b7zm22q4kyMcYO1uhOyGuOe5HFtD7vVFti8jdChDybxRxIbL2f/sn/kcmzFSkACOwVUgPXTsMcLzGXNIAj3CwnTkBdAm6A/XdPZqTTbtqkEP7BQu2gE5kUD0/elYPqgJnrijiMYEmIfsOSdPoHu0abw1LkTDxH0zmSfcL3TwJ7gVpZ6+9SN656+YdWP1hy6yTWyL8/lxrnv0GMJ3PddN7DrDY9MxbjmfjkI7j4N652ItYto6y2h25XLCWaMcaOstw20yqm3ci7nqlgJ7CkCKsB7yp3WdcYi4Pr0bmTN9lZ4PwCmG8z0oY00hRhD6iIwN1qsWwTj1ZDM0o50XHIdXT7e9WQeZn3Hara4V8qnednXy2ZzbTvAcAGsXVBKn9rOQanZhZiMm+qTx1Z7GQcOanaZyREsb9uZDq7wXgl2ocFWjKfwlZwwPpjRk3z3GtzWYBPDKTyn0XnVOeVUsAQkgAqwfggk0EqBSj4ogPzBBjvYQoGBaRmYfin+jvWOx5H+UUimh8ErtrWDk9wf145wSR6sbwft28NB+ZhjTbbgsqAaFlxGsvmpP6mZ12O4HmNeBJbtegkdPmyTf+qEHr2/MafLMemjNq18ZVj6zWWnuaWzc9yyI7E5CcstFA68Jce9FS4BCTQjoAKsHw8JxCAwhdRRwGCD61kbfmTwpmXITL+UomB7+sks3TtBl9OqsQNr4JRqSGzFbqzGtLWQ3DFFB5aAXZrBW3ozyaZXxUrNugrqf/7turJ9h1PHH3TSQS/u8721vf61+OXSYOHfSz5as1uX6CUgOWDSbuXQzhKQQAMBFWD9UEggZoEpBKd64J6K3avqFw3mEwv7Aa4t4ALXts+QWTCUHjtaB97L8rbr2asYwl4GN9K49mnZYjt4eNmCbLN/wqUeHZeMp/M/6572WNZ1t1SXWWyZB49kMBU34Td4Mo75UpVOAhLYDQEV4N3A064SaE7AfS/+iNQQg1fiwbQ2bF3QYInIFgjH8V43aFecwSs22aIc9qK2QH9oYakHK8AcYrGnG/hFhkTFTbvZflB3VQIS+PcIqAD/e5x1FAnEKjCWdYcYaorDbEHmUAPXj2+i6USsB1YyCUggNgEV4NgolUgCEpCABCQQXUAFOLqVIiUgAQlIQAKxCagAx0apRBKQgAQkIIHoAirA0a0UKQEJSEACEohNQAU4NkolkoAEJCABCUQXUAGObqVICUhAAhKQQGwCKsCxUSqRBCQgAQlIILqACnB0K0VKQAISkIAEYhNQAY6NUokkIAEJSEAC0QVUgKNbKVICEpCABCQQm4AKcGyUSiQBCUhAAhKILqACHN1KkRKQgAQkIIHYBFSAY6NUIglIQAISkEB0ARXg6FaKlIAEJCABCcQmoAIcG6USSUACEpCABKILqABHt1KkBCQgAQlIIDYBFeDYKJVIAhKQgAQkEF1ABTi6lSIlIAEJSEACsQmoAMdGqUQSkIAEJCCB6AIqwNGtFCkBCUhAAhKITUAFODZKJZKABCQgAQlEF1ABjm6lSAlIQAISkEBsAirAsVEqkQQkIAEJSCC6gApwdCtFSkACEpCABGITUAGOjVKJJCABCUhAAtEFVICjWylSAhKQgAQkEJuACnBslEokAQlIQAISiC6gAhzdSpESkIAEJCCB2ARUgGOjVCIJSEACEpBAdAEV4OhWipSABCQgAQnEJqACHBulEklAAhKQgASiC6gAR7dSpAQkIAEJSCA2ARXg2CiVSAISkIAEJBBdQAU4upUiJSABCUhAArEJqADHRqlEEpCABCQggegCKsDRrRQpAQlIQAISiE1ABTg2SiWSgAQkIAEJRBdQAY5upUgJSEACEpBAbAIqwLFRKpEEJCABCUgguoAKcHQrRUpAAhKQgARiE1ABjo1SiSQgAQlIQALRBVSAo1spUgISkIAEJBCbgApwbJRKJAEJSEACEoguoAIc3UqREpCABCQggdgEVIBjo1QiCUhAAhKQQHQBFeDoVoqUgAQkIAEJxCagAhwbpRJJQAISkIAEoguoAEe3UqQEJCABCUggNgEV4NgolUgCEpCABCQQXUAFOLqVIiUgAQlIQAKxCagAx0apRBKQgAQkIIHoAirA0a0UKQEJSEACEohNQAU4NkolkoAEJCABCUQXUAGObqVICUhAAhKQQGwCKsCxUSqRBCQgAQlIILqACnB0K0VKQAISkIAEYhNQAY6NUokkIAEJSEAC0QVUgKNbKVICEpCABCQQm4AKcGyUSiQBCUhAAhKILqACHN1KkRKQgAQkIIHYBFSAY6NUIglIQAISkEB0ARXg6FaKlIAEJCABCcQmoAIcG6USSUACEpCABKILqABHt1KkBCQgAQlIIDYBFeDYKJVIAhKQgAQkEF1ABTi6lSIlIAEJSEACsQmoAMdGqUQSkIAEJCCB6AIqwNGtFCkBCUhAAhKITUAFODZKJZKABCQgAQlEF1ABjm6lSAlIQAISkEBsAirAsVEqkQQkIAEJSCC6gApwdCtFSkACEpCABGITUAGOjVKJJCABCUhAAtEFVICjWylSAhKQgAQkEJuACnBslEokAQlIQAISiC6gAhzdSpESkIAEJCCB2ARUgGOjVCIJSEACEpBAdAEV4OhWipSABCQgAQnEJqACHBulEklAAhKQgASiC6gAR7dSpAQkIAEJSCA2ARXg2CiVSAISkIAEJBBdQAU4upUiJSABCUhAArEJqADHRqlEEpCABCQggegCKsDRrRQpAQlIQAISiE1ABTg2SiWSgAQkIAEJRBdQAY5upUgJSEACEpBAbAIqwLFRKpEEJCABCUgguoAKcHQrRUpAAhKQgARiE1ABjo1SiSQgAQlIQALRBVSAo1spUgISkIAEJBCbgApwbJRKJAEJSEACEoguoAIc3UqREpCABCQggdgEVIBjo1QiCUhAAhKQQHQBFeDoVoqUgAQkIAEJxCagAhwbpRJJQAISkIAEoguoAEe3UqQEJCABCUggNgEV4NgolUgCEpCABCQQXUAFOLqVIiUgAQlIQAKxCagAx0apRBKQgAQkIIHoAv8HpXZCvcZP8yMAAAAASUVORK5CYII=</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-2.2737367544323206e-13" y="-5.684341886080802e-14" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="98.16000000000223,0,229,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="404.33333333333303" y="10"><block s="receiveKey"><l><option>0</option></l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="down"></block><block s="setColor"><color>0,229,89,1</color></block><block s="doAsk"><l>How many sides to your polygon?