Random
Earth's Interior #1
Plate Tectonics and Continental Drift
Continental Drift
Plate Boundaries
100

What is the name of a supercontinent?

Pangea

100

This letter represents the layer that is thin, rocky, and is the least dense of all Earth's layers.

What is Z?

100

The Ring of Fire is known for this.<img data-fr-image-pasted="true" 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eL4Cbz++huoVTsad95+i/i+iA23Gi72sFikbctXrsIXn32G6Lg43HrnHbDZbbLMyyvsePett/HPfzyJMluFUwkhS1j6Reugy+pl+S4/dZuu1LvVasE999yPMddfBy9PL9gdCkcpFKcIKdGpzLGLtG2P4C8oOo6UX9aIM96N48YhPDREzQGa7pVjlAwUHfqOFRWhpLgEJo/Z+Pc//2E4ZqpxPZydjfcmfYBb77hVGMd7730A7330IVo1bownnn4aN950ozAT2j/gihhngz6dsi/6G10dOLDiWyNAPWXyP/rl1s1bYKV0YrfbhItv2z4Z8+cvwF8m3IGyinKY6cRDHk3UPYDdpk68kobbDGHiQixorZIkyBwOKL9kAzwmwGp3YMb06dKO/oMHodxmUw57SrH/R8PRXf8VAAFF6DnXXfceG7pM8rxCsBUFo9RO5L5582bExsRiybKlWL1sJZ59ZiJ+mrcAi35ejH88MxH+fn6wyfYmE0Bp32ySNeWw2VAOPgMlJ0rw4rPPISo6GiXHi7Fq9WpkHDyMugnx8Pf1RUxsHRw4cBgz18zG/vQMjBgxXNYky/X180O//v2EMeda5bqgEdZisQhVKS8vR2rKRnz0ziSMGDMG48fdiNJyO6wWrmVNeRRRpobvo0+nSOx/q5cn/IOD0bVbN1A6ZFqThXy3GZ07d8TE5/4P/3zib8guyBdEx8A/RANkaGwiBXAfug2wWGBi/6/wizjUbHbAYrMgpHZt/OfZ59CiVUuMGTMGZeVl4gtpt3FeERbKYZKD77BxftU8cMpLy1BRYYPFYobFwwPlHE9drZNb45YtO5YvX4mfFy3El599hhMnT2LhkiUS76F548b425N/x9133yWI/2RZGSbcNQHfzZ2LRomJsHp6Yf78nzBs2NBLSruhu3led8LodJfm4MS/0QGTg7TJbtDO02X6Y95TeLd07NJ1YsukVoIg6sTGokOH9oqYijjvgNVixZHsbGRkHkR0VJS0lKoccvKS5Hzbbkj24idqPAvyYLkKC+Pw0Rx8/O4k+Pr7496HHxApRjQCF6oN59sHd/7LGgKV61nN6cp5baBFLZ0b85Fqe6rrGzVpiK++mIo923bif/97BZ5e3jiSnQNbhQ3Z2TmIT4hXcBGXeEX8nn36WXTp1kWIJ7G9l6cnKhx2lJVXIDEhHtt37YbNVoHu3bqJtE3m97vZs+Hp5y8q9X17dgszHh4eDqvVKkwwpQtFV+0oOVmKjz78BFs2bxV1q09AAI5mZaFD505IiK8Hs0nttYaZ0fTUEmMjLSYztu7ajQ4dktGtWze0b98eEVERIsVT80b1LCl6dHQsvH288fo7kzDp9ddRt0EDJNatC4uHVaQ+MgeFxcfEzCBbASpJy2U9R36r8UplasKhI1n48pPJuO6G6xEVGYUpn32G9p3aCxMp0Da2FQs8DQ2Pk/D+VgXn+e3kiZNYNP8nmC1mDBs5Ap4eVnHME1pPxkNrah0mlFeUIT+vEItXrsTXs2dh9eo1CAsPQ5OGDbB+42b07NlD5hyV9WmZmQgPCUWD+ono3a0rDhw8iM+mfIGk1q3h4aHm5hUl7Z9iHKgVobmZkRU5lhSOuZYuxSv76FGIQU8keIdDSSMcfe7DNSbn25MmISw4BGFh4fjxxx/Rrm1bdO/a9cLZZnTwB5l9RLhqK4jMQQLP6oHPP/1UJIk2HTvCw9MDtgq1T1Qw4qUIWXebLiMIaMmrssmKAVDSvH5LWyTt9en7M5GRkY7uPXogKCAIz73wH0z/8itk5eQiLjoW/fv2gq+vN/alpYnoTLWu2WQFHJSwrAgJDcFrr/wPDz/yIExmizDXAwb0p2s0HJS8JOKZyIGCPNq1a4P2yW3x76eexQsvPgcfbz+8/vZbyD6SjcFDB4vEqDhvw4PfZkftWrXw4L13oeBYIV5/4220aZ+Mb6ZOQ4+uXWCxKsKsbe8iuzhMsDlsqBtbG8uWLcfosaOV74FDEXl6bSuVpVnSNWzUAE2aNsHX077GpNffwNGDh3A0NwdFJSdgdthxOOMA/u+F/yAgIFC1TwPxCr4TbdWKjMTgEcOxe9dubExNRYCfLzZt2oakli1gp3QvXJliKp0mnhqn+KoCtk8TJM4xSqE6/K+xGxPUrTaoXx9eXj54//330aZ1Eq5+dCTiaseggtKhlV4KDlQ4IMzmL6tW44Wnn0bRyRIUF9sxoH8/zJw5GzZ7hYz0lU7s2UmauzTjzVUr61dWvvDKl9yMt3To0mViqzZJIrGLAxLMonqymi344Yd5aFg/EbeMuwktmzXDoP798NPCRQgNDYG/v59YM893vhLhiOGAM5KA0oTfuNsqKvDqSy+jvKwU9//tMVFzcuoq05MC8CUHVXeDLksIKNOVYjqdz0RwNjvWr00RH5PX//sygoJDRK0ZGRUpMewbNm2Et157E5mZGfhmzrc4cOAABg4cKBKVEEtR8am4EZy7oWGh2L59Bxo1bCRwInMrBFV8WLRLNAOmmKV8essnNqyP9yd9hNTUjcjKOooevbojMCBIwVmYBJXPy8sLqampiImOQVREJHbv24fQ8HB4eXtj5jffoLysAo2bNEJ2djbKysrgI05ZVEUCZSfLsGvvbjRr0ULF5tdEguy9SWR8UQkIk2CzIbpuLELDI5F/vBB5eQWIrxeHa8Zeg3Vr16JeQj1ERkRclvPg3ButPBcIlzYtm2Pnrj2gg9T148ejccP6sMEOs0gwQnLVWQXUZjK4zblXdo45TGJWWDR/vshHg4YOhY+3l1D/ylYrJkSrbKdM+RwBoSFYumChzGM6in7w8WSUl1c4/UfIMHzx5VdYv20bPn7/A4RGRuCVV17D3/7xOHy9/UQbdCUTfI4baRWZJoUrOCwqNoas+XMcpYuRXEn4FKgNVYRMAHJ+Fgv27N2PI1lZuHP8OGWToW3dbhJ1ZW5+vkgRevvO+TSWxF5rlMQ50CD8wgiYTFi0ZCmKCvJRr1Ej1I2ujdIKSkzGvtdLVHVyPvBw5724EOB0I2+ppHqFfjWxZ0sohc/44kskNmiIjL370G/QQAzo1xcTJz4jdtoKRwUssOChvz6MPfvTMXjEMNFA2WEXhKC2j9I6KjgW7TskY/LHk3E0OxvDhw9DBaU+HhAlUfbo5CVPwkzbRWKQViAmOhr3PnivrEVn+9hc4XxJh81iL7eZ7WjXrh2ef+lldO3eGdddMxpffDkN2bm58PEPQGhEqEjd27dtxysvvoTHn/onrFYPbN6Yit379mLs2DEgk60lFdYurTOpPdqCLRwm2E0mBPsHYtPmTQKXhs2a4Yc532Hd6tXw9vFBTEzsxR3IP6o2zh/Djsu5VGFzYORVw3Hk0EHM+/4HHDt+HAMG9EP9xETDEYTBjWyMenRhnJ7P2G8HrFThm81ix6e5yDl/mJfMos0Bk8UMMyPxWS2IiqqFfz36MMps5eKMevx4MZb+vBQvv/pflJeXGTPZhDffeBWeFiv+/tTTmD1rNv76+F/FROWgk6fZouo5Y/suzwRCM2VXC0Go8AZXuOATZ5dkgTp/XQoPVhl8tsRoG2morbxC1PcP3nu3DBp7QYTy+ONPYNfePbjh+muFKSivoKcuu/77L+Zm1fxHJMLy+MwJarVYMHP6dCl8AJ31OCH5VepkKvflhsD5QUBNX6Up4vSjAxZnI7VdvBYuWAAeVDNq+HBR33l6eOLOu+7C0889Czttd8Yip1NUQt1YQaoswUJ1n4vtmxI0yzfBggYNE9G0eTPYKPkLQTVBGAQSbbbBBnGSU3lMyMvNU/bSsDDExcbCZqbjl1oLziAvNMkBsMKE+okJiI2uheKi4/Dw8MT4m26Aw2SG1WxCebkdxSUnMGvmLFxz+234+MNPcKywAD379sU9990nC5EI25UosHUOO3EA6zTDbrKjMP8YPnz/PbRt2w5NGzZCRXk56tauhfIKG4oKC7Bq5QoMGTJEPMPPb4Qu8dycL2K/pR8FB9gEPx9fPPzYo2Inz8nPx9Qvpsp2ZyEMdkr2JPr838BnNdxFaopoGuX2zJMnTsAUSqbPuORwRO68csBuAiwOE8IiQrBkxUp07tQB1PSu37wZ1910E8rLyo2+qs12lPjLy2144P574OnlBQ+rh/TLZKEJiHZtroLzow+6mZfinZK8PqGSkWrpzEu6paPWcg1dapeVCEs1y1jQDjPWb1wnznu0SdGzj6jvnQ8+FATWvmMnvMnn8nLcfMMNoto/305xIUiQD04PYS6UzTAtKwv7d+6Ef1AQuvfoJkiOjaGHMj2G3ZcbAhcGAoq46/WpCL8dx4+XICcnFw8/cK8gZ0+rVRzqAv38cejwYZG6Dxw6hJhatUTrpPbjK+bVRiQLE06WlcLT6mEQcrtwAl26dHOapGTtkU4IsVA7YRTCNOyBDgfeeett3Hjjjdi7axfmzp6D0WOuRnitKLEJM60sYJMJVjOQkrIetK12SG6P/v37CuGmMzht66XiI2CGr48PWrdrC0fJCTz5jycQ5OePl199DUePHkFoaKjEuiAMNNEnXPibPSOxt5isePP11/H+pHfw/Y/zMWhAP1m/yvHHxQ9BtipdmBG6ZEsRU4cdAmMAHla1W8LLapUdDnTKLD5RIowhmTNR4xOgAlM172qybxxDT08PeHt7ozAvDwX5hYiNja0U1MhVin++OliFqvq+vXrjhx/nY8r0r9AwMREtmrWQfaS08au99a4ttsPPz1+90N0RJsJSWYdr8ivgWSAm682Mt96dJP3s168fEhLiXdaMoqqXWnfFaU8foSGqO4sZO3bvxfVXj5JtPvQ95CS46/ZblWcnHPDy8MJrk95DfmEhsvPz4OPtDdoOfb294O3lrRx+BGNUIo3qHSc49PwQxCKMhzqgQb5ZLPhyyhQh8smdO8luAW4fJE/8ay9IwZiGbUCVXImkuLZoo6xUt9AvsYo1gMhNv+Nd21KrN9r9+8qDACehjLlBNynZO0yyXW7qlClo1bq1SCorVq2WbUf/98xEhIaHITQ4BG+9/Q5WL1yEseNuwuAhQ5yqPc43T7MFr776Gk6UlODxvz+htrZJ3HFjPnL2i+2da0QRSTLfVg+LijFhSPtlZaXIy85GYmICunRqj8LCY3jlf69jxKiR4gleWloKT09PGZfdu3Zhx5ZteO7ZZwTxCF2hxoz0xUStmUXWMBnmG2+4Xs1zhwMVFRVgOe+++Tauv/EG1G/Y0FgQaoXKX8NPgOuIiL912za47bY7EBsTjRFDB4tkTwcmVac2YFROF5ahUSBL4DqWqwoiMLTeldkuiyd2wWK1wMfigYcffwIHMzKQ0LgxfD09xUciLi6OOhJDl2PMM6P7F6ODHlaL+HFk7t+P9LQ0NG/R1KVaNRocOApbwtk57BgxbAjWpaRg5NCheH3SJEy44zZ17K8eRGcJLh3R32Sw9Q9nwkvzgW1VZMdgatlMtl3p3qTRRhqDpDm/PPPsc7j7L3eiYYMGeOSJJ/HEX/8KO5R2rOr23vPoOpvC+qVyZf5zaWhlwTqd8UYz6+qn0QHO045dukxs2bq1dNDDQrWfFUePZGHxkp/Ru5fagkECyCxK2jdh1dq12LJlC3Zs24Fgf38cyMzE/r37sPaXNVi/cSOS27aVPfsKp3FCVRJ33UKqQ5yNMRJILcZ7bnt67YWXYKsox32PPSp7jnUp7Aw7zRLUo94/rUURRdx1xVKTcY6zqGpFJcoipARnM1i+wJXq0iocgW61+37lQYBqORIg5XxDykgEOWf2t7LnvWe3LqKm+3buD/D19cWJkyewdu06JLVLQs9u3TBs1NXw8vNFSEiQM+IeGVIGiurYPhkHjuSgQ7u2qJAgLJXraOrnXyI/Px/x8fEyD7n99ZfVq/H5Z5+jXnwCpn/xJVLWb0DHjh2xaWMqhg0dImY0Xx9v7Nq3HyEhofh6+nSsWLIU3DdfN7YOfvxxHq6+ejQ8PSyyRZArT5hXkwknTpxA1tEjWLRkmTi+BgYEGENpEu9rbvRbAnYAACAASURBVLcKCw3BkZw81K0TK0vHOdbGmlTrjYsVaNyoEeIbJOLgoSwsXLIUc2bPQo8ePWWvt0iB4tBEAqIYGqX2VniLgr+ymBD2zkVs1GmcuS4YSVausxmX5IPQSDNWrVqD/7zwPBLiE3DD+HFgbILlS39Gzz590LxlcwMujMr462Nka7RfZPRgQUFhAbZs3Iiso0cxYOAg5VAqGNQYC40LyXyaLWKaOn7sGIKCg7F771506dhJNBYynwxntRpt98Uq3Jif9JwxwOGkKYpLZoA5RVdIdyTehd2Ofz/zbzz1978jPr4ePMxm8ZGpMAMhQcFC7Ywlc969UIo/rjnFJNNkIAyJVKDwiVRimCBVOk3bdPWKwIrTHnlxEt9ly1dg/cZUWH28YS634YZrRzs9dYVrZzqLGYcOZ+GFF18UpNShQweMHDZUFq9Y90wmzJg5C5998QVuuuEGkRxYpV62+i7NZ6Gy1jnBaNOqVBixTT/Nn4/iomOIb9QIsTEx4lHM9OIBqY9ulInHQlTJ7L7aU2qUTZujDKhJOcgQaGSSKNFZ1Mlg0gyDeZAGiUlBzpLUWEleu/9cqRDgnFDzj/O7+Hgxpn4zSxjNJo0aiKS8adNm7NyxE7UjIzBv4WL8/e9PYvHixfhlzRr4+Pnjrr/cgYoKRaiIG3bs3IU9O3fitptuwOIlS3CirFT8UThLqaPy8vCQffpmqwVTp07D4CGD8OnHn6AgrwATn/4Xvpw6DS1bNofZYsX6lA144LFH8b8338SjDz4Ieg1s27gJ2UeO4J6/TMDmLdvw3/88D+tDFnEW/McTT2DAoIFiUz1ZWorrrhmL9PR0fDltGk6cOIncI9nYuWMHggIDMWz4UMMcYUZ6eiZ+nL8Qo0aPkt1jTt8ADjsbrpaUMBBy3pYDqBNbB+NvvgmTJr2PoUOHwNvTCxXckiVE0Fjtcioftx+KC6JoG2QNU2NAys8FaOaebWU6dCUoJI6KKb+E5x5RBRyifZk1exYGEx9aTAgI8EPu0Wy0aN4MJ0tPusBPkN5F6xBHgePVkxFUf/gRhzMPYOvWrWid1Er8RmSjHe3PatDU+JIpMZlkfjz/wn/RSWKzqGiLMh0EX4rXiRO3X7QOXeCK1DxX85MTV0XAVISUzusSZVIcLGmOM6O4pBgvPv8SXnvpJac5m/Rr/dq1SGzYULRfcChfnAvRVKFpXCISL4EwZyvVf2QBuGokJo2DjpIMeGUIraSNoq3kElM779geS5fu3Sa2at0KHp6e2LVjN/724P0YPnggwkLCZJXL4ja4CWbw9vJE33790aNbN7RNaikDzkaQ++G0admsOXbs3o0du3aLGlKaZrA7WjJ3VUlwYqnVQKRLbyWTBIZ46YWXkJ+Tg+tvvUXZnNhRUStq9acCp1MdSsJOhoCdNIqUM50FQhaR4gxMJM/iEGWmU0nlVkDJT9UW31lUIAVVi/vvFQ0Bw57KacNIkx2S2+FaEsqDB5G2bz/mzP1etjI1bNIEhw4eQoMmjfD6f1+VMLjbtm1FQFCI2GkDAwLFMOXl442tm7aiR88eaNS4Md57910kt2+n/FTo4Q4HYuPqYvbXM3CssBCbNmxE5x7dkZmejvfefAtvvvUGmjZvKo5Wu3buQmL9eBSXnBQmeN/+NKRnZILBsjq2b4+oqCjE1KuLVDIl23egbt047NmzB4yzv2bFSjAiWlFxMdasXI2BQwZLgJz0/Wlo1rIlvv9urrTv8y+mYv3GDbhx3E0imcqaEEbZYLAFyciqkGkgRJjAAvDDDz8iMjQMI4YPRbnDDm+rFSfLy4WrppbM02rB2pT1srsgLCRUtIQOMuKGBkDWNLetEXIUXqRcYg3y8equarqE/1LyM5tx8OAhLFm0SIIWcS4smDcfAwcPkvHW0JOtlkbf9bua7ZkaKC8Pb+zbvx/7d+1CdL04tGzRQglDgn0Z9VGp9sl/0T+KuJrt69GjG+rWqStMIPGpxrccKA7XZX9xjun17yQdjFbpga9nfI38gkLE1a2L3IJCzJwxE4sWLMbrr/xXfCKk7w5IOOGfli/HIPrMGKZhwk879J0PjNQ6UPSVa0WtPcUsy7OhdeBgcrxIBSWdmaycSWJ/