Elysium e1xydGYxXGFuc2lcYW5zaWNwZzEyNTJcZGVmZjB7XGZvbnR0Ymx7XGYwXGZuaWxcZmNoYXJzZXQwIEFyaWFsO317XGYxXGZuaWwgQXJpYWw7fX0NClx2aWV3a2luZDRcdWMxXHBhcmRcbGFuZzEwNDNcZnMyNCBFbHlzaXVtXGYxXHBhcg0KfQ0K havo 2019-I Elysium E1 Zonnestelsel en heelal False E1 Zonnestelsel en heelal Hoe kun je die baansnelheid uitrekenen? e1xydGYxXGFuc2lcZGVmZjB7XGZvbnR0Ymx7XGYwXGZuaWxcZmNoYXJzZXQwIEFyaWFsTVQ7fXtcZjFcZm5pbCBBcmlhbDt9fQ0KXHZpZXdraW5kNFx1YzFccGFyZFxsYW5nMTA0M1xmMFxmczI0IEhvZSBrdW4gamUgZGllIGJhYW5zbmVsaGVpZCB1aXRyZWtlbmVuP1xmMVxwYXINCn0NCg== H4sIAAAAAAAEADWQMW8CMQyFdyT+gwfYWnQHbEwdWqlDO3WqsoSLEww5hzrJnQq6/95cUKc4dvy9l3dXkmyrNEdSBq1t7soGTunoS9Eoy+SV7U5aIqYGXoS0//g6TGXY1uGjdZim5UINhOOF2OxV7lp11WKU1+zaZr+rrLjdwzuDQbDke1D+J4eE8Op/I+VeyeMKmRJsm3YHFAGRATlI/wRC7IZSkQPJ1CeMSScKDGXnRuXdqLUMuvJFs4EjjiGUcwxi0ga+adZ1OQus12/kPnP/3KxWm9noclF93RDC1ekB605BphGxchn7Il86s7n/D4QrsE4FeMlsyCGcM8V0QjLgsCspSvCIYjZzWFWlpPQHqConqnEBAAA= H4sIAAAAAAAEAO29y5L0OJKluXcRf4d6BL9fZFaz6aeIjV+rUyanuiQ7a2pRUu/eoH5K2AEVCoJm/mdG5gRV5A8LmhmdRgKHR49e8F+//eWv37e/vf3b//7Tb59f3983//Xb9//6t7/+9f3P5cXNb9//9qc//8v//Zc/vf35//rv/76++u3/+9PXf/4/f/q3z4ff/uPj9rd/f/vL529/fvu3f729ebi3j//vu4d/+R9/+tf/+I+//Mvy7vXVf/3273/6+Otv//n/fv317ftPf/56Wf7/Px+e7x+XF//z8e721vb86/96+/Pd08uD7bX/eX18+Jfrq5vbm5ub15tlu//++vi+8e3r5fT65tH/+35zF/Z93Nw9vt8+PH/f3n29XF/xrYf7m+/lox8f/qHy6ff7m9OX/Rvr/9+9+B+4P31+2Ti/25fTN18+Xr+XfR8PN1/2Sf/vdvv+6tn1VX//ufbH8f443h/H++c/3ghTfg/n98fx/jjeH8f7xzreLKb8s/zeP473x/H+ON6vPd45mPKP/Hv/ON4fx/vjeL/2eIopn4+LPT+ca9dX53/3j+P58R7N2F7M2J7MePf3+3vvxbI9f8/z+zXHe0zsqbVyvKeftIuPt9nK8Z6bkTdtL0+Lfd8sdkKUBV/e7xa7+RG7vuruvzXT13HP3PHit8e2+WRyfudZObLp4zPnNz7ve7OnmzJeyr+vZs9mj2a8P/NLj//e2yNmvzeabrrn3OOdbX+j4+ldwx7EHhNb72+0+v7Rd4fH655BNcbXi1gZdeV4r/N2Z9vX42LKUk6I8qPzrT2e3olsVB853k+f39/7eBVTFFHK8VpMmUGWc8/vJ+bbGZjyd8CDnzie3rVDmJLgwdmYMjzeGZiito8vKabcL9Zck2LleA8d48x674ysXPNyvPszbXMkTI539Gy6lvzeyV9Xz6I9v/lj6B3X+8t9X8eLjo7uVZm8Jvn9+Dl8+f3iwVHTa1KxJBl/uzgygQdjvjFztPK5crwjmLLLSPr4cgxTwnzLxrNey8vm71F82Tve2fajeLre38H7mzvOXX4z43VFljBeZq7f+Pza+XE2pvxO8eAnjtfFFL2uYX5M4shBfDnP1vGScZMxprz1rBzPX93dL3YOpugVS8bzzIzpfutvhAc/fbyZKzD3ezNMeTfjzkZk2cOXzDKUafnVjyDL7wIPfuJ40UeNd66dH5czjT18OQ+7yigqx9tjJV0cqfZ+sgVPrq8mMWXMRubwpXvFxyP/d4cvmzMOz6OZ3z44dhh/+hSRe9dwlgxfnnb8I2zMXDZekOkv/9h4kGFDrjfNsL0MITZ7hnyjewcHn1z1tUPf2JhiRuvPJKgxtruHxU6IUo7XYsrMLMl+w2Pqv2UzcHfW/R3wZRcDAp5Ofrb7q3vjRTGF+/tl9mFWx8KGuUTr4Us8j/HV2Oi3v1O+Mac/z/uDvedlZodmdLi/4zuY+Sj1W3K8+e8pZmxQpBxvxYqPWbt7XKzPUq6vBr5PvH6DkZw8L+dRpvv3J/j9oXcTvjHG08GxE3wZj8VsDKzPD+4voX+Q5dNMR8QMvrTPt/EVz67DRmsJ8Y8sinQkHjUz72f0oXy8zI9IvVaPHT0iwxHVJo7HUzJlI/of+fHGfgtYwDjidRdFyvHWT2FffXNMeVqs4/nk+DzGkTl8ifzwbAvnNz/7u+NreLzdb8dvCV5l39jFFEWUcrzvWzabpjvIMn4G5vdjBll0XtfZbb93Rl2fVOCHetMMEmzsLL1zD58zZjCvSvT4wYSCsfPJRj/tfJuxE59TA/wox/vybwS7e15sH1P0Dtn9OIomc8/LX4MvP3G8eUzZRRmZHzOYomORMWB39fZ+teur8i/woj5RxJdJlLn4fmyuywX+ahcVJvDg+Pg7apkfseqdGZqMtQjlBXU+l+N9Niyi+6kNxxj4K4FvGBLcypahhdrJ0Szjr3U8XxY7hik3fX//1+DLhSjzQ/gyNz8mMUXfDfw5jtg4Im0k3N6ZPYqVrdzfdUTEcXaUv7T39+id6F6B6fsxiQ0/NP56eHDUut6J8IOxKhE5QZzHKz9Q27zf5RjZsf14DiQPYjOiVXdbxt/d62KHMaU7C+x+jO/acXzR8XzUfhpfNrNE+MslR63XUn5v5j0rpnBnQZNXM8YDWOPPj1RzyfDlON7PY/8c3zgbFWT8nYsLM3xjJuLaZSCBHyRzvTNzZc8JQ8z/je8kKkf8C/6a8fJ0W+7H8q9ZQ1oSNLnr293bYgueXF+dx1Mm8GByxI7RJzyP4ig8ji/Z+2dwowvwKsdnHav6lNPRAaa8mb2YKbJUJruMv9Qzyvyjufs7Y7uj5of8j1zvnFEljugRA+zoeiQb/NjqESkDwL+tz4lsdhc8uGv0tbHHomjBX3gWW48nY6iz3ffNSnretyzF6gcjphx9lvwEn5zDlwxlxljTw4P4/hn86LpfXzFGMD3v3vxQhV4xhTsJT/k2A18YHRFf1vGceUZjFnPkfpyHCkfGy5gr9PBgrGNM5l9MxFezuEic1+4vdJ743FnuoCLLkCXU4409lvh3eB4xdjYoYXpddmbB7j4WSz2fnp54BqacNV4mUeas8TyHB0eZUH68XS+gi4U6b9p4gI5P7rKNCB9UIMunGVgDn+WeV+Yi/nmm8I1ZzK+5v3k8dN7zGOCHXb/pTIuOzfkzY08mw4zyqszf3kyFjUZ80SNF3FnxRbf4DcWUdzP9axuT81MljxFmr+8+FxthyoSeOIkmv2D89fjQuU/MLeLkeHUGstxs8//OxpQbifxJPJl7amhCdgBVXI4vjBRGDWNAuPQAXy5EGfHfzkCTaEN8GfsiefxjJpIytuZ+dPyMjIHEp/1ja2X+duZs843seLzeYIn5M9nf5unzYaYcN7NWfxHbwZQBQz8rX28OX3QUzo/I/HiXs5i937vBohncmdAndzGlIso6/gw70MiI55El7elmjBdFFhl53fhCfP7OaDHH8SD+0uzYe/kWEQvVWxzEQyReq77KOIYS47GVjQg/iPMxzmtFjq6F+at3MPNFBv6K8Q3FKDBF2e3j0J5bK8d7dkz5WuwcTFEL8+0y9nGe3p6N0ZcpPhTPfoAcggcZpkRkGeBOcrwMU5gliikyKhYMub66c6/W8QVkgRTDWaJPpJy5x1/UxvxlF2Um/JmBWhqxZOjPRI8kUTnaeEonRhu/EZUSVS/rXDY9ImMaGZo8J7bii87veKTMe4mosB4PJeXLjDEyQLhiL2JyfguelPH39fW82EWR5B6+XIIr7fg7D1+6R02ON39mm1kf/K0ZZBnsT64fZ5lhiir3xkZAlCUF9frq/gYl/u7JDOjgeaTRovjci/5RO98yFWYykpLwjZnYysC3EX8m4kjUN3Ztm8/Vj+pu/JzIG1q+EZWImZmrlvOX+Kn4dxgpigcw3MJmCx7cuMcc8KL53mswNL3vxU6Icr2tH5zPIo82xw8GaBLne4ivXmgH9b8xauV8bXydBp5P4GvMMZkrTTSQ8WI4gaZyTxuLp8XW54f7RLylPhHjoj67Nux6E1mAy0j+S/QUMkVmLp6SoUY89iDfo58flqocuybx1Xg9IppEf0FndA8PNnykIkScv3q36kwvx1s/q0+LaPoZ0VH8B9nYWN4rx3vr/FW+9y4mR6KYos9SQv3gGZiidkF8sLv/R/lz+7zUbx9Flr3fO4MvXZbSjyc3mKLZb6i15tne84B4MQMgij9U8OXNmQtqrrJeHW0RZbq+kuFL9AjGSucc38h8mHH22Markfww5XbDqGhH9Wzjqxsfp8tN9PopTmz2G74oD4iz/z2Y8IPmkwUfyvE+mrupxv4PMbv7jARGhe+vf6scr/3bn2LyWR5W+55PyOeawZSB/3OQv+wix1n8eQ9fZrj7cT40/qWZz6Mo18YvNZ7MjGeE8dyxWi54ysP9YvdvZnbfXXEprKXgi6u5TRxaR1VEmcxXum3qA8azf6x+1M8M/ZmIJlkmWatvjBlF1CkGuGPHy1SLsQfR9UiEb2A6l7kr3KGIGTrfK2IYvmTGs4RnEJuNms5IaI/3Fcw+a8PsIcWULkuZjicPMGUCX2bm6h7fmGTcB/n4IfYTMWgaX7Lfu9FUJJ7MeJY8A28ZYLG9BzaDjvsPM7v7cBlXXIq/VPDF49DuGcl48TGlvDqydWUxe/wl4stufMXiMwN9tZsvmmVmtPGPzP9QjpZZj29k2oXyingVNfdsxRfdx53QuxIRR3CiuXPlVTneZ4ME3ydzj5ixwAMiIgeMpjakEP3F7P5xsQMK7UanvZ6tT55kJKKXzPCAOX/mR5Bl6O/PG/OmPb+j6KlHwv+piGLzQ8cf9x9txRDk4cOMhXa+zV7NwBdDHyrAKr44qcFBCjl1ijI6S7oRpVN+505UZQIzWr04zWyf0Trq3Ld4aBLP6KDMbqwmHE+vkN4nwQPXNOAKmle06huKKRmXkHmv831r5XjfjTREZhP8ldd6x8EdsITPy6hY8YWFm87HlCRecQm+9PyFo5iS++d/b3zJFMvj/lvEFI39lJFbxotnG/idt6fPw9Ni3MaHTzPb7j/NzEtyR4aRBb6U8V3Gy7ObRKabcZuxGPUdqpd0sD5lLj6jCJJlmmUR3A2HsOuXcYnMBpqoHE+PKr6Kq1uC6w1ObPQL8z+47pFHMPv1x+sW93v/WD8DmCv3midK9xvFnPaenjqodl/Frq++Xi7FFLUJfDmknST4Mp57kVe3eBDzog7FKC7Gl8x6+JKhk+q0mabizw/XVuye+wP6xcweRw1z4fbDXCwy6PgCJ171F8aff13yX6KnH7XeHF8EZdJalWzr6SVZrmrkFTHCUlUK4wdjZMliK10TfFGGwizmWjP5M9ZRlVjeLcdr0QQuobM/YoDuwfj7a3yQzCbu730w9vMN+Qys98tQZbd+8OxawoP5tmPk6OHL+Hk+hwfqy898K4tj/Fo+FLXMMaYwXhlljBqP9/gCnB+LcRsfHxZ7eDez/4nMxRtF8hytKFOO9+5sJkaplZtrpCLyl+olhXjt2JPZZSOS3x7RZIwB6pdUbiH6xsy3FVXjuyu+6F9K4jPKEprPiC9Unx8Zl9A9IMGTGPcPlsJdXvnpoxjf5hshY5sYwBZTFFGS+v1xRvkcvox5imLDQFmR+OqFyBLm7yEc6dpnk+89jqlOxlpDvVrEFOYSM0Y1FTbuvnGPBT2urx7enx7NzCl6fDNjqr+ZES3SaDS7dJCCNe3zjTHH+IuKb4yERv7Si9dm2JFlvOvVWPWNjF0czMPY8I0Yrx1bPOoar93EcGsUJ2rlMaaLDwVLWfOpFTUUG9jzLMaTwdDELzp76vfL8Vr80WcJPNjU/xGmqCX1b5NoEvnJMJ48o1tuWMovifcM8OKQfTX9Mo5+u8tPTvlcHUxhhsZsJmHXPFEebVvWB7++en70Zd3fzXgowVzQXL7MGB4ouyylrigDvpTjl/H30TzHpLIxxZcsF6bnz2Q1M+NMs4ohwjcydnHIzD/KUCOzbqQ2xH8VUyKyJDEZz3TEdy0zv9yPV7//EU0UIRgdeL6wUf0MtuY3qdk7sNtZTFFESepTzlZofyiePMc3MgYSPZ/Wn/kRZCGKGurVzjtS1TBFn9SM2hhVZl7bGPDJaH7O09ti5hA9PL0+lfH39Pr4bQaJETXXqTT4QrYL+PIkxtbyF8Yn41mUv46+O/aPHnb6AYxjMl1OEvyPaPNoseJBzAmLFhlId4/Ef4eqrKopzjQ0U6DOfdPDXsUUG8AUiwg3cUD95IfY6v8yqkyROwdTFFGuT/0E5zFlDl/OxpRpfwbTmOWutxPyr86zGiuV/PHNO7sW8zDW57nWiKkHxFzmWQPHNTxwwQ2aYtsTZaUFHgq+3KPmOrK8mrFZ6pIru+gvZL4oyrD18nczz0jxZRzBPaKXzOSl9vJFB9hRLWajtXgwtogTGvHd7F/iv9GaCC+vYReGJs4h4R6KLyseKEYwLmo9R0Wk8Jmtsnb3vgB78advv14XOxNTjseTFVPGysrLTn3PGTpKgi+KKZfpJQPs2GBGFz9CfcqENZiy8X8s/0pjQHyAGc1og9gYEqCsPH+akWBgro17RG+PBQ+q2kKeC/gCwUHmRX/R+BEqjI7R6qWbf66RB8UXrbofZ4v09BLN/lD2o2gyZhKtvpFxjHlr4zPDyG+WX6LI0eJLJ2Ksfq6xSqeZX2KgAq+Lj1Tux1rPwV2rTJP3awQwHsP2cxNPiBLqBzNMmdRpL+6vshdPns/lOM5fJjFFLem/cbYl+JLV2MdKFuUqPj9O6l0xZraNFM/eN9bx9L3Yy7OZERRe4h/54nIFfAq+PDX4gqYLvqiXFOPTjEXVWtr4gnpGWWQ6ZnpsLNTTjTWNqFPk+kaS2Z76MF1Wcco/9bsiakZkHZ0YsXKS8qoc77aJ69TIcEEINvNn/LVmUn+fzJ8xxaO9vqo1HPJ+gy+6h1xtO2CfpVj94BhN9PWux5Pgy9kKbRLvAQ/OjScrmkRkAS3GGutFfKPBjL1+Hll+mGKKqrUSdVyGYxl/XinmzzE2U0cevhaDobx8m70vBn9xn4ggAlru82O5v+VfQIxsOmUxhJSQWkEWfCLGK0858KXNr9M8zizmEbXSqLS2/kzGNJLqlb4Ff0ZmfIMvmXeS44Eq2Vm2GlvINzvFiC3/Od5f2IrdG78Tons5mnBAvU9rvwxBk0Ygh8sQSzSuuu/5XG/7y2c2qdL248n+nLWhd0BByfNPM+6hnkeOLxkrmcSUs/yZKdTI8KVfK7dRa/F/2Bi7q14nbIWRh4ICjrx+mNnFdydEfSK03FezshV8eXT+8m2GCvNipjm74hOdokU1s671j/SJnTGKSfVD9NOklmXHeviyixobbNBQ/Ga/5bMqXqhvGLPOHoJpVGe9v2gkdtv8Tpg5dqC0C5NsvFbFHccXPwU2b41gjzFjqVNqSq8fmeLIuOfQwP856bE+A2zIjjJSxj7PMJ4MNigqxByQDT85qMde5s8ctE28J2abKlsRtdbHuY7LquOV8eLZ1cx+biBs5fXNDGfDPvRsMWh8IqDBmQsu0+ofkU0HvsBflLkQPwKkNFKhEYeqtRi/Ch5BqosMlI2gdw4jKelnVA9Z8804vy5ebPLNMlSo+SOGp4/B9N5l2WiSM3LS5MvxGmRxv1SNOxH1dn+MmIE75VUZL0+aScBRj2GKmtQPXh5Vfmvq/RRBsny4XR1lIt6TIUse77kQUxRFZv2ZFFMEM9bjdfTaqK3ETDhGHs8yRkgZS2W8fDBGHj8X82AiG7cGteVjMVSYpxczQAMX2XJ1q3+ES49/pDm7Op41Dq396Tazx/K5grKwM/u7SHCqr01V0d1qvA1LWc+vixSTBhL08s30SmjGiTKU12Bcy6qBLPF9xwhljPi/DCtOXGJ7/hqIAHFqHmQZLw9oal9mh7tG9uLJ0TKsifHkPT12Xps9gC9N7dohVXbRY5tvX+jb7OOL/rWsh2G3ni5qK1neftBsfRwVVLm+Kshi6qzfhE8zkihBFuJEkF9u/oeZ4kvrHxm+OH+JPpGqhxs1t2otdb7a/A310x0LCNH3Tk58KCJLPFLzF5ST1Dku9Zcxfyxa/Mzmu1JvFXPWNI/kXSxEbPwul2te8ODTkYIBA5eBSYIdMiKch3L/7PbyGW7K1/tXmW9f7xdFknvx5KP5KgNt1vBFtRBVYs/QaZP6mZl4j3KSFg8u1GBH+DJbl9uttrtr1l9QtoITg2obI8xMCmO93kDHvJanz6cy/p4+ocNvz4vhE72Q5gS+EI2GLL+a4RkZ3/H8f/DF/SN04YaPd3PnaubcW7A6d6T+SJEnIk7Eg6h7rPiSbfEvqIcTs9jXfNaxKZrEdxVh1+PpNdDXH8FAE06SSB2ojsJS7nR5ftx4hEgw3p81/DxDEAitZxDYt3lkfX0sNlk/OKPT5v7RDKZkyFLnu/kfM9yE1xEz5vBFlRfVdH9Cjz2ul8wjyLhed80/VbaS+UGMPNHreMkAIituQZLrq9c3ZBbXcS3QQ5zI1VwTcl1zUc5CTBr9ha0MsYIvN/rka3L/NXcuRDF9zEsMouKLVgbE2Z9tsRK39WdiFU3m56jnsbFT/mnHsjzXAX5YPYRYEzcGq8W3cXTXfEawndvs9WB+P6Q/oBt8EriAv9hzYuEpGUsJ9T2ZVzMZDUr6Px+NJ8/FeyYxRRFlq8e69MkMH+ooPnM1F8v5wXmY0seNBF9mtqisdPLhnOUzYKIfZM8sRhtjh6yV1/fFFsC4vir/kqpv+1zNtUeYq7nEoSNzqZylMpYCIWU8t7WLqg8Kvng8QiMRohpu+mOqD6G5vOMeABEnWv8j4ktUNpj3Mf+0zW8fW8xk1debzJElf83vF/oVqFHx4sGyAFaNy/cw4aEpvFszkMr9+Gg67nCzH0/Gu1Nqyso3dK57QEB0kQxN9PVefc9MdspevGfSA8qQ5eaUH6s8ZZDrVjDFLrwyXbjAhr8cYihjThLWqzwPWdr+TYostTPC3ZvP2Y3C8vACuVi8oadPTwX5MCtbwZc3Dd65KGBqrlcVwVzgLLAVnpq2McJPNYvF31+rFhVfZDz7nmexmF1en/JWHxD9jOdgETPiZ1Z8iaZoorM/yRg7IcaWb3S+DZMUXub3STY/5XKFi79649mIAC6UUbfHkymygBPg/fPrYms9mHuq7gZbPap974BC26sfHKsmGcrk9T1Hq3y6ysrF/SJ78Z5hPFlza9yzQDnt8pORHnuOhzONL4opsa97zYpb8i1ShQXmDOSYN84wJFMF5ZYR5LfG8cXh4MMM5kJVEcaJAAKgjD0jTz5+8fA/VzM9ETbPnwJ5eFdrpkGfmAm6mdFS35jxg4g+0Udp62ciuwhcImaM9bPm7fxUWY0ZamoPJwMDTPR6O13RRW/3bERRsVw1A16Y7JRqkAlgn9QHkSOO80kncvbZke8z0FF6+KKokHlGY59nL95j89pna0QTRYW656z65IFCm9T3CGp00GTg82z7qabIMrlN4AtwoZrKIBok/Tc2keaq0Zl2688xowcEmwkUe7Lry2Kv36/l95Z/mfCoufhEr2KCMu4NcShGPs9X/rLriU3EE2SBlWvGVrbpzCyvCl71Znn0VcbWwwPlEvpXQ95Yhn8134xvC3Y0TI3Xdivgf+pxuifDVSxPhHL93vzK8oQwL5SInecygimitnDPHFO0Cb7nC5yJKV0GInrJWFuZ8XlaPVaVWmbxZAw50WOPYkoXRfb1WGUD+8zk1F/+fEyZxhflKVk0SHPjevm2orA4QzbvxRVc01QQawGFt08zHu1l6BZ8eVRk8aJA86U8z4XT05w5DqWVizV/bqmHdc4CiwFZdKbpPFTlRbs0VC3G8v9krp8ySVdL2U/MX1+Pp9tDYh15WMzdGs83AzdfxWQP18kdNLvSZAv59SP/kDt391jOr7jvhuieGGOQ7hcORmOfdVoB3oNHsBS7+ydEmagfPB7vGei1u/EezZ3v8Zd5TOnqtAm+4MkQaFQd5cx4z62s4TXj7ezGe87eAr5kfpBGgxRZNvqKPS+hJdSQMLNt3jNuUXAJVroTgGjybWb7kWYX8Li+ennyDBeKFxFEDF9OVYu1ZvFbjFHNdKyNVBZ88ewKoh2KNZqPjn2IKcepeFR+72OHDSjXib5IRK2q8xge6JE272+0Iv2MZqnV3LMlP7HJfSVWZ3cFxMbvhHs4QuDPICob5HhdevGXrq+eXx07XGKxTTIWXV2vFV+Pz0zrL9vOqB88ji9ZrttRHaXFl5nsFEWCPf4CEpAXCbJMYspEPPmyeM9PbXedfq+beNDGD1Jk0Ux+vlZGdhnPqzeOdsuh6HVrqGCp2l+OLE9m+ETkt9jm+S0FTgq+PKumyxd8hEv005+UPG2lhsVZPAO2nEl5/jbtVTpVAmpMIsJAqtG081eRJ1OK9bUomU0fK79+Dd/Q96NpbQ7nJxmuLV/znCKa4qCCABvEgXgCsAk2+HViK2hert9Xo3WBP+yx7GmvCjP3CpJ2xvqDkXuMvZ2asWbzzUMBZ0WSN1xlun5wUk1Z/C33AmAOQ212Pwdlup54UpW9IN7TNcGX2CktIktUbiXrchnZZX6sUSEACGSx4eZBEBu8XvSHT2QBIM/M1fyWMskKvtyjMfowU7WFrH9mibclMwMW0BJU/S0nfX31dOc6gaIT34h1j9ApsEb7NlTuU35vy37iazXBgA5erfEtVZ5Vf+YY7FEcgUTqhsji+T5cfa5fwzrexCSq7B4sQS2yF/luea8cb40xc/VhK3ZF2W0w8n12/eA8pihOVK5i+suviSdnSknGVmKm26rHZqrKGXltB+M9OtO727Qem5n2jr5v1udUhUWRhdw4RRbph+y1h4zzAg3leen943x+05fF8OLNNg+2GA1hjz+iYS5oLSBKOZHCx289Ai1duRv+gtk49wHI59FoqBWoFUkFXx4cnbTy0SVI20hlUyVHu08pl1n7jUQWAWPQ+hltd6l98gRFNvqzfo/XKsB4uaeZB9XMDKCddaz5ynATpnaI4PPbHYftOnmthT0y8EH9qhdkL9fv2cP2+Kt2p1JMOVcvGSsogxzaYT83xZEZhbaHL4oXY4VWkaONJ1+IKaN4T4opTNdd5Aj+zAyaDPpFS76tareKLIgGEi1t8vkZ+cSE1voexqTZi21k4L6z4eLguho9ePk002xcvl0+Vsbzu+MFlFtTSNSVsYP6M5fxzyMQlOG75UeW463Igsijr1XJQYWIazn2+EbEFGERjUWs0c+Xn1Hw5anRpLFnMSjeu9ibGHs+Vlvy19ZENTOwn41fbVjj6E19KJjMjbLXfl29P/rz+2IdTLE/3aBC5vlUfjLElzMy8pN4sige+5gS8GXMU9T4jGLKxuO53q7XO4EpqsH24j0NjkSmMcNDKusY4ssYTVSzbfNtFVnqSmS156l2KQRZ0AjZiCy0/rmNSReEbfj6RIDGIM2TjQu5pbeCjVriSieEKOP5xke6ogyzgactp/8khuDBXKELDErw2h8TZs+pcShmnSgRPothGurbVKaBCd9Icswa03dBC1ABNFjz5aNJFEfZSOPLYXyyfmbxjxqvkVvv7ZXsOQAyA2kgC5jMVce3qizl+mrX9zmko0znw016Oz9Un1wZy3Q8eZiLf0SPVV0kjfSwrf2axzgy79vcNfWD8xbXtaj6ivVjJCqkyKKVQlpnAmfhgJIh595Jme2FH7x47Nnqhd79YUdA0jgLsWcGLtn+AA8qrgMCCV3PhV+VUQ9SsAEI+lTVbxC91v4vFVnQGE7965pYk+rCmheDyhFRoXokBQ+em3eUb4BRyiu0BgcM2GjN5XjfjT+jufUKVSokK354MrRZYWbl965KLZkqqsRqTSjXGN7ImgtdlpLUD0aEYEbvZsye1Y9WMWOPvxxCk2G8J9NWJpHlZtAPRRlIgyAOM7k2e1Av0VWzupwkWR9Hv1d711aLnehrb0ZZD1wrhbQXC1uSe3tCloIrzp+JeL69L0ZRIk5Igy8+3Bdr6qDJGgUzVv2Fj7Ex9hmAnCaDF4WFYh0wBeURroKiW/6/zLdPz9bQ+HWNtzx4lzPHAM2kUZWjKjIFD7yeNzINn/3SjbOJxkiG6wkrTD9VpODiqNKke8TD2f7SclfcHwQ1XNOiKzFo8i4GYu+qKUN/RiPCGabYrPdn8eovzKAJGHBuvOcQpmzjPftZtLtRn1SP3cmS3Y36BHyJeJCtxMdg7Okl0eIawl220kaDaj7/JkeuZshlyMJc2CBLwZW3l3J/X96gD85Zvs2QCdiYGDx8YC5MXGqKevoL+OKHNfsSk8ppn13q/zADOUHPD+tkeTydrOEYmgmMKSdZ6/PgG1wV3XwJJjON0ryI6Z5ypuX8XjUm4wZihtfK5vBqfGIbTiw3styPNQbEn1LOx2bZRQz3fYV2wp+J74ITmmlW9w/XB4t4MPZ5vrW/2fmYcqy+57J4zyyOZMzE/JkMLyKm6Jqh0avprY+TWawOCt3na7807fIUFVxOhLgEc4iYs23eXZup9/Va+PPrF5ly7xAYUMbINln/3twaSsAue6jqLDjpjAVfPhxBmEVgiqq2bMSENLfrVaxGTUx/kYwZx4CoZkQ2ogyE67D226zosOES6pvpHuVX4ATT0ePnjhrqD/rFNoPBcWu9HZMZmMJjBEWrXM/C/z719JwxGq6T2nUs6pOsPzgf6dmL97A/w5SAEI1n0eMvh9AkYkmo7/mBeM9hNIkaa8UH4xszikgXTaIN8SWuxRXX5tMMubWfkeostyHqTDaLIgsiAz68+TPubr2+lefvGifylA8eWjagoS+e52JfPOW5VH2XpyyDtiBJmW8rmmDgC/ijWi/4os923cMUc/7iptqFXkZ9l4M3E9Ss5n6YvyV/z/+qooYvo2IW417i9VU81V+Kb8O0fBTzgiEzY35OsFh2jclYKFa5Hw+auUgQ7JxIctBLzov39PTYTK9VnNDozXE99qiHc1G8Z+T5hPz7GDfO8lxBiI1qInpJ/OwYWbpr/Fm8RyuCoqpC6lq2FhcqS9VvrX+iIkvNlLt31dOf8Dz8mBOMeaMd3j7gZbH3z/dyP94/P1zaNSPbhcR7mAuHImFV+0QxDXgW84M8fqRRZ59xcBlmJcoLmw3zjn9U/ZGCBy8dvqEmOoYfD6YRsKvm06h79RyM8+M1iCg+XhP9Kr+v/N61LQQbrA7sdaJnm2IKZm/64kr0z3G8h5adiSlz/OUQpgzjPWdgStBj1RM7D1l24j2qu85EfSb1WNVP1dvJosOtXjJmHTPWru+nNl4zNGb1I7Ku/ZWFsziyaNUQGeA8eVEBkQwYPNbJ/6TlXl99vHqyKcounhGtPAgwGxY1zOXbDHzpxKf9cakRDjVmK1O05ukWU/5SsaHgS8M0/LPKIvR4YIYyEMUJ71/SfA+DgXyfzH8F6MlF4VDsgYeUveX3vjv8PYghQHFT7Vp60we7mI7upAxbw8jvpfR8u/4g2Slj9fUIf9E4EbMOL2WswfbwJeJFhiNjn2fNv9d8kKok195umqMyZiYNvkRMOaDK1k3wJYvrbDyggTbb82e6qDFvAV8yZJH1MPxHoLLoOr633l9AVoDw8CfaJ9OLJzZ5EHzUnqnUCHk1EWLF20fxfz/ePHHWNlQY94x0pSJy6tiE2TuXqc/rMt+afFI3jRzBZVxYMHvMreCB5800uR7ihTQ4Fn0y0KKqH8Y34vmxR5kGv4w/TZgFPZtriay+6uPcQloNW6ctzxniJ76ezJvHGDB3WEq5J4VPPhzGkQE/MXypaurN90n52CglzGhCZ5mOshfvmddO6kw/9RfwMwi8Yh9Tbr66xxujycy28g0GQ4YdGcpEZtLiwVE0ydcPnVnnXNb/bXrKgyz0Dljrf+nOwkZHQ409Iy0yvGzeu5rLM9Wepi5HlBt6ffV5456RkNRXHqjgCw4L6y3SM4qN/Be4DF5BmX9l/nrU1OcjtdTqNSDliF/VIESOB5hmz3iqPO0HTtnvzWs7v5NHV47nmSJ6fn5bwE2YGhWb8kvBGnfSrCvFIkEXPFjj+PTAgaeIDu7fM16T1g/2/Jkz0KQa873VOyMbYQbaKFxvfBIHyvHlqBKrfs7KN4StON+IesmkKpvosTObMhNmZk+PnccUjQLnfOMQmkzgS+QsiixsIAs+EZHn2ld7yW9vIkT8GM0ZJ+6JlIBPZNwDzPCpBUSV6VX4y7PXLtJIEgKD8sIjGXyBv/AcdinHNl4zM8tWnucvoJArC5ymdrSTNaedH/Aah88XyDPGUJCh4MF3g1HKIvh13q7RjCPxe8kF5Iy9ZfVLGS+NBvLg7xgeuNIkOYRNszoeBNqb4