</l></block><custom-block s="polygon %s"><block s="getLastAnswer"></block></custom-block><block s="up"></block></script><script x="26.333333333333343" y="479.6666666666664"><block s="receiveKey"><l><option>2</option></l></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="doAsk"><l>How many sides in your polygons?</l></block><block s="down"></block><block s="doRepeat"><l>36</l><script><custom-block s="polygon %s"><block s="getLastAnswer"></block></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>-2</l></block><block s="turnLeft"><l>10</l></block><block s="forward"><l>10</l></block></script></block><block s="up"></block></script><script x="354.33333333333303" y="473.3333333333329"><block s="receiveKey"><l><option>9</option></l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="down"></block><block s="setColor"><color>0,229,89,1</color></block><block s="doAsk"><l>How many spokes to your pinwheel?</l></block><custom-block s="pinwheel %s"><block s="getLastAnswer"></block></custom-block><block s="up"></block></script><script x="226.33333333333303" y="760.3333333333322"><custom-block s="asterisk %s %s"><block s="getLastAnswer"></block><l></l></custom-block></script><script x="184.33333333333348" y="10.333333333333314"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block></script><script x="483.33333333333303" y="229.33333333333385"><block s="receiveKey"><l><option>8</option></l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="down"></block><block s="setColor"><color>0,229,89,1</color></block><block s="doAsk"><l>How many spokes to your asterisk?</l></block><custom-block s="asterisk %s %s"><block s="getLastAnswer"></block><l>170</l></custom-block><block s="up"></block></script><script x="10" y="148.33333333333366"><block s="receiveKey"><l><option>3</option></l></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="doAsk"><l>How many spokes in your asterisk?</l></block><block s="down"></block><block s="doRepeat"><l>360</l><script><custom-block s="asterisk %s %s"><block s="getLastAnswer"></block><l>150</l></custom-block><block s="turn"><l>1</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>1</l></block><block s="forward"><l>2</l></block></script></block></script><script x="528.0000000000001" y="458.6666666666663"><block s="receiveKey"><l><option>1</option></l></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="doAsk"><l>How many spokes in your pinwheels?</l></block><block s="down"></block><block s="doRepeat"><l>36</l><script><custom-block s="pinwheel %s"><block s="getLastAnswer"></block></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>-2</l></block><block s="turnLeft"><l>10</l></block></script></block><block s="up"></block></script><script x="233" y="149.99999999999997"><block s="receiveKey"><l><option>7</option></l></block><block s="up"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="doAsk"><l>How many sides in your polygon spiral?