0NmW45qTnQ1LdN24iVu27YR/YCDCwkNx9HAWEhLqqazGxJRi+MwCzGb4+XiJzZ4Fy6RVYrXiDh02+AcE4snHHkPr5PYIDwtVXDydWwxHOwGGwQRIRVKyUGuh2hmZBzDlgw/FWe/u++5VSRQmMIi+6ho7qQDAJBo5KPW+1nCQS8vLycYnH3yCtWvWoF27trBYPLF7924cyy8QJyWjNGPSu6pD1GIxGuC+XYEQUGNPEiy8JlYtW4HFSxYjJ78QX33+OYIjIrF6+TK079QJMXXqoluPrnjv9bfQNrkd9u7eg1FXX42sQ4eQuXc/lq1YgdZtWoOe/Iy+tXTZMqxPSQG3rHGbGiX/2rUiwd0tUz75FFYPD/HoTkpOxvGiY7jhuuvx4w+MoT8MPl7eKDpRLLH66zdogLi6dWBzmFCrVi0MHTkMK39ejtZtW2PKlC9EYg8OCJBIlHfcdSe6de+O7r17YeiI4YioFYW8/GOIjAxHp86d0bJVK3Tt1gV169TBsuXLsGLlKnTs2hl9e/eB2Yilz6UpToTCvigIaULFZahWhfrbpHEjfPvdXMTVq4fQoCDcc/9DWPvLWsyYNRtDBw/Gv//veRw5egSpmzZh0eLFaNe2DXw8vZRSzlh4ZNJFsDCkFW5ZI7m5XFhuab/dgbZtWmPBzz9jc+omBIWGwCcwAI0bNxY1voYZ/ZAk9LHmbWp6TcnE5rY7E3Jy8rBpfQr8/AOEGRXtpjHv2QxiUCH8/MAGkzmVRIbHhbFInIReftd0B2q2fKEa7CsnPcPMm0zwtnpg6rSpWL8+FZ07tMe0r2Yg50gWrh17jWxzNYieMAXHS47j38+/hMTERIlkSRWBEH0RTlWx59UDLd0LLVY7AEjARbCVZstACd0kbS44dkyY/xVLl2PFqlVYtmIVIsJCER4WhpzsHFhGjBo18ZEH70dmxgGxIfbo2Q2R4ZFGPGBVmJB6wQKK05AgHAZFZQrZU2o0iMQ8Kjwczdq2xTfTZ6BL186qv5w4MpEMIu0KBcNhRDgSqwVvv/kW0vbsRZc+vZHcIVnyST1GHkXkK98obkptqSIg+JtqVC8vT6xdsxY/L16Mhx+6X7id7Tt3IjvnKGZ9/Q2mTp6MktIytGjZUjEOnOOMi21IFr9mTFwb7X6+EiDAWSSqME5jIsW8fPFS5+LwDfBH9uEstOvQQebgtCmfIyKqlhyOQ90aD5AZMmig2OGT27YWCTwsMhIhIYHYvGmrBF+ZcOcdmPbFVKSkrMPaFSslPGnHDu3RqUsndO/RE0ltk+Dv74+Xn30W9z/yAAYPGYbCgnyEhoRIOOv8vHzE1YsTAkiiHRgUJKa17Nw8OCoqULt2Lbz35jtomdwWo0ZfLSo/UVOK058D3t4+iK1dG/UbNYTFQoYdsr2VW17rJSSgd59eiAyPkPUuSF78V5S0LYidjLrsjLELoSIhFpgZ8h0dADt17Ig3Xn8T+YUFyDiQieQOHXH4yGEsWbwEV48dI9qN5i1bSiyDd99+B5u2bBE/HxEAqEmQWPSGhCKCgBIuLg96oqQn4iQSx349u2P77j2YPX06rho9Gr6+PkJK1VoholbRFbV4UtNrSNmAFa4sLT2JX1aslLlMbY8WwATkioo5x0IovkaxhlZKaWNFiJRmi6bGYP9quh81WT7HgrheYGV34MWXXsbBg4fRqmVz3DBmLPr36YnkdskIYLA5m1oH+ccK8eJLr2DBoiUYe/0YtGjWTMpgIQJP/jHW0nm1nYtPO/WKgKuYEzm/gXWQrIqJ2yzj+cbrb2D//jTce89dGD5wAPbt24u333obR3NyQMdjS+du3Sd27doF9esnYFDfvggLC1Ne9gY357q4ObaieuM3Em8tRvO37D9UBzRkZWdj946dOHjoMJJat5KG6Ml1ys67ENiioiK8+cprIm08/PjfZEeAgWGUFCCdpLpE8ZmsmpOTMgFViPxdVlaG9956F62SkrB92za0TkpCk8aNEV+vHn5ZuQp79u3HGNoq7Q7s2LYdxSdOCHJmzGhPL0/lrSpwPQVzcsoOuF9ethAQ1aVST5LMJCbGi2d+2+Q2iI6qLV72Xt6eyM3ORlRMDEqLT+BITjb27t6NWyfcLoSZ6mkGE6X6ffXq1ejevSf8Av1FtV43NgZ5BfniBNWxYwc0b9YUh49mIyIiUg6t4qlqb7/xloShPVZ8AkXHj2He/Plo0LCh+A0cOnIEzZs25tk7yM3NFcdBTnLGs9+4cZOE6m3YuCEqym3YsGGDBE0JCPQXlTnXJB0Ij5eUYPvWrcjIOIDNmzYjZdVqZB3NQVlZqUT9Y2hQ8UqmYCe7qSrJkfDp4uGvov4JYTMYY6434gciy86dO+FEhQ05h7JAQjD+5pvRqUtneHvz1DiuULtoPtp37ICgkBB89ukU5PG4TotV4RxZxVy9VCEoBCyM/SU/sZS9VmQZswM8v2jZz0uR1LadBCfz9fcVXKkYJeUrIgRB+qUpas11UnbdGdVQxbxsyTKUlZei/6BBYp6lHYXj51QF68a54HcSQkH1QhFF/WNECaz59tccZCpLFsGOMSpKy/Hll1/iwfvvxQ1jx4CMOUNj2x1mcdalBm9fejpWr1uH7777HmOvuwY9e3SHl6e3+KOIyUOFqTLg6dSFVFZ2zk+VMGY7yXQJsSfnzrqsFuTn5otfRkZGBry9fNE2KQnJSS0lLkRYVCQ6dOyIZo2boHNyMiydu3ef2KlTB1nwdKzhJVsKdNhH5UYrXIs63YlEkCtYTV5ZnAbXr/vi4+OLRx/7q2z1GTpsqLz+LQccWQwOs3iyTv70M2xKSUGr5GQ5CUznY2ctejKKc4JiOAgOgweQO1FVcfFxLJg/HyGhYYKYx44eLTHEOSB169XDimVL0alTJ4SHhSMnJwd/58lfR7Ix97u58Pb1lbPF9+3dAz9/f7HVXB6IR0PffT8XCBDVcTrxzkvhPiW1BQYHomHDhsjNzRNPeW5ZmzljBrLSMySU6Ijhw8C9+QcPZ4lnP4le2r402amSkZ7p9Nq/7tpr0KlTRzRq3Ai5BflymA3D63p4cH++ilrXqFkT0O67dOkyDBzQH82bNMHcH37A3j170K1Hd8ydOxfrflmDvPx8JNZPRICvnwS3GXXVCCQlJcnWvKVLV+CXlSuwd89e7Ny5S86/WDh/AbZv2yo+OZ14ME7XrujSpQsaN2qAA5kHsGD+AgSHhCA4JNgg3gaxdxIJAqXSzkkYMQXbLUTOhaKEhQaLqaNpsyYG0dYuRoqQC1lxOBDg5482bZIkIt+UL75E3z69FdHR65t1aGFCDcul/dcwc3BnER30evXsAT9/P8ycNRutWrWSvikBxdj/eTF7U0kvJAjT0kWLUHz8OLp07yZqXsG9hmlUCJ8xrqIylkWhtjRXEe60gOY071zMDl3YuqiV4VSj5uXH+fPRMbkdGtVvUBkwyiAuzz7/gpxWyd0XHTp2QPvkdrJ+CTMl/NJhjuUoXwhhcS+EhK+WjnRazC1C7xRDvDF1ExYv/hl79u5BTO3a6NS+PXp374qGDOfM6IncNRAQiDox0YiuHYWsw1nq8Bzhqp0oTxFQJ1gFA6o+VS5CziISfTWbNEFUd0pLdkz++CM8OfFppwSg0+hypR8GMBWKIeCAJT/9JMhk2FUjle3LpQ6ZfyxAMI3GzoKBnM1xfrI7EB4RjqJjRThWdEz2w9LHMSIyHM/9+1lRTy5dthzxifUFoREJ/jjvRxw8dFCiS9HEkZ6egaJjxzB0+HDxRSCDS+6Kl8s60l1y3y9DCHBeKglUDapShxszkoFSHACl/YaNGmHjxo1o2ToJzRs3QsdOnWSv/ksvvYyMzEw8/sTjchzuVVePwoFDB2VrGyWGsLAQsedTw0U7+KoVK9F7QH98+N77aNK0KfoPHABq2KglWLM2BbWiItG5U0dxbjtw8BDqN24oe/h3bN2GF1/4P3z2xZdYtnSZ2OBrR8fA28tL2ki1fEhQEMLDQsRzNyggAG+++pocNvXyq68gODBAAlaJt7zdIZqs/v36on6D+pi/cBHiExJkZ4KW2nkiJhlsWU+nmexqaaqPelUQARrHwLusEgNP6PnBdQQgLDwcFWVlopHjPnbWRblFPCoMb2Od5dK9G7K7yYzPvvgMP8z+Fk/88x+yFZPmDs4vwX3snKG9kI4Kvj0NYGugsyIwWa3iq8UdHhR06tdPrFKTxtEGWja+GVRdI1+XJguvV6WES/OHZmQUMapsI/vLOc7+ZmRkojC/AMnt2kkCNWbK3Pf8Ky9JSOx2bdqA64LHWyufE6MsDTDD0VVTB21nr6zx3J+kaMKcG1rU4oDJasai+Qvk9Mwbx45FrdpRsJp4AJbdyagYcrpUKEyJotia4J97Q6rmIII0AjcYcaVrRUbAPyDAqR6vmt4ACRcBsS3PCTebxMaQe+QoasfGonHjRs7GV8/7q98sQjxLVQSFoOAg3H7XBEGwHDjaSA33QgkdWWHMVCLXWV/PxNjRoyTYSWBgEPr17iN7Vnn4xd0TJuAf//gnFixYiOjoaERGhCE6JhYBfn5i71FL3WUF/Kph7heXOgSEyGiuXAQwrU7mGlNOTDzylfa70rIylBQX4+dly4VYhUdFYtmSJRg6fATeeecdkACnrFmDv9x7N0IDg+Vkua3btqN1q1aKeQWQX3Qce3ftkahcqambMWjwINnfTHxKRJJXUIiysnIJ27t1w3rcfOt4fDNjBu697145y/ym667FG+++hwpbBTxMJjnFzGoxIywiHI//7RHRtVESYAz3Zs2aIiY2Bn5eXnIAkCjgDZsft8SRAdmaukns/CRCJPZcmWQKiAiJ3FhWTVzCGDgc4mdTcKwIoSHBYpZT24xqosaaKpMODoDD4sD111yLgtxc/OfpZ3H1NWPlGGNNRLWEQC93wtjpBFlTzXIpV0vxHMugkGCJFllQUGBoaTQld8lwJT2KXGqsacNWzzHhtGZsgszMTJwsLcf6tetw263jYRWHUc55HpplwycfT0bt6FjRotERV4inmJMdsj9fghXVILxkdOT0WrvMs/QDmchMSxet4313T5C4OZxPXKvSKT2c+l6tbZYuotLvWO312f8k4EQtome0gSA+/XKqnKqXmJBg2IhOU6aRnsd2vjfpPRxIS8egkSNF+qEt8JwuiuAG5xwSEizBSQqOFaCkqBjxifHYsWOXeFLXT6iPud9/D6pd83JysPjnpdi3Px2t2rRGVFQkvHx8sGP7TglANO7mm5DI4Chw4HDWESxcsBBtk9tKn2oKGZ5Tn92JzwsCnH4iAYiaWmut+FI5q6nCFbvIIButWrbE8ZMn8dGk97Bz5260Sm6PFct+llkXEB6GqLAIXH/NGOzPSMf7738sJ9R5eHtj2arVmPfjPJGoWyW1RFlpGSJrRSEurq44SmnEkZmeIRHO1qxLARnQFklJOF5cDD9vb0TXrgWrpyf2p6fLHvhFixYJI8rjcNkPs1mdc06ExtPx6sTGIpDMrtUqvjd27pG3WJS7ncMkmomlK1dhxIihsmw0zmBhhInlIqjVI6Ii8P2336Fjh47CRHMftNPGUjO8xnnNl+qZZe4wvLHNLipeniWwNy0NTZs1hb3CJicTigZJUBm1n7pTF09coDhGHE1itmXrVuzftRtNWrYUf5JzxLDVu3/J/+a6EJu3OHOzuYrY82nLpi2YNnW6eLFPuO0WREVGyhzkYvjsi6mYOXsOfAMDMHhgf/G3kXVB4ZQLRYuQBv2qaUBYGAzJZsd//v1vlJw4iQfvuxt+PjyxlvirMl4F5yOZSbn0VDMal5V15PwlfNoKGLBEVBx0XrI78ODDj6B1cjIG9h9wFlI6XaWU4wgDkhDYvv7+4pWsVF/VWl0dsgr2Rgd1WoWwHA4bevToga+mTkNAYADWrV+P2dO+Eke++o0aiVRPKa1WTAyGDx8uW1dElekABg0ciBUrV+Dtd95Fn569EBQQiLKTPDq0mVLRsaWs7kpfMdXhfQX+FlOVEeecqjOLhUys8oBVymc1r7iwyu0mdOnSCc2aN5Mtdd9/9x169+uLa8eMwbFjReJE983s2di0eaucV9+hSyeUnSgBiXxorx5CFDivW7drBwtPoBNqoEwIsXVicfMtN8takoN5LHxvRreuXfDZ5CkoLzuJrl26o7y8HJ7ePuDxvHXq1JEtb4x8l3nwINIzM9GrezfZW0zawtVl4SS1WLDgpyWyA2DM2DFi32NwGJ5sR+2YUj9T/DcQIv0ajLbV1JATOTFuwJH6R/Hqa6/hsUcflmBdEkhEWq7Xc0214PzLJXNFbQmj05XbbEg/cEBiyyd3aI+2yXaJOCo0gTjYCD5EYsFLXp1/E85YgiICqs6AgECRBI8fP25IhFc2AqMPGIklo8SQYJOHlW1zFhNi69ZBREQ4brt5nGw3V2nNOFpQICYvHkndt3dvMT8p7RePFHCocxMu1tSk9tpixpJly+Fl9UCbdu1xz+23ivacJmoZWyNuAieCzEfFBhgEqur0kFj6VV+d2y9uZSIEyVUw4MaUL6cisUF9OUJUIKtaoezupyyanvV2cTKIT0yUM5jT9u8zKOlZQFVWEzkc7lGkWlJVovkAHhoxdPgwbNywQc4RH/eXO9G2VRL8gwNw4kSpeE8T8TE9VbeU2u0mBzx8PNG3Tx9k5+RIRDWrp4d4bTds3FjtYlDY9JQ9cr+8nCCgGE6LxYwym00cPg8fPIwTJcVo1qK5ODpJSCnRxNKe6ZB5wtC03Oa2f99ePPfss6IWLywswOtvviUqwPG33ixSQGRkhCw8ynO8yEjILnO7TaLmqQmrTFFsSYWcMqZiVpDeKjkQGD12FGZ9MxurflkrKkg62sbFJ+CZp59BRloarr3hBiz4ab5463fp2EEQlq2sAivXrMHWbdswbPBACfLz07z5GDN6tASWIrOek5UlR057iATExcNWUCwyibf9WazA8xtsh0McGjesXw9buREtzFUNqxf0+dVSc7mNEwRJ9HlI0rhrr8X69RuwOTUV/oEBqFevnmLqhN7IyCuDrCEh1lzDKktWIFRCEDU/ZDhPlJysTHAFP9FZkiYqMfmSqdcznMJpeTl2bNuGt95+F/fcc5eMy8q1G/Cf555Dnbpx+NvjjwpBlUyGKwNjYQjJc6rDahZ4bDEZkV9WrJLQ2LfcPA5+/r5KqmfVhjaOhJ/EXi7jWWGcqu07b4JPYPAYxJSUFHwzZw4SGzTAqKtHqXr5V9QfVSut+ks1i01t2LSJfMo6dBgeFivKePzuGS6xiQnPwRXFxJzYCnFI1Q6I41Tvfv3QuzfLY8xkNfl5ihQP/VGOeJRsiOT4TUX+qoAd3Ko3ZMhgKZpaDHEoIiIWoKr6ztBE9+dLGAJkVHNyc7By5WoczswUdVmXrl1QevIkpk+djoGMOhkeDpNVma4YkMYI0yP8bO/+/fHaG2/Bx9cXxwoKJKxtdExtOeJWgnDIWeN6HVBstqkIcsYcVEtU7Xsn0VCOcioACL/RqkUG1MfPD6OvGSOhf0OCgyRELwPoNG/RDLnZObIFsE1ye+Tl5WLS+x/BVl4meKqk5AR2bt0C3sMjItC2Uwe8+uZbsiOmvKxMTs3jkbr8j/VQ4S9okctEmZtrdPS4pirsdnTu2gX//NdT+DcP/jHWoBOB1WgLzq9w2dEkp+RZMGPOHDmJsE/PHuB2y7nffo+77rlbYOswqVmjalOjfn41n0tu5ZdhNlnk5DzmLCstPZcCLuu01OA5d3sJjSRT68CxouPi43LTzTcpc8e2nZj03nuIqROLISOGydZwTew1600NgeL9hS2uebgYTp/de3XH8iVL0aNLZ0W/hHlRAghbonzYDBLP9XOalp0/wQfEkWnyl1Px2CMPi/Md1eKssgqtJ/dR5YVuEZumkEy9uLrScNrViQTO5uJgCvFVNQrB157GKj8lMr7m+cxmlJw4gYXzF6J3n56y7Y55pV3GLkPa4oQrZGaq4ETLyf5UKncVsTf2IJ8WtGfTeneaPxoCnH08J/xo1lE89tgjKDlZJjHziSB27t6Nb76ZiVrR0SgrLxfP+Y4dOogaUBhNmCREaYvmzUEnKAbFIcGmWUtJAWp7Gbez6m1ZcjfWQSVB41kPxh5bQUicW2rJ0jPXTKcdOyQGPwL8cZRBgfz9EeDrI34ywcGhaNi4gZxZX1ZehoqyClh9rPAweYAOfQwQJGeVC5JwoOj4cYn2R69+0Ywxqjq1/gbRF0LP+rXEUIODRI0anRXr1K2LLZs2CdPOvc9kxLjmToe4arBJ51S0gMjmQDnsWDzvJ7Rs3w5HDh5CcnJbWBwOnDx5QoQK9kfJlwqsp0SF51TzuSUmnIkrbRVEhjy+oNKb4NxKutxSCwJX2+WUVl9mlc1uksBwMbGx8PfykjDavn5+4lMzYcKdYjZzzj8dlEdmIzV0lbSgpqFBhp++bNxrz1M6bfTDkX6QnhJZKMJFmqTokmImXZ9d22hY911fndszI3a9+NprcngGwzcydrdCepSyyYGoBjiJfbWZrpyVlCo+ODBIJJlj+XmCYM+mJWKPIdKQqpR0T0xh5wHV+jJ6SU5o06ZNyEjbjx07dspXQbrGRmxpqcQfUAyLfDMcB1maoGE6SPAwBZHzXOrQdbnvlxUESNgjoqLg5WmFn68/IsPDxDuX8lijBg3Rtl1bzPjiS3iZzejTozumT50q2+w0sVZ2boiDHec98/GEBteZodYBVyn36ipG1umPKgmVdoprwSrrWOUmkiahoOc6GYw5336HGVO/wrr1G/D9t9/i6xmz8MuqtcjLy4bdplTwnh4e8PH3gYfZU4hnV32MKAAAIABJREFUheHEQ0TPg0AoUfv5+SE4KEjGie/YWGHQiT/YPHHWM9ZtDY+myL0mE4IDA9G0VSvxJVDEXrM8NdyA8y2eCJkRDEkEzCY51fD6m25AUXEJ6jdtCsYkkTEU73xVWTUUeL4tOEN+pbmkBEimNevwYSEMZE5d5+gZCrl8P4ugaciaxpQmLDZt3oysQwdlvlmsnpg6bTpefPllxMcniDaAaQRABJLge2Ym06Yu/iJRrfFLKgKGDRsiIet/XrpSxcFhxaoRlU3QtFaWMD/++jp7Cd9g+Cv9eJRzz3fz5ouzytxvv5PgINzkP27cODz33P/hX//6h0gSRI4iiVPCqAYkhfhEbymnbQWHheFQerqc29ygQQMV8pOVircFuR3jdCABv+606rsgLuF4lGQl3TUAxnptsEvQj8yMTETFZoDSUFzdOPF01kOnEF8lsFzPNSaHTomIzIuS+X8NUPebywsCnJuenlYEBAZhw/oUtG7bVnVA9r060KZ1a7z9wXuICguHp4+XnAL56eRPcdttt1WGo5VtoWL2hlls32QttTyn56iaiFwHEl5VDPTidiOStWYgZsycjXZt2oqqcduOHdifnoZBAwbg8JEsCQj1yMMPSH4eVX3kyBFs2bYdC39aJNutBg4aCAcJuCAohxB3mgk4ty0MoWcgApnDoPORmsVSt0gSYhuryq3U8HASUoIDGCQkJARpaWly6Bahp5j5Gm7AGYpXkpJyrzNQSWUOGXeFK+h7UatWFKZNmy4x1ZOT20kobx3MTI9vZWaXJwLA6QGsNJYUlCqxUGVajmXV98aYES9pciT2ZoVz6Zd0+HAWUtalYNXSZTiQliYnKcoe/Gq4uLKWK+hJ3GNkg63Ah3M/Zf1GbNuyBZ98/JHEI9i5d7ccQrVu3ToxkXHFOMdaHjR1cHnPcTAIrEpbdWTUvDGkcLEDKNrH7edkukWzZYyYjKdRIRkNjT1OlJ5EztEcZGVloaCoCBmZGRg2aKBB+XSbKsdKyjF+/vqr+nCW2/IUwZUuGaVSNV6QX4DPp04Te3t0TDTycvPg5emJTVu3YevmTWgl0bS8sHXzdmzYtEnSM769j6+3sX9QE2oloXPbyPIVK5G+ZzdycvNwrKhIiLGntzesEhtcIQcRQhSPUG3yV3be9UkB1CxHH9Kz+VBWFrokt5cjLH9esgTBIaEIDqbEQ65GEXRODNf+upbnfr6yIMAFtn3HTjRv2lRU5JwHwlgCEsqWQWxMHhYhQLVqRaCw4Bg2pqaiYeNGwsBKTHHx6lfzx0RTkCBghRRIuKha/+TjT7Bz+05s2bpN9vVzTzTRNBFAYVERpk+bjm2pqeA2vhVLl8LHzxf7d+9BrTqxSN2QilVLlyI2tg5iYqMFKfj6+6F+QjwOHDggQX/kvckizPKcmbOlrm1bt2Hedz+gWcsWVHuBZ0nwZL3lS5cjODgYhw8eBM/JzssvhI+XJ7x9fJVWTjj7izPOmjWqGx+Hed//gE4dOiqbq2gaLk4bTleLYo6IcZTGQZgTIhQHcPxkCb75ZjbCwkIRGBSI7l27ITa6NlJS1sshJsSJZ3cZSNUgACT2SuFOAkMGQNWu56TgJcFVBrOkCY8Ed1Lb0LgFa/my5Zg25QvMmf411q9eLT4moRERGD52DAYPGCC1aaJ1du28/FJpza9iwM2y1XTmNzNF0DtwJAudO3aQcNhvvPY/9BkwEIxGKYzm2c490SDok/EoEFrEfEC4CtEngdc72QxGQhF7Neb8KwwAzLLLhhroDZu3YPWqVdixdTtKykoR4O+P+vXiMGLIEMRE11LlukjzZzsq57Atz+A6hQsFjubk4s133oavfwCuv/5afPDBx0jLyMCAvn1x0/XXYvfevRg6bAgmPvkPtGjZCo2bNUarRo1xJDcHy1auQt7RbDoBY/DgwYipXUtkISI+BjqQPcVmsxzA0aplC8z8+hs5ieto9lEEh4aiUf1ECY9L2ejUPHDV7uulJDsB7A7xdmQQla7du4ik3iAhAR9O/gwMmyqqeqpcnX4BVcty/7oyIZCbly+BbhIS4g0CTgRryOiizXEY52SbZTfJyGFD8eBDj4Jx4SmVmu1m2Ew2mCUuuaG6V+yi2P3JyK5YvhINGzTEVcOHITc/D+9Oeh93TLjd2A5nkhC9m9etw/OvvoK46No4WV4hBPixDU+ibkwMNmxMxYOPPCzbcRT6V579GQcOYNfu3TJ/uajyC3KxdPES3DZ+PMIjwvDL2vXw9fVD0bFCTP12roS+TU5KQkZEBL75eoacHhkcFIzjJYXYlJoqc79/v35gWGHpwkUYcjF5sDsOiFNiBZ1mLWaoUN4XoQG/UYWaBQZy1sgEjFTogRcnvihqcoYxvmfCHeDBSbGxMcI0BgQFnDNiVvhMeVsrJzO1XVkERAPbOZtAhpIaUzMPRDLhZGkpDmRkYtOmzdi4bh0OZWaiuOi49Izq+6Tk9ujWqyc6d+qE0JBA2VomfTudKPgbMLmcPgm8JEwCzWP0eAeGjhyOt994G106dUJFeQUaN2qM5