v6t4F8tliagx2t+u/3pfUxJ9JJ5NBnknST5sQMEGVvSL3ISTSo2tPgyzVDSTLdWjxWk2kGTcU59nl8yYCjT/swMfiha5Piiq6TreuW6Yhc/D7WFoarZckwfr/9tfCI0Tnwizb+HubCL1RMRcVnetBYIF3y598g0T2E0F/gLG7NOm9eDFt8n86d6uQhlvq3deDFfoIQJLK/pG4O/BqXRo8IeCkoUPGhR7UmMgzKjqV/gvC3i1TAQvzTePwIDBZlwHMP+jHs7TCf+BBuvoUWeZKTxHpWcDyu0VV9J9NhYezzZteCs/NgBfgzz18aZsV0FZYgvIVe2QY65/LVDaBLxYzr+G7lHF0WEb7wG04x8WqDpyudds/7Z6gfpuqMaG4rIws9GrKz9Kq3/qWbNUfWMlglzgVzwI3gK19m/qo2nBVALvtx6NJpOdMwicnaJTLN5+0XBGpvLnjsDnJWBWPyFGy8l5NRw4NzNs6gUvgUDVxrXOicgiATulO36qvxD7g3shxOEoTBlYEiAkMa61KODfRW8Kfjy5UoUv4LIjR10iae9fzouVgQpBi5y3vwevrb6R7QcNZCfwpRMs33urKceMWW+H8rrTr+lDFNAi8g3evhyCE1GemwHU+Z9G7YVD0gUGsdyNBY8l7821mAHmKJYYnigFrEhvptYzVchPJJ5Q3Vt+GJEnqvaUoxhXjNbbH1EMscQHxia5HChVaJP4vUztGx68JT12cz88Pg08ovn7DK7mMZPYgxDfAWjO4oZPtg+P8rxPj6bpZoZmPwJQsl4Y99ibKAPkavaB8L8D9AGBHHh2oyfAQoCAqdG908NImKOV15gROjItuavvouBnoopmCHyIhVdX30/7WDKOALU02O5baqIHMKUVa2teDCO8WSeTJ5fcjaarDGrU1Qn6CXM35hlErdYXXOf1uPESHJme/GZo75Nj29EBAERfWoI1ui6xZHdeD5/w1YUWTRCVCPQd19bn6h4RGxr/T4OErlzqrnY5g84iVcwP73nAqgAsSlTvuCLT36fUi8nc0bBG+AO89D2e6Nre6yfEvivr+prGmd/mCGYaOEwDbX507R44g9JM4XlbxV88TPXpgaOeXgjXDpuFHDs7T+FgRDVKVv5ve8ntlWNqyIKi3/GTs+bettBIEXd+sGuv7OroyhyrPOX2T+PKRIfavjGW9oP5WwPR/BlPq7DzO36NqaXVDX1NumiVNFEkWCv3o/jaawm83AiNlTFI4nPjJUS5nvXtzn5M+7wCaZ4oqiIeY4Wwj1uP1szfImcRSNEmU9EVwUuE1LkWr+PKBk1FzLOASbUBZ7heDLwF2aPeQLLgCp848a1GL4i+bvN2iOGLDztvXk+Qwjx9dPM+wHQuZVCAw+I8ynSWng4msMC+DivEfMqhcIvCh48addfN84s7td3YR2KmuvxMHeNDDx1kgmacJbAbKdzSi+/ZAZNMuRo63tmVFlujkZY8vy1eUyJ/GVOL1FM+Qm9RPnGIGdNzfTYmcw1ZSPKIVzeT/WSyE3IKcFH4REVfZvapakc712jOwABE8NTOWj5DK9giQ74i+JKVW7L8b6bqLOuJaoVRPhExIkQEDRzjoqawloKvjRxaGcuOEvEYkVzcX8B/kJnF8gXQ+vro4yX8i+zHBbBzIZYsPEkZx6aSGzg5MjBTTm1oCzP8/um4T5Dn2lJMhnyB0PYYdXy+zgLXzrDzPP/HPk8WdCMjW8gXOvZf4p9naziKYnO32aclBMVOyipdjXjbZzvNsyPHfco6Goqkr8WVdYZDbZ6RkGPHXo1DgRn6iUxJ7aDJqqr9vCFdzRWMsaUqKCseslMzlrEjD29JCog3og6vNb+Kfzc6uGU460aCUhg2ND0nMT30QiQYErDUsrUub4q/+IBzSBL9InIbyGYu9bvM6CVuRCvZReekURINRbig9FAaI0f+bxirttP8VmHWyHVAz4kbWvwxVOHv8v9XUiVmDe6N8OZJDT0bQZEAAUvYiBOmf/l/L79zPir4BLfAGh5l2n1LBbPu1yk66ulmbXZm5idR4enjNWU56Z/7AxDibZBjhD/3Y3ojDnJsN5vJn9tL78kso5DJvXEMbMEU5zIskx69TgzeokP96RCZ+UbR02PurETvnTsu2/KT1y0xmNa1y9DwVWdBRJObgtfRJwlTqS9FbiMVXEp/OXD8995nMdaXNt8+AI2+EdoFiiWeAhr/RF/FjSxqeY0jPn7EAw4gx4wDBGOCm4U/+jF6QI+E1BF8hyXEYQAX9i+t7Y5Hkdi43i4azAhGmrzIb4NQPMun+eMynfK8d7cZ0NKMhIzhSnqo1QsGfozahqTGeitod5PMWDs28zxja7KOs4pqSiy6huMe4abRmmOWq7Hql4yU63T6rFRSdEZz2v1ZFA/8HD4befii2JJ7s/w823r4IheIsABzICZqBdUUKXgyxobEs7SIIuqLcSJdPVxLmNVXKweR3vCAUy1f8iL5446fwn+URP7cb3TLwheiE04X5zVl66Qp726HkARM7pCcJm/62swQl/jZjLvFSEw2s8wxOE7xd0rfOi5McLOcCP1w/iGtyc34/PKolZ+ZSc9hSnKHrqRnGF/R+Y9P2mc7Vo5idXjiIcxiyNDfwbUUP10JsNV8lm9DfGqJ6oioj7MOMskYkObHzuTB4vFvgPVqzF/htmK7K94Eb0XUVH7iDHEl4gmCRs5RXKW+uQUTXSLi/BpG/m64r2tj6ixIV1nEGQh0KGdHT2ZfLvCTfWPcITIpCc7Hv9I8tvVP3J8gRCxVRZjeifqBIkieBugyZcYaPKVGL5L+YEFX+48fiTK77r4oTXg/z6Z72fue6qepNUUqCt48PH9FUzJzkdiGgK3b03WDypbYXYP+MlEfokqItHD0XjP8fhM14cZ9hfIFJEMJzSv467p96r+TDwGGKA6KMfo6bERU/gs85S5PMCU21ePvHh++wgvcn9mq5QQ1RF8GbCSloH4a807uVnN+jfFLcORylOKVUxZuUpdHxE6wIVng3YosgA8QIR2a0SoratOWH8B7b1PMipVNNAcxRf4CwSEP0esl2iQ19N5JAWUQftEkeHE+bp6HlrkjOfDl8tW8OVrvdiBXcAomsS8YE6g+HPEf3fwJbOKKaF+cCbbfqyjtHrJJDfpZpnk/kyGGmMGotmuKx4cVUcyRfWu068ePGC4jbNh9/Jjx0psVF9BhZoJgs8zyzfwI3gQKkRuUeQU/93xZCIP0dcVPQq+9FjJoxg44gsAi+fjy5GZteuVcygAQ9cDjchCBxcu+Ia5FPP1bDxmxCkAIeALB1H/iPi0CZ2eFYIrhbNTTrTMtzuPENFliilA/AaPCUUGXoP6art8GoAyUKSPr8I3XPFYTbUTOItPFsEgRR9QpsUXNv+6bD3k2WKKXcBNvFb12PnocTd6M1qfeMqr6einO5W/6m34pBD8YNbVAT7dX36cyVr1EMEDjR4POpR0caKX3x4zWaPnobU0N8HK3jJ/e94GG5hiGgTehM/ix2B1SZ1yvHyuN+Vpp/WA3DyNw6zFAy55XHtYVxHVNUF19b/NqjrXV+UfXdlCezcitEA7yJaDoqOvwFIY+sSf1/pfhAitzGMK7KJJXeG19sIs+PLlF4SoCyov0MAlAs7EY2r0U/yfGkUqePDQKCXR61HmsmErG/woWzne3tblKYWlxIhwL/9+Bk0UJzp6ySX+TDffTPmI5k9UFnHbdiCRzM4tZoT6vHH2aoYNvX5GgyzVGIfJMKMcb5XoNkixefbPeA2rHqFGkrkdwmf8e7ABKpTjfXuEF1MvRJfKAhu8/WxYL7iu5VfwpV0TWA8CIOgafLp2FvWGGu9Z+73i4+iKhYAU4glTHjUFKMLnQVPhNiK5FL/n+urlvUETksS4nRFNhJn4hK6V08XeP8rxyr+KJpwmPpHyFPwg0IQLBIqAFtUrKXjwmfGKDuvYRQ7hLzOYslthPF1PrHgQ80t24jM7mKKbosvKN5hx3FTlJlk8Rb2aXN/IGErMbR0wkIl+IxFZNGqb54fNKJ2qbiqrqOt+WX9HfUdN+cYM61j7uSmy6OmwxbXLB9zD6pP1JujqnrpuDsiCXKHIon1g1/7y2sGRE9EO+3g73EJ4Cj6PdjICX4qzUvDlo9FWIluRDkfNOmmkkDFNOPG1PwNvQSW4wPxx2AoeEJKNshVQxpcyXhlLwYOVrWw8nS7WZN5Oj78cxZSummLxZPVxxjzliF4yRBbFkZGaEvjL0Ro/naYrvszouJnysjFZnzjjQ2Nfac8/yrwk7TugVTkbO/GhNJbT9asyZAt6ybxSogj2uZrlw1VvqWonilRg1NgzApXW9UOJNMNitD+1rvqJzqLsBlBRraVsxT9qO6xBdrzgzlwR6TXg6MP0IT6NQwUGlVtY/KO14oYMXW4kwW++DruB11BtxMQBViXLZLl9BQ+8kthRZuwBjVmM85fDPCVWHrf5JTMZsJMR4RG+RExJlRUG95ofNh9D1g0E2HhSor/EqPIZim+o75nxvfbwJfOoxjklMYutrfeLEeMx1nRVG6tPjh7aeShT+FE53odHkiMryjwtXSkd34oLvq7nFdchhvHoWn9QF6Y6TCeu07ziCxsdXjgFydx1lOHnqQ+lKEOh8KrvAk/ou4ovquzCaNRj0lhSzWC5vvrydTT6em2N/WQ+1IalWP3gUUwZqLLDfvVjZOlizShffqcnkqJCRZQknjzOUWkCIC2LkfiRvsMAnc+QqzFnWZ84y2oZRpK3Go2tF5ghS8Zisv1rfmzAF8WOqTjQHL7o4upMUeLGNJXGw1IPLPe3QBZVdtFtlLmg1+jaxr4+sa/Woyv0xLXCmPiEfDll5S9MJV9/tfGfuHloveAL3U2UxcT4NBLr2r+Ejfg0t4nTBGVU8QVEiSLhPfFTyI0rtK/gwd3a9Fby2zTvDV6jr2O+W14/uNFTBmpKN04s+DLfE+mIfzSDLJmvdBxfdr0kwRcGtGJDF5E2psyk9Y8issSawZDRtt1r+DLGlPk8ljU+HfoVdPq5zUSYV/9ozFyMs/gFVQVZ9JwTolj/7MhWZjCFL8BSSKR/eyjXr13LuBM5grMosmh3fF0Vw9dz7egz4iV1YklMOE6fw9aOSddXtdeTajUk6PJTqWlkkoEsEBBOzRtWrVn4C3/R+oAmGs1r3M8BpoT6nqOYEnPZ2nhPtxJwF2tyfDnKWXIEifgyv0XMuPX6wWwajZGlG70O9cnKViKmaKeCrspieBBZySFMud2sbzrOqJ1FFnDF6nuGyOIeEMjC4NaY9CYWXfDl/gCmsGURpYInBV8+PRNX2Yqu+qXIwtuAA/RBVjav/fmVuchaOg2++GKONOk9rQTovaa4wS9v5XjlX7LtADpUYH4wtYHKWaQmQDN3T1VDlr/7LCb5MZ1an12FVuoHxx7QOK9tD18i1kzUHG/4S8QUtpr7ens3QpZE3z269fSSyj5u85XBFJ328uHGHlCGJtELmvOPEtNc2RM2iX8UMWXsDXVzaKV+MOTPuo5C7HuT59JVbgueFHxp9ZQxpqiy4m3RTlxlQZWCL99NzDpyFo1Vy8qq28wXOvJbf37pcd10vSbLThkNXWC4HCALcFu9pIIva382kAXQ43+gJV5cvDV/YODAeWvJzzJePt8Ui0a9U2aiPmE90hlMGdjEeoGZ8qL762up71Gc0EyVoO/u5r9kW8SdOFmYaQy523T9Hj4FKnCukhPbZPJv/J9hf+qY/xJt827iH421mGz/uj47P5IJPoMsMc+mIorl1ymmDHyfGc+n4MtHgywxSp0hS4xVr/1alLMopqCwkP+iq/tgugpYXcvZ1l+F0yApcSJ4TASJqZ/mcnCCWiUAVMFY1vojL3q0TWoFtFHkqSNVze7F+QLaKiot+TTbHm+HMEWjPr36njjLM7Yyhy8JsuhcTv2jNd9WvjHjK43ycw1fog+j2yZj//Yu7Sl51+Tza/aMajHMdO1/ELNj8vrkLL8u67Gk1YVNvd+W2UziDkfq1A/u1CTjz4Acg2iQ1A9qpDlGgMYR5ooolv8SVRXNrGNKy0rqJ7ZS6xFrLl3BgxtPACD2DE/hZ7CHd+/FdKVjXX/Q1zvuVB6pyhvrj0ieRUJ+FVv9IyRc3aQbpt9I6TLlGo34U2i5u/WDu9kpGy9ore+JPswZzEX8I9AhIEuju44j02094iB+Pan4tngQN60WzHSULqMRfFFcimgSkaWb2z/sfw8qaIVgrFimErtWLh7sfyAxaf9ZHK/iieTrxaiz9jmYqB9cPl3w5e0U/amYMs5ayTSVcmmLP3Pb8YO0ovlGTD0fXJnX1pb8Ok+QZIIDArwmqUTXVo8qjGbfrfEjXT8sVB7piiGvcdOe2Gt/fqiIiySGRRpr0nVGOHFzejr98vfqB8doslc/OF9FqHs2fMfwQHuxjCPQigXiJbV8Yx5TdtSX1p/hpiumxI0BqJV+qvb08GWcu6J40PV/+v2pXQuJam7kJJseLBP4ErtbE2fuZrNYffK8HxRzV7Q/UxtP1m4HMUclYkrX87F8OPV9hJs0RmA28hfAEBQpW8GXdVP80YzeTNmN6xm28SNVW2p+b13BAyNWbQNBW634NC57C77cNrkyijVgkf0xL/XurmmqiJLU98x3ddvk6R/El6GyUvEg4EUHO/CMBHdUJR3EpxOU2Vd2p/Vdm2k6bB18uuGQpL5RMKXJConMpIcvzPsZn0gYTadrQqvvxsxddFzpgu/7sw5vt17fOK5h2sWUiijNemOdCoCY98ZtUfzQxfzWfDitOYoRIkzV3FP7/DVnDpRp9RcqGKGmHJA3HsRiZJrJ2vIXVVvsZDzXTrFG14h+Csbm6ydrRp4jEFWT2fqD0fPJ9dgZZOl2crt57+ILBl6oOjLWbKsl64NFVeey/LoJz6jvJSX9rsED5QoMpMwz2su3zaqbs5gQ83rFl6PKS6bCvGt82lEydprLqqi7mq3hy5itaDxZo8ra8+1xNVuPGTRRBMFlcXhfzNtPfwXTWsaefxSVlwRfmvhzzcNd+s09fm3NvSFFGVVbNJak/KVYwZdb1V98WBAMxm8SduPRJV6DR0z1utl6rtAtHE+b8Mcw5WbUzy12gNvFlMBfFDVUO5nElARfFC+Y5TZEU3aDiuugZhpNzl9m1BY50gBfopobt8hb8nqhqLBkWJPzF0WKeYseU5uvosxlJoOlq9xKPlxUVVShBU20z1usei5W8OWtsWYBnWBSL9SwFC57OamCL3cNc4k10+TJaQURns+LWK0pKvjy3tFZVPFVRuPLoolpl4bCUQq+vDuOAHdgja70jrG9nkzh4LTe/HI8kAaqORX12evnpghxyBuKXlASTx5jCkgAWmwyW6SfguSodJhLV22JWst+/m7ElI7HVLeEvxzCFGUsoX56pqu+2oZ7BP3lPGSpJvl152EKW9uPNq4oFttNagxZK6DBF7yg8omCL21fFvWPQp20Xugtc0GLsfVX2ZjATDK0Fa2QVov6LvyloErBl891UR8zVV64zVrGwAamVJ/o+cET7D1+pDm9mn7v3+ASaNwaPAJ3oGAGEMswv776vjmMKQPkGPajneEvG0viyfE1mGK3cZQtF/rpz+TUDfSVUz+oFFMkbn1I3z0bU9Qk33YeWaL+wutWj80+Ff2jLF+llw+XeUDR26HWB95AcmCrx7rgbe9AyLsdn4oxZcCPTb8n84/mOzCoFqP9XWqUqODLqumKqpLquGy4OMpinlcr+PLs0aJmAbEVfx4/dQVGRwpYTBqf1mVbm7wZzfVl2Bg06LrUFBBO1g/Oq7Jz+HKGQhvqhdQmfaIJ/SXDF0GThsVUJBnhy7HIUcJfxpiSRZh7+bbzq3YIWjTqb85fMrUlVjrv9X/R10CEqCbuztiMcZcRVbbWKxd8yTu8RGTJcuOqJfwl654A9Gkfl5fWlvWdm0x/8lxiZDqa6i8VZQxfFH9QeQE0EAI0ibkwXfW34Eur0pB/B77wWo7KMKI55WT9YDfLbd4S/WVsA89nAg/mreUvGZoM1Jbo/2zx5QCydPlJ0t+WG6l5/mN8qYwlrAc0gymoFTz+N0iS9LOU7BTNL7nV9cHgJCSO1Ihvmb/ramCalxI6rjDbmwyWbl8EwZeQadvouIovsWdUiy/qOYEmMBTVaf0Egyl/8fWdPQKNgvsaTD0moE17unjQz6ywloIvb03OLqhBRowuaiq6r6vA6kNVs/UDpH+msxx+AJfcGE0HU7prcEz3ixx7OHXPosdyCXw+jhXcXTXlAnxRzMj9o6i8KF7sKrd9/jKl7Gpefi+erJm2u35QN+u27acwzupXJBjUD4V8fmI/6r1Ef8ZmtMuCpvz5tFn12KzjE9MorssRkaWHL91+dAP+oshS48/LegQaCcriRJ0KotiNbuUvuoXeuW4fYloZDUsh+aygRMGXL9dkNL9O92g+nnpSn2I1U6bgy51ChOOSsRUKDjs8JVt/sO3ndjamFESB2q54sBsVuvE8f6cHl/kzGaZ0tdqALzM6yyAmNMKXDlupfVSK5fkqmbYyRha4h2a6tfHkcVQ5QxTVS9p+uco04g+xOe7rjpp377N70y/BjqdqS9RZJpGF2qCCLy1nCfjSYIr2XYk+z4ovMUIUez2N+Uur78Z6aM2VkWojZyuKDZCLNv+lduOtXpJu6lHpkUSjOfEci0fZ+5xkiinjHFrmeF4/eJ618eSIKfgcZKid689Er+aQXYAvB/yjHT9ooKwk6xlmmEJGDMON4PUm99by+cdo0q0T7K7KsdYTa/6saiuyrpn7IZxT0kOu5tvGfBXtRTlGlg1Xsf6TIbfFMSX2y9U4kKq8VcW1emfNzZXaROcyn8GU0Wi+zJpfp6b1AeS5aFdLCFzMr6uRpoIH940X5e6kxJ1idq8iFftJkXH+Qlnz4frBbmx5Ot4zyWuSfLj5HJVNRpvk8+9ykwvwZcxTwv423/YwsmT4ctfJtx17QMpMuhkskm+bxX8jTmg+/waDQj5/t4vcbWeN5Y5yu/aHO4osSSVz7fcf/R3dHoIp4my4ivGXmO3yKsYerQnIrI1PG1txpMBjoQCVyaz5dXAZutRp9UCxcrwWeWLdkubNhKg3w+iEKFI/uLv2+nS+yo8gi+DLGXlvG06S6yUZNvxK/gJ+MEiYVVXFDeu9n81cQj5cxJduRXNFk+jPrPHfbue4gQ2qgUK+yhi14CkCH44TdQv9J2MVs3SejGptgyW33h/uJrGsyy04oXVEmOvPDfKEmJFb5DXqPbG5vqtMo4kuhT4vjikoMu9itVeD4UuMbitFio0GTW3ps5SJ9QeZ9+qjDPDhLHzZy4dTJqJ4cRRl5vDlJ/hLgjKNEtuNDEm/FmYgnz3EWVTRDeulHoz9dOM9R9WWvXyV+Xw4JhFbN5sl5NvGuqDg5zRd4lpvCP9IdZboE41NH/EFdQq+vPoNoQopydZtqgE0ZqT1i88PzwUPnjv+UezQnUWXVPf1/ruu/4pn1Il3m0677/mEfm4RU2aQpaKC4cE8miha6F+rM9PyWY9iiiCL6qBn4wuzH81ZUK7Fgx3+MhMNWvUN0GGesySVhrv5KprPP5nNEvSXMziLokySDxe0mk7WrdKYtn+TMhTxepSbOHOJq6Jt+rHIeqmZNxQ3VXlhNFW/Lcf7blQaZTmxslG9GjCDG1z1XqkPAF9gLpqG8izGu8pcNuzm+mr1hpqsPfAlw5To+bT1g9HrmcEUZRX1k8P1xiQz1megYopGfvfybceYwk2gZOJc/iI+TIMpilc9/IvIMtR0tz7QsN/cGVlxyXrvY8TBQjeDAX8Zq7zR02r720bL+Itm7+f5KmpSZej8JVtNKMaZ2/VXM4sd+yN/4fWqvyiyUFuEdgseKJrY/sY/2sStbT1X/R6vs4i2GsgiWkvLXw5jSh5Pns9R0fkx5x+dkWMb8m13vZ55m8CX7O9EFvPRqW/M+EvUX/J828zr8fDJEGs2iGP4Ao7oLIeNBF/J5y+zjny4Hn9R/2lef4k1zK1/lK0LrQwlrrG46RUn/CWqLVkei/pHusf13SaPTvUZ9X0il5GQi3s+7h/BUxwp8Ez4VMyFGcaPFg238I0PR5bYZSqymJDju+3Cu/T3Rh2ewpRxPPm10y9y7M/M+Uc/ZR+dfBWZ6+fEfo75Rz77Nb9vg3TJ+c1jiuLEigcM4jGL4TPao1KNni7+/GWX40VcBzGrEeoqMv1+UGNkUb1kq7UYf9F4EJuqsjEDN6aF5P7ReM348arRvfiRu1enWqROtq7Gp8GGNp5Mgq4qLAjwWkutGMS7muNbb7T1Z1B9JjIX1XrxdkIXXnJVFjy5vjrEU3aZyd8o3nMGsoT5m3GMQ4xmWo8FwcaMpne8Q2wlbhP1iBlbgYfw5LeZWeMzY58o4sigQnGi3hlkySqFNLf/ttNfZbzFyNAmgyWsRx/XiI64k3XXXuNH7g6HDF3FF8UUsEE212xX/qJqrsakNWaEhRyZrn+UrROA4e2E1UjIWqEx9qZ+cMb3mcSHC+I9EV8u4y9dRWWLLx51OdtXSvBFfR/BlFvJj+0j0bafgiPBfI3zZfWI6vl4kUhrib6rSDCT7T+HL+oNzfRFWPPhZtZuHkeb59ajz7rLKQPRiFLjH3Ui089iYApUC1TQ/Lqq9RZ8Wb+hWXY1v3djsX6aC1Ffm76rebpsqsWIZ0TWyhZTFFHKeB7qKRfXDx5iK5GrHMSXsVrr8zfO+wZZVGceo0uLV6rgKqbInE05SWUmlq8iPWp3cm93WUyy/ociC+fHLFb/KObJtfWI85gyMNFfosKSxYEGkaGl3jnN549spUn16O23fi1ZZFp5ioB0JzJdlRjpz6CaC6yD2Q82qAqT5dq1/EUz63RPjE+LyuvIUnu9mB6rsSbN37U9pNuOMEXN8OVCTDmIL5GtRJxo+YvO+AtRZtR/0lmCokzmPVVMOMV7GjyY4UPwE/ubriW4XnKApxzxj8AUrXfO8uR4Fy9ko66EemflLxrjmeEvbT2iKilZBm4WGer1z+40bQqW+Uo1oiTrC6nmgsU+C6BJNzINotj6iKKkOK9gSqvmkm3PrQl/if3t1D8S5tLp1cAJrPWNqq0QDzJQm8KUjT4r+SqXeDVz+NLLzN8az3yC8u5P+3w8D1M2n0n8owxH9JNax0vSo/fj8d7OM56Wej4hH66tF5rCFI0Axc3xyrM1KGTL4tDKVjopldE/is5VylLgJJvO/Len/tmKOVnu3GTfONNfojfEFilcRJY5/QWDuVBco2oumKIqbsUSiyczXcdRav02bKXLYix/N1sngOkv+KKZeI4v8JOaxWv6C9EkI23nYIoiShL/ZTbMoIxGQfLjjY3Zr5oFez6b+p6j3lDOXybQxHFOZjHn50I/EaD2/CIiSUwm9Yw6+HI+W7ldK6BrPZ/5C4N4czebJVr18RY8aILbmXYLpsTXPf1lHHtOqhl39Re/bclaQzFKjW1qioL+IsgSe0P55QUP1M+piq7lv0RTZVdz6mKWXQ9fFFkkC6bTC0arATadMR+sAvH6qosp4z4HA8/H8MBmqz9PdzP2i+n8zPnLDLIEY5L4bOvpL2dgSh9ffLZu8k8G1sW3wIdklk/lw/kPNrtv1mOex5QsDnTfqXeewZRBZEj0EkWTscoy0G/D+s7j3LhdFWa4flmmvGTrI7b4EiNE2oObec2832i6quUGfFFlN3PjmP6xfnr1j2Llo0SjNX93u5paGQKWCWcLFb6dvf5gRIjKGIyPz2DKpEn/bP1LMeclw5SNIhP6T0as2SiuXavaq+WD2KhPMWXeD2vjR/yNIbI4WjCfNOOE+XtzYP34LFsux5cZTMlyb3t6rFYDzCi73WwWqUfMmEs3j671mDb8JdNTMovV0G3+rnZn4bCSS9vJputm1p3iR45IOBox/wUDENBLFLvUVnzprvRacARMiTFpizCfMEU9n+ured9nGg9+yt7S/gfRMo7T03eDNdpFhinMaG4XiJL7Mxk36mLKast8tn4FNtKbDBdVcHmA2oj1mTbwfKb7Z3uoYg9lhA+NGUrMV+myGFk/fowv45y5Vn+JmkvmMSmyaE5u3aTeOVqGLOr/oFXBDlY9VmI2/arFGiHKutFVlmJ4oGssVs+pmAECiqrjQYwfbdYqkfiRZMk0+gsVAxb76WOKIkqI91wY9ZnItx2gSbRpfOmiSeJ/xFkeGY286/qjjZctBoX40YzXFRXaiiVJPpxwmWMRoCSerFGaMaao/7PGe3SexnzbqOkOahaln+VubGhj3f1B343VRoIpHZ9Hlds5fBnWQTf6hvszaVZuzNCNfbq5Kaai1vWKeDSo5wRCVFSrjCZGjja1RuV4rrDAYtz3QcE1F6eDKQPPJ/SjncGAASoYHuyixrxN44touqPI8zD/RTGFeardT7rezrDf/xhZpvLhpuqaB8qK4Ivixa4fVFlKj2+MtdvIaAbVina8gCY+yWvV4sZi5KiXXxfZSowTZeBaPSLrpxAxJdYuwlMkMuMejEae136WmcU+l2LKT9r8l6byiE+xqcqrfpgavhAxobV/neq4GU+Z6Rp53J/Z5Q0H+cZPHE8z18Zaxx6+aIRZ1ZQBHk33yx3Gljf5L/NosqvZDusRo06rCJHXOx/Flz39ZYwpfFJxAuToKjLiH417QGXZuJLdVvElYorWPuPngCYxw3+T2VKO99bJfFEkybhMnl8H+wAvNH4kXtJWZ9l4Vbg13p+BfJXDmAJCMNp7/sw8mmA69+b4xuazm/0c7zL+Ev2cOXwZ40jCcXbxZRdNIkuZ6G87Eweqkyas/5HFfjLmorgz108h4ywRD9b65IgXmYYTMWqTCyPrrw6y5lqfyH+2zdKt5yPrIxoSeBodsxucyDL8Yx1Riy9ZHeOY16AKV4V2WQ9Nc+6aGJRuii9s4AssxTL4v16/Ch58vR7ITtEn/JxecqEJHgxQYxdx9vBlBgmO85d5fKm4EfrlRkzJUKbLUYb5cOrnTGq2Sf/siDJ1xhfL+EuTD3csDr3BjJ6+O49Rmjm3iRWFflCq2kadJeoovAYnmvz7Bk1iH4asmkhZzOofvU0b31Ktt1M/HSsKmpgRpr4Suq/l8C+YooiS1A9GnsI8jIiyWff0h/yZOusl//6n8WqMMjOfuQxfIj9p/ZldbWVGTZF48nn5Khsf6CB/GWeztPn8cfZn3tAAN4bHm9F6FWXWfBUwgpnI61iJqL0VeK1aKrO7zVeZN11dfsNlpL9UZDmKRZxHxmJQe3r5L6LmNoovQGo67RZTkvrBS+I9c/P3ELKE+ftr8GX+2D/BXwKmKIfoxnsmeUrGUgK+ZNwk25P7RxlzOZQhZ3gw4xNN2jB+lGXTCaZ46b/x++XD11cvt6iVTWftmAmnc1ZXSdzkrli9UDTFhkTr9b/QWw8tmqxNv1WE61nin23ww/JfJNslVikRYR5hynD9wQu12QvwhfnGGGC0+Pz4GWQ56/wiKszhiyJB5CmSGbtFEsGXaUwZ+T9J/4OBBzSICd111v+Y4SkDM/8o4ku2Z9dvMn0301YiZwFTIPmUThKCtShIxYOYsa/d+BVNYu5Kr95ZfSbtSqeIo2iRMZoevigWJV6S8pOmC8wa7xYlxzElU2jHnk++PpjOsUNqysH5C6ZQqwEntVF89vHmzi9yFt1TfZWZKJLgi6LGefHkFV8m0OSMeHKGKYoKu3HmkG87xhSN1TCv9/BlzHgybbb6Tcl6rjHCTF4tLeOZadHzWeM9zHjmrHKMcW6cWv2Mra8WUWicrbu3nmvsWZfFndQ0y67Vi80PotPbYUzJ48n6rD5boZ3Gg2606ILjXXZ+RJLBhplIcosv8bPzmAJOMJdvdL2xXxRPzrbM59EIUBvv2USC1tceT2FUQ7QHyCH4EpEKhNAI85x/pJgyzu2PESDmeKtv6CohymXOMIlPxyNF3pOtY4St9dOR63Rj2WuOnls9xqrtrOuXTfk+Y02F1+v8YKT/yvmbWcYkfk5/2Xw3iUcd0VAaFJmOJ8se5g331GcVOTJrvEdzbDMcqYg0jiqbPzPeMp2WGcgcb/NVomn+LrN70mNK/KOo42b+kX7e64Wcj2j+S7ZiKxtzkhmoWHLb9FOI0aK4xU+CHHVv0h+TT6lio/hiSOB6yEaFMXyJK6ipl5SpN/Z7gbQTolyP1h+c6Ue7mXV/I37w+zherpecbUm//4AyPpeZgRVNKnNh8NxMrZc6k6nS8pfsUxFZFE26mm3CX5SBHNJiBF/GluWukEvHj17zVZJ8OOcp2keFWayXo9dPoS9Ftd/gtbKRm2C3nf4viimb3lFVhYn6S61yNHyJFQDKXIKqw63ps5RQPzjT3Vqf1P8YeFDVD9MjDn5bMzoGfOhyS/mLzwnGObEhrVIODGQ3njwfW95sw/624wyWPN92bHN4McYXWImu7Kz+Uax6roiyXV/IZzHzN5v3Awv9crPeCiBc1v+l5S+qyWSeUdRiVBXei08ratk3qPvZ93xCPDnDFI1B/ES8R+fVL8EXn2mc8eHjKStvznhz9j+EL5182+ZJarNklFebqSlDfBlvub47jylZHkvdfwG+5HilagvzEmRRTIk5tspSevkqgibndMrd9stVvGjOclwx0MMXjXHH7Jmo+ypnUcRp+9cpOtkecmm/XhbrYIouf9qrT47IomN/UqEdzt8Ylz1yvJlv/BxeHfFnLsQUNek3N52vMmIn0/1VIieJ/ORuJ19lnBvXfTfJ5x8gyNgEX8ZZcboKiPCaRr9wvhE/tWMJTtTjBbxwfJmvSGrjUTMasfpvijibqPa2v/c5mKKIcr2//uDcfDw6f48cbxKLDp5fPGrkVNme3vldiCw32/5NZ7CVai0ejDdmo0TzU8S5S/NVokVhYQ9fMiza9bEUofbXE3F1kwwwma0+l6WSeY3/NrM/9n2a6ccNdrX+TNV4BriUrQyQ67uZFqNYA6bEmLjn53AxL4r67PWj/Yn5e4nVWfzL9Zw4+w+d5QR/wdvhpuGzaQRoExkyfDkPWbrbUI8FWWa4zB6+ZGJl1ydSLBnWH01iiqosIZ4sXqY/pZnXiiaskoiuYJvrma0eq/GjCWTxb4lvtfzFcn5fne/N1E93e8FY/xf9lKJJxBrFFPGqyCheOMr1VZenzGSn5P1odc5ciDK/U323d7zIKOY9sD3/CExBidXqn3Eey05/lXN02mF/uAxNNCK8YSABD45qMRtL8OUQpqhCe+qn4Lm06n+EXnE+u6hMZs3Gnj+T9fgPnSz9Qsj8bXI9P3bWix5rw924tfChmM+nCopiir2mi8rW8xmuPxh12rn1TePM+T3iwVHTGd07ns71+aPm+KKocTTfdqe/yvmxnwl8YaAyb5i/un+DHBP1zmOUUWy47+TvqsoaMUXRRFear2rKaT3mbWenjcUe/90VoEM/7lAV3fAK1VS6qCT101HfzeJE2iN3E3m2/N0MU4LH1McUVVPK+BvqKZNqSp0Roif+HB78CFIFPIjMSv+CeiG2NZ+vry/Aqy5LuaB/U7duedj/4CfiyTPbgI0YHmTeUPw8qKAzVt/1/gdemQKlzzCFuczKSzF7tmJN6PcfK4VmKhTbfv+hU27DUDQfOOu8W7mK+UeKJNEz4lJSv0PdEjn3yk8qZph/pJiC9yfZfvRmmlVoL65PPjJ/p82vpetrzXvjo45rlHr6UEBJH4U8PsZHPY4vuwrtNL5ErOlGg6636wHps/3X8JcxpvT0l3mfKNNf6ry2fpFJ/Mh5vEUw/Dmv/eHyfnNHLcaVKruRfpaKCsqNIqZI71zlKjU+HfN+YSta8dj1hu7CCmnGX4QDnYMpP1SfnPtH3Sd9FwPUmBGb3lAJHjAryQbTZxrXRLOZe/20tLJBKyi4+BXbCrJxTgPmNOwHpdWHP4cviibk3go2DPDFP3AZi5nAlwxNIvocwZcZ3FnjPeqriNbq81C7x2WVzm2987xlzKWei60nEnv8R6sZM904M+O8wYPGA9IqpU2EaIMpVCxzs9Z8ODsSXOf8SDKW1Cf/BL6cZ/glVMCsepN2grCf13T5ZrV6q6b01V752frosj0P3w9lvpV/bf0SX9Oeb8uKbN6bk7VZYJKwaO6sjcWb2lHb9BLFjkzZ3UWWPr74fGSE2TCIOsqogjnwlzGyZHiwhy+Zh7P7yen8lwxTzE4s3p7nkTlENMkwpcdfUGdVX53HlI2F9RZj1yhdl4gNPhHPYs3X4wJq/onyFK3+EUzxsY0Kbcda+12nmHKGQnsWHgyYzv7xfFRzH7lm9htR3enk8Piy2LIowfVV+fdd7M3sxYzt0exBjNa/uofPlK0c78m/zZH02Bzu04yELFZDsaYbflcYyXWtCotf2tZRdsdx5lhd6Pjic8bM8UxjRtPdVzb5cBmy7GLKBL5EBBm/2+LL2ItK/COdQxt9Q6sPs9z+rLOtvT7NTOvnRjQ469QyqbyIvpvFj6QnQ6PFqE/EZ2qOm52foJCfuVYjK/ooUsFSbNadECXUD455yq7nczHf6B2P2SV1c5q792ibY8OrGfP92WyDGYYv9oMeX82MWCxM5ME7QDgPsXUF/LXxE78obO+LLUcpx7vZYk7Z+NucB+ckOAbicGy6BDvfXvupwiLGfRPYr3jQjQxdb9d3zjBlMuZ8Vv/Jy/BlvG24isR7IouJaotm6jNzed2rF8rqmvkGuiroNNBRZD0R1Va6XKeLMr34kSKLZvHGLBjNpiOnntpr2Ehe3yhYE+NHPH6/nhfr1g/OY0q0n8YXUMSu1cqvvG3392I+i19OxlwHG3yVNemfc2IGt9bL3fIx4/iLlzQbhRJ7rPnP9MQyVuI0Ab8KFFLkYwOPGK6GcrCs2s/cTuDkM409oAH6tPiiHaQyZAkoM4kvZ6PMWfgy4CfD/F3wJXa2jZykahYWr42YonFo5vKMjvKS9psbI8tAVzF8yXLqIqYwtG2WwLFhJhv/SPVY1V/AFzvSCFMUUSyePJ/9FnuqXOQfcce9Jx1z8mMxf/4XK/zg+fFtMdQRH05gh95ZtAStFuziYag30PkYz1CZk6gVPpqfmvX4qkZ2572R4SYgH5yl4VcsmWsY5CyqbNdXD/5tflej6RKPsq1RijPcafNtpzlLB1n8j/5d8MWO7dzcWHnjMfXwRZ8Qsb+Kshj1kvSTeb0zn9J5PxP7qXa9Xc91hrNElKl8RfTdmBWnygsdlQghM3tC5lwPX5QJ8Zjfx5SkfnCGrczxlxjXQVu0X8RzHinVZ9rHYvxhT+azX7L+Xh/xEdXOOEs7P52PWSSKz/CXB3EqwVPtpUQfQoJ0aMeKMqrUGJfxX+3rMzGXuKeN7jrPaNp8/gRZGqQacJa/l3/U5Mv7rkTx5fXKT2OfpmlldxuLDv6RaiQZNsRuUTm+ZMgi7KGPLIIvmvUf8uE0L6WDKRqLXvma4NU5mKKIYvHk8+asWhtftVHqt5zFz/Bt4CQ2r57Z7MRdgDL9mavrs6TlG+dhymZPyAfOUCuymC7K9Ouj/JnLYxSVyBRm13q/FnNPz8y9pIJDhb+4N6wVfakfdBhfMkyZzfP/UXxZjzfeor6r/GRTzyz+70zMqBuTDvVCY38me7drgi8BU1xXJQKTeUSb/P8FD5qokMSh/cJFTFF9d+NJLfl1O5jyIKbI0uUnF8xfzMYzGLkwkuurykpEy+Qp/fK+2Ksn/VmjqpfFUDq5Dj4X6qy/+Pw2NnE8YSMNc9rjL4ovRA10FUy7Z/iADvIadUKWKVeh4Mu7dpKM/tEUvvT8o2nP6JC+q/7JGYgzrb8omsAJupGhkL97MDK9VW4DHoyxJmbW9fAl4yxZVlxc2zXN54/xoyZOpBikUZ+KKNdX5/GUm+fTnD0438Lcg7cSc/FZYpykzg+iIWi0JjPYUmcPhK08Ge11sefHxfCYfD5ddn7n4otkyXAHm6u1hy98SnL0mrlJdNieSmhIrvIKssDvFo23XD9/ju3Ej3aRJfCXmcjRmNE4P2Bq+iid0WIGiDPMf1FM0WrG7PM9/eVsZAl8I/g7/meMou8jS8AXRYpx9n5EmZoZZ/n8oc6oqb4GfUKuHee9ZSlSPzjDU3aVlf35y9ng53jkw/wcIriuuKEPuH/EHUSl9AWhjafoxGQPXoPfITIzevzqEn2o93vV69EZddnxgnE3PWhhSMqv5ic4vtACw27fchWur8qVwEcMUeUmB3gvKzfm12X4kiEOyMJW6/nM/xj4T0exRvrNxXmfoUkXWSbiRzPI0vOP1IhDo2bMMJoNS5F8ODBFI8lRYdE9eDjMt7beWdVczdbVY/O0t23k+ZTxcjGmDPHFnouwDuI2rkDaH+PXpbPRn+fOuSwKRnzE00G+zUhl+1wMf8H1TOIzzPpWH7oQU4a/9zxr+IurLfQSNqoGq/PNEnpdZwFmJEbGHq9h8f5/jiNwKolaRfRwXJ/Lf5lnMQMvaaJf7gzWtP6MejrzW/SCHpv+TVltkWKK+iW5/iLKbjO/Z5Cll28rM77DXHSP5tjq51v/iH2qpAg67WDKY2sSTx5jymTuis0Pu5quDaCamN7IvD9prTOzzo5nxpzBc2KOufRunhGRWl+JkuvH440j1fOexoMZzXbueNk1IzpsYw1/dXl5ffV0aymL9/7rQE+LiDUD3CrPQRPN/MPLdG3b59uYkfgBQRZlIHP+kX4j1jH+Gnxh05leseRg/gtzVvUXndFrPIV9GaaohzFQdkGUBQ/8+Sf1HKMKo7FJ/xdFE92jzGVTbVT9o7b+SGNazD2LXJ6j0MrzfAZT4h70WHyXgiHXV4+v6u80+uo8glWFx/DFfql7RvYj/RIBW6bvworIfGlyOY7gAWMf3ab77bPwReLT/gQwpPRk3PuTLTLT9dXLHV4eI+xGKoWc19gTj5+uyotjOLkuYOvKN7I83S5D6Sov9fOJ/jJmMQO9d6K+MbKL+Mm6DfGF60cFTIxSo2vpuysfinixG4e+TdaDDv7RGFl2WYzUO0dMiVUCXUy5fd/glRlwOstThvHko2ajBrjy3HhYeTmf4u+3nGEerzbIUnDF7y94z6yDrZCgin/0/LkYPgKzK2VIvd+r2skcs2k4ScAXe4cRi1fosS7bHEdMl4aTgDWem/Lu9Ygxlq0ReiNvPjAl49hzfFCTa2bLqN/cOTb0jyK+7LKYYXzahd8Ed7rfSvBFPRzduKSKCsqKVv8oQ5MZZNnsCfhyBqbcvm7wIKJGhim6Rz/Dc8/1uhRTFEEm1ZQw37K5ZCPCYzzm+5ODjuYziVfxqNlnmE/eT8aRDA0CfOHSmLjJjfCYtGlWPoe6fznhG+H8nCVYNNxzRuLxVv3ZmK4n/RvU+lkSM39bjPPzSDHPGOHbPntfO/0jmInkUOMTUSWgyGKwxajZIknAl7ORRfAl6rtnMBfBFx31MTI94yu1/CVynbhlEaWNXY/WQxvgSMZMQj4cfSapgCfyq/OeHDfe1ezeGkGWeuyAFw03Uf9IUGvLUkL94BmYkuBLmHXcCGfiNp79aYuvfhyvZs4I5mJ3f8nzKPjy7Z4RgC484Pl7MXeSTLTwnJcz9RJ0ZHQj/428g2+DJ2on41yq3KDiz6w3DaXEfBUQ0bmEzm7mld1Zn5PqQ3XwxXV6M88qxBuCMdrmmm034hz6Wc4YmXMyS3f5y7ymy8bNXP39yC4m0WSDFjl/0U2Uzn1eIvhSz7mygSzPX5VR5SQvTT8Fsi5itRGIg+6rHWE0htPGj6JnpJgSWBEZVJP1gzOZKgOusI3Xcqd8JKOZmu0oKM3zfBbb8iNxHZYslsLXnmER8ICXDzM8I9tc0SRHFc0i848afPGpgxIKmlSv7NbXT8EXIa3co1Xk2di26k0cw/+qzm6NLTNPo6rTy38BWYhGI5qRoUuEiMib1ZE1SlO388L1/vrxoKfOPXBxjr8MY0bNkzxqok/aPyJFE/3eGINyfIEH0MdgPs68zl/tnBQxhTivrOG11TQqN1v75UYPSBEi6c3d8ZLaeiGOF+sNmEumTE7WD0ZMGc/7Hf7CLXBgAlOMDeRPenmqc6vr30n40MzZSL68K3Efd2U8333wxFbm4mBnygt+GtyjUZPDX177KeC3OOtEKTEsIzblEx2FB6XEhlGDIg1e6UBu3o/XYWyrv2UbsbCILO6R8neybi5VuU30XTM/ZXkiN0h0RH+B8XDXNLuccc5s5e9sMCHRX+p6PHU1nuYi5xbqA2KFUYxDK6bozHxo1i8TnPN+HgT6LNvKY5bM7sdgef5uN6vl9rWDKfHd9XgRU/B9JjEliScrsoz7H4S5zKVffPfy/H13TDHv3sdRhlQ8lcjX6jIaqT86i7l45hdR2zK/Cn/5ejLzP0i27ttiBgr37ovAD8Kc9VZO5MX4em3c7IY+SENKMv/61QWRdYg/M48j8UgwFn/++pKX3FRTh91nI49F8nqddw26RQX9JUaV+5m8LR714tNSf+QYwIVVDDiAB1pX5Q0nztBiEv1ljCl7+gvvq8+h2bWqv/At9qjemusvr8EUayLHUS/tJfZnGPk+u57P8+F4ssx07oEvv0quxONDmW8P3okkPYbmpU7xoUvMnw8WMVr7RXq2LhiAZ/S6mGfrEjeRWANMA9Wm4T7l+9dX5Rj2I4g4wVxAetdaORPm/cDTOvGXy80jQ28Phb88rN3vJCmjUYEjczmCL/Omf60iyrKeiM9m8VWaONFuzstqbb8b9y12ESlDFjbxj7KqoZloUK7vjuNHEQk2Wq/k80c0STTYBok6evGlmDI9fyNnIZJsm8MstcU2WX8CD34QX/C3qGWouboLv/JsXVM+HBtYmkB6PaGH0RkOdtNkpuFD+XqQ/uTVemKtZY4aya/BFzsLD2BUDb34by+usODxRW1lElkuwJcusmDXp/XQzoocbXlN3z8a41KKL3c7/bgPIcsEvqgHFLkMrzexYOnHHf0gNSfZWx1lG/VJ6gdjxlum0O7lq0RGYePCx23tu/h0A/8c5Mv/vfEF5QU1yrSHtR8UFEPVB1XrPff1ezHPMUOzjR7Ten6aVzaPB3x+4wsJvuj9UM02HEmz7LxDlEHowqGKP7jOsViBdBm+jL8RMSWvD8ji0/MZMU1+3X4Uu2tdRWVYj5ghRFVfbz+3WXQT+KI+DOMSJVj5RsUS6b8bVZgxpnRzaJP6wZhLOxn1SeYvc9OeyOoXcAHcb8/1kt8RvnhdMJ3yPX7kGC9M0wcQdYyRgfwE30ARQWlS3zA/ns5TxRo5Hr/O+3sTyUbtQbN9Sesb5/nL5r3r0frTWXw6e/e9iUeNbRJltviyw2Kq7nr70EGX+531V3lt95RnkPvWHFUVlPqtJP9FawLGebh7+S8ZpsyoKW39YFZFeG6+CmZjAT3Ma97QFezKpWrt7wRfmFdEmNlFu+sTS7H4JTzFDF+pkwu/4Sk3SdxG4vHxXTw0lF3G9S4OTdSL29m7j0ocyNoquI/aO54iRYIvmnk6wp7r7fqSh9Dk5n37+nq7/tEYqaKPBVowf9d6OtVwFE1sRrs2ptl3gziQ4IHiS81PvX/w9mtED1Xk6jId0Xf5LPXO2rE/s738urMxRW1YnzyDLKl/5Fnz9IWk64e99hzWXWT5G+GLnQejw3syGAr6dLIN30a7xJLdseaXvHyamZxLmoGrSNRLRuU5QY4a79F3JB5+THkZ4oudE6f5dHcyRvhkPCoiC/OUOThmNJWrXKDvXqbnBGRpVOHKTwJ/AS/UV4kbGUq69lOtchT/iG9LT0dnHVoRuetJSX/MmrOzQQ1hII47g2rofv+XY5iiiBLiyWNMGX5yrYdwz91JyxoJenA/cicT7hfiy6rfe7WjAQmRHl/AhEpnizZ7f37rWK15RV4LAAY9v5Tze3l2ccySDbRhPnfT8SUiiz7/2997CEGm8QWkslHpnShQVUxL2uFDc/hyhgX+8ivxJXpGu1rvRP20RIM80gSmgB9z+ktkPKqURL7DnpU/D3P/Ox0WMgxaj0dO9njtdbWBpnLd73c9xpSALDz+lgOX5/naCZHRa6688+SjiPCUru+cnR978CPgnGSm1aVOl/ivR5LpU2In6Kvy8FiBexAd4Xg87emJaTOT/NglClTw5U1zXohJg/fcu1Tx0N+wxzcuwheP/HPjqc2yzc9vF1NupK9dqD+a1FkO4ov6NpfhyzSm9NFjYv