</l></block><block s="down"></block><custom-block s="polygon spiral %s"><block s="getLastAnswer"></block></custom-block></script></scripts></sprite><watcher var="asterisk_length" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher scope="Sprite(2)" s="reportShown" style="normal" x="10" y="31.000001999999995" color="143,86,227" hidden="true"/><watcher scope="Sprite" s="reportShown" style="normal" x="56" y="54.00000399999999" color="143,86,227" hidden="true"/><sprite name="Sprite(2)" idx="2" x="-170" y="220" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="0,153,70.38,1" pen="tip" id="173"><costumes><list struct="atomic" id="174"></list></costumes><sounds><list struct="atomic" id="175"></list></sounds><blocks></blocks><variables></variables><scripts><script x="360.33333333333326" y="280.9999999999999"><block s="receiveKey"><l><option>space</option></l></block><block s="doIfElse"><block s="reportShown"></block><script><block s="bubble"><l></l></block><block s="hide"></block></script><script><block s="show"></block><block s="bubble"><l>Press 1 for rainbow pinwheels, 2 for rainbow polygons, 3 for rainbow asterisks, 8 for an asterisk, 9 for a pinwheel, 0 for a polygon, space to make this disappear and reappear</l></block></script></block></script><script x="30" y="105.999999999999"><block s="receiveGo"></block><block s="gotoXY"><l>-170</l><l>220</l></block><block s="doUntil"><block s="reportKeyPressed"><l><option>space</option></l></block><script><block s="show"></block><block s="bubble"><l>Press 1 for rainbow pinwheels, 2 for rainbow polygons, 3 for rainbow asterisks, 7 for a polygon spiral, 8 for an asterisk, 9 for a pinwheel, 0 for a polygon, space to make this disappear and reappear</l></block></script></block><block s="doStopThis"><l><option>this script</option></l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel %&apos;number_spokes&apos;" type="command" category="pen"><comment x="0" y="0" w="90" collapsed="false">This block makes a pinwheel with an inputted number of spokes, stored in number_spokes</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number_spokes"/><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number_spokes"/></block></block></script></block></script></block-definition><block-definition s="asterisk %&apos;num_spokes&apos; %&apos;spoke_size&apos;" type="command" category="pen"><comment x="0" y="0" w="90" collapsed="false">This block makes an asterisk with the inputted number of spokes and spoke length, stored in num_spokes and spoke_size</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="num_spokes"/><script><block s="forward"><block var="spoke_size"/></block><block s="forward"><block s="reportDifference"><l>0</l><block var="spoke_size"/></block></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="num_spokes"/></block></block></script></block></script></block-definition><block-definition s="polygon %&apos;num_sides&apos;" type="command" category="pen"><comment x="0" y="0" w="90" collapsed="false">This block makes a polygon with the inputted number of sides, stored in num_sides</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><block var="num_sides"/><script><block s="forward"><l>25</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="num_sides"/></block></block></script></block></script></block-definition><block-definition s="polygon spiral %&apos;polygon sides&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doFor"><l>length</l><l>1</l><l>100</l><script><block s="forward"><block s="reportProduct"><l>4</l><block var="length"/></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="polygon sides"/></block></block><block s="changePenHSVA"><l><option>hue</option></l><l>1</l></block></script></block></script></block-definition></blocks><variables><variable name="asterisk_length"><l>170</l></variable></variables></project><media name="pingon" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>