0AjbNohs2evhsNjgGXidWMiiy9fi2KMvArzkzfjZ6P4NiaD/L1utgxnjIdT87mcvSb7M4xWX16vz2V8fL0xhz0XgTc5Xls2OwX/MsQzv4CeIA64pPBCxyNW9ietZ+lPxXs+jLTyGChuq/ze1F2je862axV0gWvHjzEQm9d/qjWMUY0iVhTPzPMLx5/W81mTM1XMQzt1HuOjxFV3B6+aBTnXP7Ct2tN9cX8ZaiwbDNS1myWPsoEfBEPqOEeA0zRdw1flI+M/aAuptxK1znp9x9j0qrNak2AspuN5xPqB2cwZfD8l/E8mOXtMTh7r+6X9b9W/uLK4FFPq2tbfPHbazqB550Yb/DOAugl9lHnhXaHTs/UU367x14YedlZkq0rNXy+GG1NZiz4cuvZuvaOMwNGbIYNOrs3e7b1VocxxVDkhChLf1tXhOdZT5e5gCgh3qNe3lGP6b2z/vR51otPq15rc0/Vh9kMFsGX8ZazkpO3s+JBxJSILxmm6P5W391k+nd5yq5Ca/WDk77PDFoM9Q39rI0Bf+bzx6gxZCST3/52V8bf3VszZydxZMNS7L6v9T14LKCJD3pzCz3/nr64FJUoW7Iz9j4GRH18vAx+8clErfBsXTPHNNzS75fv4h99P78v5nXSVAzjeZxhw/sR5j0jv+lKQeY6FYAvO/5WhlpaE8AvYa729JcLVZhhfHoSU5SlWH0AqMEmEeMDuSt7+DJGk4G+MuyXm+XGxf3t+j0DPaViirHvVKGtVq7fHqbMz+XeeI6fZSSTt0pNG1lxrMcnbuKKzz5KZ85A4hgeIUU5tUqbZeAWfnBzqgaufQ7gHvGoeDL0MTCBxWdGjw/N4AuRZ7oPaGddqqTLVvDlRXvrNpn8h5Ts5H6EucwI8xXs6cTHYpZoXHP+1pC5+JG0tunX6rszyBLRRCucfiIfLseXo2xlgDUh/2UmS5dJhqaCn1PVlKTfP1GfSUxRRLF4cpZRe4aJfpqYzzEy4qUvAl0JNAOojr94foxbqgKNpvLtTp9aiwV7Hxe/fjrf/PaSfWT24C6JubSwB/s7Pv7nfm/EVlAVz6hm6z49+xmj6L6/FH7/8k7EyXtW23BqojERLeL+yrWW+kb36fiUzXI0P48i02mTMu0Y9dlgybRe3FVbJvSXS6ynxyqaqCJDHgGbxIW3ef9WH3Ahptxu6wPOQ5YuRxF8yXyfjMVE/+epWQ8NdXiMKZmaMhdPHu/ZMJebbXwGE1TwvF+LU3mPZtaYYIRXDKgxiPV4NiL4NidOJ7d1WXNRSmzGuD7AOenfvyWeDH94e13s83sxcyDvKFy2RcxevIKXsxngb/i9GZMAX2wk4J/5NPS2+WbOr7g2nvXPwFQcUR6gSGkjiPg4mLvON79yZOOQOWTdmlx/ntdR5vBFzzViDUjQ4suFmBL0WAw+ArZK/Kh5esOsQI1uTdEo37aPIGOUSeoRJ9Fkw1LW/PuwjniKKZnnU3s1Lf1VHFNsNuzwlKipbGqAEnw5z9bj6d9gXklmouZKND4RnoBdH6+xKVhxffXkkV9dtxBc8mwS2IX6UIIEcIX3T7OP9+Jfvn84szEvhC5OFAh+vC3mfhCjV4/XRZkJfIFrkSOlmTLWjY6e3afOutdXz59aVeQzIzIUPbaNLI2Zghzr9Wsy81EjA/Lt+Dz13Wl8iWpu1wtK9N1DmJLEe3Q/ujpPZOqW8YOG1YobvUQNDNCuBeJXjfSVYTw54ohGbPBReHSQEbOuDzbGlC5PyTyfpH4ws6yusM6SoT8TZ1RW+9zL3+WpatfaFRFb28Z9Ip6jrBuMnoi/QFeSigBlfnzisHh/PbsTzV+V19wJTvXjeTHPTSdP6eaujJfyL26BdYhlgPGNlK0MKr6TfBrdw3OUtelN7UF58emoubrlzxd8uQV/mmqAoaqjtdReP2h/ftWzm4y8iCwDbyjuSfAlYsqMl3QcX3ZV2q1/xOzybn+KKcMMlq4eqzOXGT3mMl0MGdY7q5+jefnafxKEqIgi9QFRwe1GoFfrsxSpH5zBlAGyyPM3mz8b7JixgC+mTLuiSW4/2XKwB4i6QYH3l7dP+qxaz2/4Fz26jaZhHdl8HNnZ+7t2o5bLvKy3Y9LPPXVLzp/HV+A4f9E9kk2nPkqjvICnXj9NdrKvxRawwXOXUK81pxl+Apep2JDUn0dfJWIK+5mnOb4cxZRz+QtowbziOZDii89ysrtjb4VJZLmt67lO+T67yDIR74Ff0QkPVNjVaYf5KoHR8JwdeT4W7xnbGFl6fGOMI3rUDME6+OLMxZi6/1mYi67ebps/qYnhqMLY4lX82/heUtHg8Sj8DxOl3t4Xs4Dv8wIr11f3K12J12MSU9Qm8vXMYF/8Xu+sqyuPGH9Z8O766vHDPUXpwUNEx68fVZ0ztVcvMZ+/mY3R60L1RJWIyNE73thiZaBi2hS+eP0v+c+7ebjiH01gSoMH6vkAKI3+0sGRo3GgXrwnZqfwGp5CqCJ6Pm290FDN3ccURQ6bbzP4MsM9WrzKkOWQ2fFsdnFNfY0J1VykAwizxHP+ybHQKM1DrMdm1tGT4e17MaQVCx89elKhTWbvZgCX6fGrGRtjTY8fRP+I3Btw1hDCkUX0JDJeFv/m+uphreHEwGH7vfh1Pu+GOvKkXgIfYmJwbGbpQItJ+IuwEp0x+7WJks9/hjd0E/q4WL7KuJaZmctoE+ToR5+vT+uhxfyTMcp0M91k/bLAN3yFdc3n72KKWr9fyw6mZHM8x5cZ7tFlI4EPnY0sN+ZlmL7LU1B67vraqc9iKLvmo3imh6W3eb45Y8d/LxcNPYUv4wtQdez9le2uNDGoHX7VwZExsnT5SZKvzNwTVdE9NDP8QVhMc00KLyn+0SMKs2f4jfXdsZrSwwP1ffTYk5bwF53rihYROXK9ZB5ZBn0Rrjf9cmMO/14+S0d/if7RDLLk8WTFAuUpY0yJakoTTz6QnTKY7wnfGCNEF1nC8c4zPd7qL3CPUDT5kGmpPi3xjaR3i19Ke1x7lYDNt+WCXV993eHvuP+EqmJXHL2YELevABCRg7nQ6rGqAcwgyxy+yCxnFLpcR/agPUwciDhlwxr+pBP0dX6McWQSWRJ8udDkeDMa7Fy8Z96ySqBqdv2GVczH8uSSeqGIJqqXqM8jbKnqJQM9ZWMgh64CsslNub46FEkec4iHjh5x9Bgbuxhf1Br+wvPX+9kTOYL3MznxkmD/rPdjPgKBHqK2i1Zbnufv/r4F5TxQb9fPc8IipjDrFBXqOLfxXL2vXUzBOB7snw1NwNdbRD/ibPyPMiSkbzUxss7KgxusSPJjQ7ZLM9/+Vviyl69yBCnm8WWs0G6UlX4+3DnIEvgLaMKdpxZNWUfElPjujn/kJv3mYse4recT6gfPQ4WW31+IKb8MX9bj8QznepgP42sxcAF5nuMpWKKcOQrPKCi4Dh6Me/so/nn592sx/AlddfhWu3EJ941PmlNV7vW2nyrfYOzI/fUVqmwc+dCw30AUGN61IGTBv1c3iKtt3jPM/pOqr7keq/yKmc372m9pl7n8EL5sFNuAL5FX/AS+aMbbDLJUtXbJX8tQYypDTjfHA6cp8mxovJeYfTLQb5N4D3yEDIywViLPrz5LCfWDF6LCL8GDX3M8fhfRWZJUjcA4vtic9NWLrfrGM80sfZZKwyVeXebvh+fK4EvhztiR0I59vSe6e6HIPAdDRi3IX/jGJ1n/VCigdTizArDwXizS7a8x1aVtFbDl511fPayd75lvWZbdpF1v+0FlflDMOOkizg/hSx5PPoOzDPElqrLxNboWqMAcrAgh6wHpE0f12BlkYf3r8iS7vrp/bKI4XdV2YBuWIv5Rlp2CQjvAlFA/OIMvk2rK7xpfHpp4NyMTfQ0uY0aGC1XKXlWH9BLn9coPqvpZDIfLXVJSd4fW/Omn8nufvGNlE83ir1IHZTEelWXgpD7KeBLWGM6wH8W5+JJwE2fLmuFyhL9MMp4MWUK853L76KyPGHNpI8qob6P57b4expTvEzdm/QZLknhy5C8zObQ9fBGUYRIdU2in5+9Ag/1leHDu+Q32y/GYojaS/IqS0SFr48Ir/OYY/3SIBXK8fxPaxaMXDVAQbfYWDBIELTJOwndBsyUjrRzv4d4T7BbjOdGsrq353jozu5ktSXz6POvwDX/kDjr637w0TEKxYY6/dPPeJuI90Y7Gflo9dsaUjQiTOPlTJ/1lClNiJLkXT1bsyNAEA+3i+h+9ePLR7JTfFx78yuNlXGvueIo73E3FHXZ5CeBdmR933gfOc/zxg7wg0Yz94AR+kC9HZpRYuhTXfCnmVVYDgcV5uMc3LkSWwDfm2QWvNdckP94gl3aGmRyM90RM2fg/11dHkGXfJF9ljCnRJGJzQoXQbymL+sCgGG0Zi/Hjzfo+v2D+7moxvwRf5hWgy87v6N/J81WOWsUSi29lsWdlA5rnN8jMvdg/yv2ZzPienR/P0Ya5bLDketS/SWf/DAP56KwffwamaFbKKf6bosmm4rCXCdeN92Q8RXFCez1qZU/bryCyFa0OjLgT3j0hyvXV5ZgyPd/+WY+3yYmpseDsWwNkuABfulkrUm81xoNhtv+F/GWAHr8knhx5is77Qzptwl9281JWZFF+sPFnmKeiyo6ZS5+fhP4HzHiN83IGstbuSJsVf4ZvwFDApSyPZaDQTtQP/v3n7+/1eD08OOMYAV/GtQ6a4ZJhQ4svGXYoP5hkIwfxZRcTpvElHq/LUiTek9UCHfJ1DF+Y32RJT0ePoyq7xPuvr+7X1XrgYgmyOJpQVWzm87iHL1l+/jiG3FVxQzw5i0lPRn3+pvM3zpVfgweDY//u8GqOv2jeW9RRBna97Xejs/UMG+LLGZzjAv4SPZ/3tB/KUYN7rM9zvJSaU7RbS8i3baZ74I8oza3mq6QMhRxWOhVIrlN/m+jfNBNP7um7+r6sYEV+xGzU55fPtzMw5azz+5V49WuOd8Q/GlQc3jyn6PJ0oF9uZEJz+HKhT3MQX7qYMuHPzCsoyiTa+sHdXNqKLO709LST625/W0cCPJlxLWHOX+YxZWCCL5J3SQLV4Vqf39d8+//D8XZVlKH+wrxnjmVxoA3TCf5Rhibn+kfz2KCfr6+n48lZjn6Pv5yHLHv1g0NMiXltfTVF4j2CQrNoMsSXszGljy9EMS+N+vyTzd/f7/GUX52LL8plFA8GCJHEe+I3ZvDlXH8mQ6LnnfVcd9nKxfxlgCxYgi9apSxr/WURoFOcxeIzl2DKXH+VsSV8Z+3/9zOR5B+abxu/5HeNBw9T/WQGv254fjMe2mX8Zb7SeU/fPRpbPtef2cWaJF/l7IrCIb5kaDLwf0I+XOQpmY6i+kWbz382mkRsGPaHG2MK61pYh7LTKsnXx+oH/7bz94/jrRaxZhdZhviiODKJLIIvzNwYcTqELBP4kn1v4EnZ8ca+z2X8ZYwmuzlufb1kJ3rs7Sd6WW8T+JLptF3WkfCXYU7dSE2ZqB/8Pc63f6TjaXT4yPEmPaCD+JJFi8a4UhFF4rWH/KDMAr4wW7WfwhhTjvSjPa6kjNdP1tpj5uE4020HX9Jan4H/M8SXSUwJesnE94hxR8/n42Gx++/Vlvj5T9ofx1vswVMSLFR35vEcXuKxh4Cy/eRSn+ymiQYzezwlwcz6zyyBxHK8+877Y7vPzY5HdZMvVbD3jWps+trro5rt8QJ7eih8bW206caVoGqcBwdn/xzspWfleL39r+fasp51am/HrRzvjW5m8T0q8K3Zx4diysiWfLiftD+O98fx/jjeP+fxwJTCput2ffXfv/3721/Kf66v/g/i5MVT+FUDAA== H4sIAAAAAAAEAFWQMW7DMAxF9wC5Aw9QBHabLVOGAl26ZeRCW5TNWqZcSXZRBL57aadLBgEiP/k+yTum4mskzYKOva/u6KOW0gT7VOhVAvq2p5S5VHBNQuHzdllNrHfxkbqs6/GAi/DPIOrOOLc1TpQcBtKurs5vOyu/nuGDC6RZxsK5UJGogOF7joXhPfxmmUdMjxBcIpICosCs0EoaODRECimqA8dAZsAnuIa8RX2MnbUtVvBPgiYu1tmb41Yap4nTEmiAhgc2hOQXe7s+xo6DfA0Qx4212WTl0LO4J+KTNcw2nlmmDcd62k5iSx8Pdos/ot7mFVcBAAA= H4sIAAAAAAAEAJ1SzWrDMAy+D/YOug0GBSdN2WGndnuDXXWxYzn14jrBUdOuIe8+Jd1hgbLCwAij70/+GTCxy1DHzs+lbKss3+RoyTk1oGsiswmyUeiiD+jKvU4dsYJt8jq8jgJlM/SrkS+5OXx8HUwj2Pj4gL2nU+2jLfBYZtjqZAdsI9OZJ+HT7gVZG3F5lq6s0AcTWDYCtlF0FFnNijObiT6O6PxqrRQGX2yk6lhlqlijQdflBWwBjQLbNAksQZV071mzpzrpcs9QUfCfNTBBxxQCRdA6TsyDt5ZCe4x8aagmCYarZJpZzmFujb37Z9jlpHViuh/wtgiQeyT2XbknoEip8nQ3YvVD/CvkfRHSNQforx7X+cTzdko8huk3zM7y1N85mJErXAIAAA== 1 True Antwoord A Inzicht E1 Zonnestelsel en heelal Niet Gespecificeerd 1 0 e1xydGYxXGFuc2lcYW5zaWNwZzEyNTJcZGVmZjB7XGZvbnR0Ymx7XGYwXGZuaWxcZmNoYXJzZXQwIEFyaWFsO317XGYxXGZuaWwgQXJpYWw7fX0NClx2aWV3a2luZDRcdWMxXHBhcmRcbGFuZzEwNDNcZnMyNCBBbnR3b29yZCBBXGYxXHBhcg0KfQ0K Toon aan dat die baan geostationair is. e1xydGYxXGFuc2lcYW5zaWNwZzEyNTJcZGVmZjB7XGZvbnR0Ymx7XGYwXGZuaWxcZmNoYXJzZXQwIEFyaWFsO317XGYxXGZuaWwgQXJpYWw7fX0NClx2aWV3a2luZDRcdWMxXHBhcmRcbGFuZzEwNDNcZnMyNCBUb29uIGFhbiBkYXQgZGllIGJhYW4gZ2Vvc3RhdGlvbmFpciBpcy5cZjFccGFyDQp9DQo= H4sIAAAAAAAEAO1dSW9cOZK+J5D/IW99a3Bfuk8DzGBmDj0YTDXmpEswgnSpS5YMWeXCVKP++3zBl7LkRbaWtJRppwg/5/JeJBkMRnxBBoP/PLm8GvaEzt+ezgu/eWVddCfSxzD/PBkX51dX7QwvzMk4Pz07GfwzXb7tV2bzL5endPbXP/CVnV/d+sB9eK/1afPT/71uF2d/+/v83n+W1vbL8PGXfz993d/+V//tfy5e0/l//7S9LX58299O+fLi7cW42vyEhmx+6pen469//LFenbw77b/9cnou4eRXtidv6FJOzuj8lTUBFXnrwuY/zzfSN+P07PXm7PQfv1xtfu5Xm3558WYjdLX5t7P/e3v66+vN76f88+bdxcXllfx62c9l0y7e9XO99/d+NkDgza/nV5t3NIkRfqVvWn+H37368/wFkHrV39HZ5veLXz8kejofedUv3l7R1enFOZ1e4lkCpdcX/Qq/sdDp53/W2qNF8/q/qIo+x6eXv/SzdxeXr09fbR/TSnQ8d9H+0flqc/F6vnuDVveutTiTq7/cJoU+/OfJm1O+Ovntdb8icKIXff+bK97oi59tiXZ+8uqCzmwyYX4635hQN+uVscaYavTPl+DYbP9Sv3lt4vb/Ztwnn7Fxvplsummpr1fLU8GbobfylkZIoNjeP2uun7h+78r2V9vN/fq31M+WmydrifMdBzx/6/+P/0b/XFmvPv/5Y8uR3pHefctWnu+QzJev35Hej0rvSxpzH+p3pPdj0vu6XH5f7T3SOwx6N3K5n/U70vtR6T3ekh9me4/0DoPefeXye2nvkd5h0PtYLvetfkd6Pyq9p1ryQ2vvkd5h0HuYXB5+e4/0DoPe5+XyHvR4yOi9jjp665yESQivcGX64NoC8XpFXTLX1kftIvz98O8Z6PGWngGvuYm4XsWwa6OzshLfyIgfPGGGftnRIZU9OxbcWdiBEo2wpSc9DTcqei720Az6iVhaJSXgJYJmxfcvyL9HWvKqcgmuhNGzKbb5YENdr9LwThdqXXbRdU+uuxpTcH5QLpT68ELNv2R7D5Be0avQsKNEWyrH4qPECDFLxeI76R/IpbSRRy+GzHrFBXdSbhwKxTQybq4joe9KwxdQKLlAFgP5Frj0FEKT0qRq/5r+GH21M/49Ri5v0eMt52gwe7QkpFFTE+8dhVx7FMfdcqOKMUxd75Xxib48UHl5Lnpflcv16kPJ7F55XDwlHiGHlCFzwfsyjEiz+Lb2VgoVMcmmUArXmiL31GHMoC1pvZICMnFLVV6Cf7uL3+gEDgqhld0Gl3wtxfkOFlJrtahlAP/urSu/VXsPkN57uQS9e2lM1ZfAV0WgH3MsqdkcfA29F+Yq3Q7fQ0mUoE9HgtiWIpVSctCkAdis4P8IPVKWX34Z/u0wfqPqlWMHveEilc4hNu89cSST8yjAO4/ClnsqL7ugN3kmqZfhq6EhtoSS16sixaGE7dXoNXvoPQuUNBIH8eI528ihU6ypmN64U4KerMMvGk7lbzCFBnwvNeXkinQDcWN8DWiqkgm5jKmUCv+Aklf82dus1xd15MHFb8zWYJS2UTNwi3CwPgRqtgDnDCu1fdEy7JG8PB+9qZM4AQPZ5KrnkCoMaM4ucao5ZbyEROKaSjY5+hgouVB89ZC1GEKtrXBOGPOwR1VRUnnvsSy0s/Rhs6u4TXIzgFe2Z4GUoodCouyr/bxcfl/xGz3ACkAE1Q+c3AOOhhtkeuJC1+vx9eXau2f0Ft3mIUuNREyHXwxHGliwO3ETjaePESbs79cs+S3aYD9uq4YNsKMhSCKQo+MGgRaR7FU/1/4wjfkc/Nt1/EYfirpb61HtuU/wf2rmUEMGV3Jxk4vp5dq7l/TmOJ3SWWBquhgBFlyvGgHnWSkP9clvl+7UslMWD3wvAm8IChSSKfZGMh8nlwcXvzGlTjxENIWW4fcAUMfo2EE4M1qc5ItyuUfy8nz0FjkIkENhpzMbzVZpToAPWx6KzsNX5HKhYBd63HWyU4Bd4VvbLr1SENuZbZHEPQpoAF+27qE2HEXoTxsmBtjOD7WX59/O4zfm9OzE3TXZyuIjYHskyrknO1K3rbxke/eY3vQL4RODgwSbI6URCUn33Judculu5HK9+qxkTm9cHISSqbTKPfcaqMSWeuaUQg8+l2wTxZ4k46sY40gUxnrlA4YA0GoDACsOv6pjQsfMi8SP7zx+Y+Eug0NcfNP5tRo4GgBM+JLRYdRSXRDmo1DMdyB/Xy6TK9BlZdRmms7n2AY7S0ZCNyyQzAy990VLrr4n0JRn6gZyaYnhO8Fa6XW9Wv6/+0qtFCgRw4nmilJ/If490pIvUrXMcvmO8QYNWfAvzE/anAXDuIfmBC+jFMo9Qi5Fms8Lhbylk6cs67xZhK7w0AuyrZ++hy/VFWc10VUykiq0vTa9gkSRgd9KfbwM/74RvSlpjbh3qmAem9ZaqD5IHs1ALsHLLyHM3eiX2aew9520f8HxBnSg3G9LH3QjcNXgpwVRL61tV0XvMSP4DeM3psWe9elsiNgCt1hOk0+8SBsHxTzRp0xwgoKJDoogRZUglrGlR6ISOVERRniAfojgBg+GV18Hhm01LfocWvJwU9kb1/Xqg16p5BHwqFiiLb0nr1E8jH/fkh78FmByGpylZZdKkWATZLE4qLYpl+vV13yfR9fPzfVmC0wAV6E0XclTT3b2gVt6Ihpf0AeScrAjdvSf1mWrm57IvyfEb+h1PlmpZeEaa62dC8YzDwt87buOt5rwDexRTkbnheH79ageUOA2W1FYVymlwWNvhWMNVdES8LlGF4zGfqIl4PMGWFRtjTzn6xo1/CSTmNZbgWQCy84aPXCl4qn8+6b0dK1MozAa6KUadR0HslEy2A3lKffxyR9dv+n9dJ2rIh0XYHKG8szNEkAuA01gvAR2DHimeAMGTVcz83zyyWt7T4jfuFV7cgxvMLXi1quaUowp6ERuSAxRw+iG54PxDjFVodMZdy4uwzcsXlc1EhpbQpJYUiCTeioDPcFaI0b9MnRuUx8f8kkcoZM1miY1yD44oVYEPAP3rOrm8YE3+aj+2HX/7oKen3FCrQPtxA7cnkuBJQ9TLlU73SmXO7PnGgVRdf0cH/k28FoECBYYDlq9106zjqUvUU73nqP+hvEbs8DmwvZWGN0GedR1s3lN970Cj6eS9F3TtTW0rFcuY1nDmL+AlqehQXW1Z2hOhosJ5A+fsUA3p1s83E1/PIB/z0Dveh4IuIZELAZfJVu7eiftOn7j29Zv8WeH1gRS2TSpR0s6q8WqQWQbmXMntnzZ+I1HtPf+5XrlF9qTPDOksxb0RwYKheoNkyc7sR970t69pQfPALqimebm+pQn+AOwZLo2v9i3HdXtwPJvLHicoT9DsfCoirgGt2u7OvLy9fv+6eWFXjPcgToHBeD70GqWOS+y3PNA7/Obx288sdyD3oyZ0XD4EZJJjqiBM9WAI57DI+jte3v3kd4c/9R0yiWPCrcX4DNEO9eMvojyXzZ+49HtvV0WRNOmRxq5wWQEybhG4Eld8zWdosA37ezIrldF1+vgaD1b/X4EeksfZODKwh7aMQ2NwdG5Evg71TX0SBpZQ2xdbTFppN3igYHek/fM7Gn+jWWeIk2kDXdefU+Cvw+/CPiSJMcC7F9SzLFL1rB4nZ+Q56vfj0Bv9oGoz5kJaAnujc7n+VoIfzlm0Cuj6DqR74VjGTOmeIfxFnuZf2PBKEvMsQXaNrlU00KQwGmkHG00QN4h6yhNYm/ufqb6/Sj0zCi6XsEOfeBTgj6QIDFDJUhyoXMhC7XBGv0wtNe+OFP3sPrtff4Nteeis/SKrVE0zkb/151+ZX7HL1q/75veoiGWPgCgHLTtgzJ7oc0+uLlvh/X7QfNvzJHdjATQs0AGQj7WWGJ76LXY2GNjX+1cf2nr1XZPMu1Vew+Q3kMtuW4zEZ/Nh2W9+viTp5Xd0Fvq+ln+TekRnZnPusjEterihbnvdb26ftcSWTLCbcwdI7yNsf0c+jda8lT5h8G/Z+yPT8rD4zd0SZoFGmMHZb3aDZ276C113cX4fXqBI6HrM5I4zcXlQ+Dfy/XHo+M3Xqx/d0JvWUXSuLLWoTUhL23Gc/FDrz0oq4fruc8V62Xd4/uKb3oZervJpHU47d2WaW8rLHjv0WZT2HUn3j7sul55m6yP3raQY5oYU5ZZ/kftszsg/n1zeruI3zik9m7LojHjsIPECXWrcXRMn7+uV3d9wwTDrBGkqj1nFOp2tX4P9mMfNr0Did840vvB6B1Y/MaR3g9D76DiN470fhh6exm/caT3w9PbYfyGmfEWTWKviXV9nwb7itfDwLNYVq2ekBFmP/m3E3pp7hrRfdu1GU7is8ui8/eRouSAK2lmy5trdZmTZUel+h4ksvpaur9WZ6q4CuPTVItG/CxP4f/1KkqaFFurLXv8YGsspdcRa25FN66zrWUknaZmzZJSClHjojSS/7gWSi9TKlG41JQ0esPJrfiGp/Jvh/EbkwoNMT2HkAoFcil46hBN0hrLdj/Ot+rfw6NndP1ydNZZgZZrNa2knnSfCSXKRiN3IF1SdYefoIxa9ZpHkRqKxX2VRuE85v4ojTrT+PHCED6IBzXLPltd1A4t9ESQ55Y0q0ertfdeJbMV7j22ohlaKbXo5z7y0k2v+Dgyxof0kvH7mkVFivHO+2A18bCvFEtOQeWZ8qCRtyteO9lvtcP4jTmvDB6D32hpwxDyoXqWCj7ofsjc3YPoPagcHL0laqr0MHxuECjnmx+QSYouBPS0K9QFUqLrmnKdT3B5qgYO61XXDaO5pMwxhtRFs7vM3VHXo9/oWn0TWDDKsVCDamuaM6p0krTMabUgoUPpJs0/3mLw1mfqJaUEqQ1Ns3i1mS1Gk0BX0uFgA9RjiQmqB5I7ynVWgB3zb4fxG0tGsaIZxfJoXmAgPPgXKptacxi6b+zJWWkPTv7uKH1mrYeGTFL9iFRajD54I4GgKceUiy29D7k119+pSR4ptpxqhu7KwUqAQZabON0lK/7c8yvXGd6YKuQvQXJlYEToXY00F1/0LkKF+uS9jxmS52GYK+cGXQKbPnNWcLPQKwy9a0vPKZYAfUuaz3yp17ITcIf5hnez6nNDb+YqAgbi1AmcTprpMcFAaJ7Qusw832Pv8/cif3cV8cqFHKptIxg30L+p1GB87h0mVaVK98Le9bRqsJ5tAUiERS3JEYPHfJNrAPXb7jHpGqEGFQmN0TWbMAQ5i4WcasyghzEbItCTVPD7UbxPEPnigRMglCDvi+7Z1fYC2GrkWzLFNUWWJi1ZK/RXtlkr7h9N9S3iN75c+kQYjTC6nOeYa4lQnqE0C4BcoQlgpXbXvw+v377QaxUjmJPJnSxkCyMXslW8Zv+jT/NYfFj6PGsCLgn0ldhgQss9Oz+8hzvTy4wh30byy5ILEq4obHcF7q+4hTVjQsXXHnjLQBijt4mayfBnIKqeTbPVAqHiTbGg50T1JTTviDnpdpaIFzmShXyG0YAitE/5072Rj+ffzuM3lsyDdmYerBngScPu4b/Z6hLkdO5mtFMfLKt394h2/lL/7qY8Pz2IkhkANpnJhOr0+I4ceSuXt9c1b+iVme0gw1JzGeSaiZqohbzxJXo/XHOcQ/KBW9Fk1r1o5sIpK9MTGjn34tjw0PxmsOCa+cng9/EYZNoG5lxD1CyxneFRcezQyICjxK6anIaFr57hMtgOzwf6PZcAew6tK3G9qmPmN9hRVv1vEr9xO/dgql0i5BE2Am0zyaihIduNOHYMQ6S5Hlk7yMzTZPr4ILPL4cvfXUXTpcMqlhIgitbVaKoJDvpKdd2YJ8y0/mE0Z56WSLP5c0nVknrbVvMIovjb12aAAT0sk+Z7tROT+g63HMhfCAqTfYPKaECRTdNiu1ZCB7YsQIx6wo2i26h2fxCcKxIHm+6LolKVP90XCayRvB68kgiuk3QPFyzMXbs72a+7lJ3Hb+isgRoU1DNrdDjqHG1SHzNmyCIDtdCETwlwu9UKXkKfkniS6d9p1r1HS8o96rcn9NR3AUrUFMswwF6z6HifPVwLPc0EvRz6bs57us7eUYD7NUuUb1nneCrsFiTLFkdpxkZ5yFcviiKNzg9tc7YP2LUAzEBigcU4CdRyaDVBmKHhU0hw9LnaUGYmlKXGn9jAF47fWKLBXc8D41CnYBVRh+ibyw5N0fwvUfM6NgpNkTgMTCkk6Iys6QWhUTWHVpQf4zyqmbGhDoY8hJIwQIPzFlAOkhph2NWDnvfJPel9ucz5+wavZwjcFqmasRX6tHBMSVNqq4uToI7tRFnpff5xPSEIktd1CnNkoM+KS1lmRnO0AZ8BeATf1Otar7iOL2Lj+5cdxm/Ilt+6n05XE/IAb1mjlTUjmOZnbpC5jHGVl9hcSd10zW0Ju64ZmURH2mfyuxy0/N1VplbRBPU6DUiBi8Z2Jles4nFY1dKoagbG8Ol5ZB+VqdngDYVR2MxzlTRX5eI93aznzZPrJv/hG5XSHCQSNgx/lEz18zwqYMemEtneW+RlT7nuAQQSZljB3DTfa7UxwAkagcPULhhTOpdQ5lxCuXsu4SH825P4je35iJDUMQp5IDBTqPSq51YBzGjWTZpSvB2Ti804+HjHPhbcqKfOaLbL5uCfp5horjdCa8JRnJmq7s5EO7WTBN2vMSJwUQB6qpx0Emjkfj3/cZ05W/TsvioswUbScHvNuEc+Jg+d2Av78X517lZ7aUq15hSEFFbmGFqEjHrAXA9EprOf3WGI6e5Jc9e+/gON31j21Svez9U2eEVw5UvuOsmR4RoUmJoGVUBunlx1K//bIcjfnWWJVNazHrllgaOY4P2STWPmvbFA5YCfelIsbouatnWuX/otx1Sjai4C+Nuk5/awzi2WyIVanefw8Qe/s8zllIaPQ7DQly6IT+uVA+pPmgpa146WEfC5eeapB5vOZTo86yl64yN8n6S6Hn67j6J+G+y5at3PzBw9pOxl/o1bpU+eUmL4R92WVgMB76BL1NfMX85o/Rz12wm9RWrSPKVC/YcEz6Lq+cSRoYwK7O2IECeiCtnUjHbSBRhdnFSBzLIR+I9wkXWRkGICBohpDCCjdiORun4Of15zkMELb8KBVUPHGIx3XAG09Gw++7VZ8u1qVZnnq0kwyVbnjWteUUHyhnMDLujcdRfkTW6tR/BvL/Nv3C7LONWZJMglvCYrvqJr5srbHWu0z1q/3dGTbXt5Zl+NA/iFIYHwn3NTDeeLrhcmz/ApjfchaI7vXCKsP3tNzt6qaLyFh8bUTUxpnro9MaN41arRZEB+b4KJ5BgKsyczU7k3KsnNc32+7m8tq5x6Pk4rFnqaoT6BOlwDveGrHpSl8yxRTw2k+omEv0D8xmP744tFz64DrhkNDc5qz1kqxSgfc/GA5O8+ZWmZUX8GqDt2DUFDo9WHhD+ZOev5zotPqb6jZnHuFXeqJ6QzwqTxakPfL/EfbuYBHoqU9DnRWTt9NuFZ9ad1/ShPdHS/aLUwY/R0UsGBjkYoaamzbqVbgf8rZp4k/cj59j3Lv3F98hKwNhBXHq5QTVSKzYLRCc2h+dxwW9Yp+XkG/PPW70jv2ejtOn7jSeV6vqnqfBOshObQ0ljEgOHtU9fDBMpc97p/5qZvzb8jvW9Db9fxG0+s34xdgQXTGCsNhTUzC74nS043xxY97xOwac4886dnUhx+fxzpLWVv8m8ssyZG4zjhgQeIYGYh1zX2f1SBxxMLlUxR14Xmecc7jhd45vYe6X2F3l7l31C0LMDOfnjdqbJetZZMYkBLn2zUM4Mkh7l/YFkheuCK+iH0x5HeUvYs/8YSlaSzza1Frj3AhudmG1yg2rud52wqwtR7ZZfndbxQe4/07ijH/BtHevtI75h/40hvP+ntSfzGkd6R3gdlb+I3jvSO9G6VfY/fONL7Uektkmm8ef+3Xv1xMszJG7pcr5brf5z2y9Pzzenbv2w/He7kT8Wf/Ck33LnZnJxuLnExG+mbt1eXRGebd3Su7/j08pd+1ojO/3rno3+/fvTi9dnFxZur03/I3Tf/+/XNry7p3ekVXZ12vjh/e0XnV/3up/52/dRrevuWriv35ozOe7+63dKT4Tf/CuL94q3Svjin08u+0fpvWn93ei5Xm99P+efNxZtN7+ebny8uXl31Se9khJPx1qWNT5uTP7Vszcmvb+rJiPjUlo3HO/P+ns0vr/GA1zdh0y7eKal+tSG6lIs3b/rluzP65c8nwy6V+mO9+n83M8xcfboAAA== 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 1 True Gebruik formule en opzoeken G en M Toepassen E1 Zonnestelsel en heelal Niet Gespecificeerd 0 0 e1xydGYxXGFuc2lcZGVmZjB7XGZvbnR0Ymx7XGYwXGZuaWxcZmNoYXJzZXQwIEFyaWFsO317XGYxXGZuaWxcZmNoYXJzZXQwIENhbWJyaWE7fX0NClx2aWV3a2luZDRcdWMxXHBhcmRcbGFuZzEwNDNcZnMyNCBHZWJydWlrIGZvcm11bGUgZW4gb3B6b2VrZW4gXGlcZjFcZnMyNiBHXGkwXGYwXGZzMjQgIGVuIFxpXGYxXGZzMjYgTVxwYXINCn0NCg== 1 True Inzicht dat r = straal aarde + hoogte boven aardoppervlak én opzoeken straal aarde. Inzicht E1 Zonnestelsel en heelal Niet Gespecificeerd 0 0 e1xydGYxXGFuc2lcYW5zaWNwZzEyNTJcZGVmZjB7XGZvbnR0Ymx7XGYwXGZuaWxcZmNoYXJzZXQwIEFyaWFsO317XGYxXGZuaWxcZmNoYXJzZXQwIENhbWJyaWE7fXtcZjJcZm5pbCBBcmlhbDt9fQ0KXHZpZXdraW5kNFx1YzFccGFyZFxsYW5nMTA0M1xmczI0IEluemljaHQgZGF0IFxpXGYxXGZzMjYgclxpMFxmMFxmczI0ICA9IHN0cmFhbCBhYXJkZSArIGhvb2d0ZSBib3ZlbiBhYXJkb3BwZXJ2bGFrIFwnZTluIG9wem9la2VuIHN0cmFhbCBhYXJkZS5cZjJccGFyDQp9DQo= 1 True inzicht dat de omlooptijd in een geostationaire baan gelijk is aan de rotatietijd van de aarde Inzicht E1 Zonnestelsel en heelal Niet Gespecificeerd 0 0 e1xydGYxXGFuc2lcYW5zaWNwZzEyNTJcZGVmZjB7XGZvbnR0Ymx7XGYwXGZuaWxcZmNoYXJzZXQwIEFyaWFsO317XGYxXGZuaWwgQXJpYWw7fX0NCntcY29sb3J0YmwgO1xyZWQzNFxncmVlbjMwXGJsdWUzMTt9DQpcdmlld2tpbmQ0XHVjMVxwYXJkXGNmMVxsYW5nMTA0M1xmczI0IGluemljaHQgZGF0IGRlIG9tbG9vcHRpamQgaW4gZWVuIGdlb3N0YXRpb25haXJlIGJhYW4gZ2VsaWprIGlzIGFhbiBkZSByb3RhdGlldGlqZCB2YW4gZGUgYWFyZGUgXGNmMFxmMVxwYXINCn0NCg== 1 True Completeren Complet. E1 Zonnestelsel en heelal Niet Gespecificeerd 0 0 e1xydGYxXGFuc2lcZGVmZjB7XGZvbnR0Ymx7XGYwXGZuaWxcZmNoYXJzZXQwIEFyaWFsO317XGYxXGZuaWwgQXJpYWw7fX0NClx2aWV3a2luZDRcdWMxXHBhcmRcbGFuZzEwNDNcZnMyNCBDb21wbGV0ZXJlblxmMVxwYXINCn0NCg== Toon met figuur %%FigNum-0$$ aan of uit deze waarneming volgt dat Elysium zich in de geostationaire baan bevindt. e1xydGYxXGFuc2lcYW5zaWNwZzEyNTJcZGVmZjB7XGZvbnR0Ymx7XGYwXGZuaWxcZmNoYXJzZXQwIEFyaWFsO317XGYxXGZuaWwgQXJpYWw7fX0NClx2aWV3a2luZDRcdWMxXHBhcmRcbGFuZzEwNDNcZnMyNCBUb29uIG1ldCBmaWd1dXIgJSVGaWdOdW0tMCQkIGFhbiBvZiB1aXQgZGV6ZSB3YWFybmVtaW5nIHZvbGd0IGRhdCBFbHlzaXVtIHppY2ggaW4gZGUgZ2Vvc3RhdGlvbmFpcmUgYmFhbiBiZXZpbmR0LlxmMVxwYXINCn0NCg== 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 1 True Inzicht in gelijkvormigheid of tangens Inzicht E1 Zonnestelsel en heelal Niet Gespecificeerd 0 0 e1xydGYxXGFuc2lcYW5zaWNwZzEyNTJcZGVmZjB7XGZvbnR0Ymx7XGYwXGZuaWxcZmNoYXJzZXQwIEFyaWFsO317XGYxXGZuaWwgQXJpYWw7fX0NClx2aWV3a2luZDRcdWMxXHBhcmRcbGFuZzEwNDNcZnMyNCBJbnppY2h0IGluIGdlbGlqa3Zvcm1pZ2hlaWQgb2YgdGFuZ2Vuc1xmMVxwYXINCn0NCg== 1 True Compl. niet geostat. en consequente conclusie. Complet. E1 Zonnestelsel en heelal Niet Gespecificeerd 0 0 e1xydGYxXGFuc2lcYW5zaWNwZzEyNTJcZGVmZjB7XGZvbnR0Ymx7XGYwXGZuaWxcZmNoYXJzZXQwIEFyaWFsO317XGYxXGZuaWwgQXJpYWw7fX0NClx2aWV3a2luZDRcdWMxXHBhcmRcbGFuZzEwNDNcZnMyNCBDb21wbC4gbmlldCBnZW9zdGF0LiBlbiBjb25zZXF1ZW50ZSBjb25jbHVzaWUuXGYxXHBhcg0KfQ0K Geef aan in welk plaatje I, II, III, IV of V de kracht of de krachten op de bewoner als gevolg van het draaien van de ring juist is of zijn weergegeven. e1xydGYxXGFuc2lcYW5zaWNwZzEyNTJcZGVmZjB7XGZvbnR0Ymx7XGYwXGZuaWxcZmNoYXJzZXQwIEFyaWFsO317XGYxXGZuaWwgQXJpYWw7fX0NClx2aWV3a2luZDRcdWMxXHBhcmRcbGFuZzEwNDNcZnMyNCBHZWVmIGFhbiBpbiB3ZWxrIHBsYWF0amUgSSwgSUksIElJSSwgSVYgb2YgViBkZSBrcmFjaHQgb2YgZGUga3JhY2h0ZW4gb3AgZGUgYmV3b25lciBhbHMgZ2V2b2xnIHZhbiBoZXQgZHJhYWllbiB2YW4gZGUgcmluZyBqdWlzdCBpcyBvZiB6aWpuXHBhcg0Kd2VlcmdlZ2V2ZW4uXGYxXHBhcg0KfQ0K H4sIAAAAAAAEAGWRMW/CMBCF90r8hxtgbBQo6sJUqVTqUFQVpsrLQS7JJc45sh2igvjvtQ3qQDfr3rt73/nOyvpyrlAcq4LKMj+r0oj3ex0euSqFtSoPNVpHPocXy6g/dqtLEOf34o47chsav0yH8rm92RbJdu1cXS6TB3VkGluWYqmGw1z1aAulUap5vnxKkW6xhHcBIoE9ooDpoCDA4CMgewwPaAiqqIuxHaJuLR5qv4rlPYkP2sihoI1xWQyYPKz1j+MhDLKI7AG1S/NHJg0deTgYcR7FU4p0QromLmL0iRsBdJAWdotn2P5BZvDNBCVXw2BhNnvjajN0j/l0msE6wtNohCywRH7LUt3wPdRMtjDGwhjy/y0CY1w2ynVA09y0idiUoa8B06dysvR9mKixhQCPPoNXOtH9LLLXdui4KEj3g/iToZYkQF09WbxS+qZwnl8SlNnLEQIAAA== 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 1 True Figuur II, de kracht op de bewoner is de normaalkracht naar "binnen" loodrecht op de cirkel. Inzicht E1 Zonnestelsel en heelal Niet Gespecificeerd 1 0 e1xydGYxXGFuc2lcYW5zaWNwZzEyNTJcZGVmZjB7XGZvbnR0Ymx7XGYwXGZuaWxcZmNoYXJzZXQwIEFyaWFsO317XGYxXGZuaWwgQXJpYWw7fX0NClx2aWV3a2luZDRcdWMxXHBhcmRcbGFuZzEwNDNcZnMyNCBGaWd1dXIgSUksIGRlIGtyYWNodCBcdWwgb3BcdWxub25lICBkZSBiZXdvbmVyIGlzIGRlIG5vcm1hYWxrcmFjaHQgbmFhciAiYmlubmVuIiBsb29kcmVjaHQgb3AgZGUgY2lya2VsLlxmMVxwYXINCn0NCg== Toon met een berekening aan of uit deze waarneming blijkt dat de rand van Elysium met de benodigde 5,8 ∙ 102 m s-1 draait. e1xydGYxXGFuc2lcYW5zaWNwZzEyNTJcZGVmZjB7XGZvbnR0Ymx7XGYwXGZuaWxcZmNoYXJzZXQwIEFyaWFsO317XGYxXGZuaWwgQXJpYWw7fX0NClx2aWV3a2luZDRcdWMxXHBhcmRcbGFuZzEwNDNcZnMyNCBUb29uIG1ldCBlZW4gYmVyZWtlbmluZyBhYW4gb2YgdWl0IGRlemUgd2Fhcm5lbWluZyBibGlqa3QgZGF0IGRlIHJhbmQgdmFuIEVseXNpdW0gbWV0IGRlIGJlbm9kaWdkZSA1LDggXHU4NzI5PyAxMFx1cDlcZnMxOCAyXHVwMFxmczI0ICBtIHNcdXA5XGZzMTggLTEgXHVwMFxmczI0IGRyYWFpdC5cZjFccGFyDQp9DQo= H4sIAAAAAAAEAFVSy07EMAy8I/EP/oBl1cfyEgeEBAcucOCai2mc1jRNqiTtikX8O06XauESOR7bM57kS4VkSoUu8nI0Y1tWl5XSZEzxpYx3Kb1bCQplHFtlmg5DpFTAQ2C0d98ClQu0Jr7Pz9TMtO/Z6Z2amlKNGLSy6Nqy2NXKxGoHzw40gWE7AIUZMSQgcvBOe+8owIwLHti1S/xkPyNPg+QOZI0gzocB0fYBmy4B2ggdf4AfoSO5Cp8fRxlssYeDnxaOQG4LrzIDhcsYahIkEsZA3At1LsuU6PQ/yoF+paHY48h2xMeCy82Nmm6uq9v7slDTeCuLlVdQSVgcd4QB4gm4KOEE+QHgDQZPSSbrgMgiLvt0fvbHGY5Z4YFzjYheFUnzgT8cELeCYDwOSNtsar2pYE0sXsSEib0DP4uteY/OU7/orzcFtAF1tuUFob5ar6sg6Sdzos3Ns7eWtPCKiD25RDa/EJqWLLV6C48khNJt/1koe9QV9MM2f5VlSfkjP99Hr8d5AgAA 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 1 True gebruik v = 2.π.r/T Toepassen E1 Zonnestelsel en heelal Niet Gespecificeerd 0 0 e1xydGYxXGFuc2lcZGVmZjB7XGZvbnR0Ymx7XGYwXGZuaWxcZmNoYXJzZXQwIEFyaWFsO317XGYxXGZuaWxcZmNoYXJzZXQwIENhbWJyaWE7fXtcZjJcZm5pbFxmY2hhcnNldDE2MSBDYW1icmlhO317XGYzXGZuaWwgQXJpYWw7fX0NClx2aWV3a2luZDRcdWMxXHBhcmRcbGFuZzEwNDNcZnMyNCBnZWJydWlrIFxpXGYxXGZzMjYgdiA9IDIuXGYyXCdmMFxmMSAuci9UIFxpMFxmM1xmczI0XHBhcg0KfQ0K 1 True Inzicht dat T = 3,2 x 360/3 ( = 384 s) Inzicht E1 Zonnestelsel en heelal Niet Gespecificeerd 0 0 e1xydGYxXGFuc2lcZGVmZjB7XGZvbnR0Ymx7XGYwXGZuaWxcZmNoYXJzZXQwIEFyaWFsO317XGYxXGZuaWxcZmNoYXJzZXQwIENhbWJyaWE7fXtcZjJcZm5pbCBBcmlhbDt9fQ0KXHZpZXdraW5kNFx1YzFccGFyZFxsYW5nMTA0M1xmczI0IEluemljaHQgZGF0IFxpXGYxXGZzMjYgVFxpMFxmMFxmczI0ICA9IDMsMiB4IDM2MC8zICggPSAzODQgcylccGFyDQpcZjJccGFyDQp9DQo= 1 True compl v = 5,2 .10² m/s en consequente conclusie Complet. E1 Zonnestelsel en heelal Niet Gespecificeerd 0 0 e1xydGYxXGFuc2lcZGVmZjB7XGZvbnR0Ymx7XGYwXGZuaWxcZmNoYXJzZXQwIEFyaWFsO317XGYxXGZuaWxcZmNoYXJzZXQwIENhbWJyaWE7fXtcZjJcZm5pbCBBcmlhbDt9fQ0KXHZpZXdraW5kNFx1YzFccGFyZFxsYW5nMTA0M1xmczI0IGNvbXBsIFxiXGlcZjFcZnMyNiB2ID0gIDUsMiAuMTBcJ2IyIG0vcyBcYjBcaTBcZjBcZnMyNCBlbiBjb25zZXF1ZW50ZSBjb25jbHVzaWVcZjJccGFyDQp9DQo=