m3aoE+fHoZDLYGi6MsZwSPMPRkvUaug8PgxrFq+UsLvcl2JI65BT+gjQ2aOmmbSO15kCsgAWKxmfPLRx7hu7DXo2KYtomrVgq+Pt7FdUPRdBkbRtnqGflC744yizup2Vip94TDJURgaimnTp6NHr56Ii4vD9z/Ok72Jf//ro3JADU8TSohPwPKVK3EgIwMdO3fEjaNHi8c9nY8Y7J+OB7fdcx9CggKVWoRqR4Oj4qlevNL27cOEO25VR04uXoyEenEICw3BF1O/wqjRV4Gq/7NBSGrAlKNFhb0CG1M2SHjJ9ydPRmhIKMKCgsS2yUNLuNfeQZWKsb1P+BvniHPqGKURDs73ZwVnd6JLFAKcdqmpqeJkRXUa1XkqvK7rABM1Kl1q+clSfPDZZxJLn8xoQGAgrrvuWjUhmEg4b40sGK2rAi8//woS6idiS2oqrhoxTPbrkzAoS5VS8XFxma1WbEhJQZ3oofDysIrK/mTJSVVkhQN16sSiVlSU2hbq4KEtDixfvgL16zeUWPqlpSfw7azvcPXoq+RY3KKCY1i+fLmocF978b+IrF0bgwf0h9XqIU6GdC6LG3UVunbpJI5AZKJX/7IOixYuxNVXj5Lz7YmMavrS4YzDQ4JF+/bdt99hxLDhcDAKj+sw1HRDTlE+qydSJu4jQ0fCShX5wUOZcrzxrbffhuNFRfjfW29jYP8+WLN2Azx8PJDcsaNT5XuKYqu8UhIfazJ8g4xtVcrWobT9jE3A79IOjonDjsLjRdizaw9SN6Zix5bNyDl6BCdLTojgEhgcjJZt26Jzly5o176dxFqn1ElpUtybiHMvwthW6egf9YMKakMFX1pWitUrVqO4sFC0dNdd9wOaJbVC69atERERIQRamknm/awmn6ItDGtLLfT3386FxeqB7+Z+jxuuu9ZQ3atYDfTkpS8OCb+e1sLsOiCHWdGU16tHN9UGY289g+3oRaDmouFULqGvK30Kzha0Z0XwdWGcmEtXrMS8H35AUfFxrFyxEoP69cMDE+6UJAw9yElFTiqqdi1wMQwfOlRs/JxctKKXVdjgafVCo/r18f2P81E3NhrNWrSAj5eXxAampyS5okOHDisMazJhQJ8+ohGgQ9F9996Nl195FXf+ZYIciKPbdrq7UokpFaunpyfuefAe2cd8rLAQBXn5yC0oQFy9eHh5eYs6n4EVlNVT77/QJeshchN7DZEr4m4yIyM9HT27dZVFSOKjiJxanJzPRLZkBvbt348vpn0liNLbasEdt4zHJ59+BgYxSd+XhqYtm4Hq/KwjOfD185Uod5SyGIo5JDgYwcEh+PsTT6JefCK69O6hFraBdH28vfDvF5/Ho/c9gCGDB8HTw4r/vfk2rh47SmJFKE9Avb1I7Zmjf8me3Xsw4pqrpc0rlv+Cdu1ay+EfpAxrUtbBx98PqSkbUFJSgutvulHKpY0/JiYGDCwyZ853EoI3MDBAvPw7d2yPbdu3YcfOXWjEOP7kSi7CReRKQlS3bh0EhgRz38DFc4X+zf4piZvtI+uzLz0NT//jX2jWpjVGX3MNPv5osgTj6tChPXbs2Y++A/oigmcE2LnzQc+l01fAMrOOHsVnH34s6Tt364IOnTrKKaF0qJT5Z6iHS8tLcTAzE9u27cTW1FRkpu3HsYJC2U/u4eUJ7tagJN+hcye0atUStSIjDZ8j1RbFuhkMLZ3SLqLZ5vQQuAhfhPbQmdaE2XPmok50NKZN+xJ0cH3j7XeRsmE9xo+/WQVJEmmcAr4RE+IsmiehqI1jj0+UlsJcVi4HFJG4O0w8DpmnyNKHhtRIZrZB8pX5mFWQNjFmDGkfNc1yJ4NGlQRxEBlOkn4xORslkQ89R378LAi+nvAQYj158qcIDY/APX+ZIAiNiFBvUWLDpUt2OxrHJ6DJHYkqTjg5VnKUEtaTUk85Hr3/fmQeOoSUjRsx4+sZsJWWwy8oCKHhIfDzDxBuladP8ZI4weJEBZHKe/TqhZSUDUjukCyLUBKd5g+JN6U4LljaUggg7vEvLChEeFQEGjRurGKScyBYn9jPiGtUv09TrPv1FQKBoqLjovrkuiFpk9Ou5IgHqstUJ7kAN23egulfzxBi37J5M5GAPTifrVZ8+eVXqBUVji1bN2P4iOHiZPPVF5+jR68+6NmnN6Kia+OWcePkcIv77r0Pe/fvw4iQq2Tpe5jNmPzZ5xIN7+Zbb0V0vXoSGezQ0aPIzcrCT/MXYsKEBEO1VyESJllnSulyIl6tKIQHh8l8PXzoIIYPG6TOADADmQcPM0wXCvLzEJ8QjzD6qdB5z25DfLw6Bpimgi1btqJt6yQczclG2v50kVxXLF8OOs2ecYFdgHmgnQjJLPkHBmLH1h3o2L49vDwZefMcMdoFaE+VIkgsjG2V9NWoFRGBW26/HXNmz8Z3385BeVkpomtFYeOGjXI6Z2iYIvYs42y0I5xbk954Ezs3bxFNwuaUFMydOQcDhw1BoyaNUZCXh/1p6XL0csaePSjIz8eJ4mJhBLg1MyYuDq3atgEPdmnUtIkcksSJrKRBEvdKJ055r09BNfwE/2DoVgF1jf0QaRjgUdObU9aj/e23yDZV+s1QA9atRw85xpnRJtVYm4RWnbUa13CIffHF/yIgJBjhkRFIatkCefkFciIhHWYZ8+L7efMwbOhQRewNXzHpswMIDgrA3rR0FBYVIyiQkWYNuV6Pl/ymOp8kyjCxS+ZzG8GzIPhGgQbQnnl6okjCPl7ezoq1JzsRJFUbbJDm0NViFkwqojGZA1FjWEyIi41Bvbp14HAMFY95Lw9P4YQ+evc9HMvLQ1HJcfh7+6pTgtg5mcgO5OXmIKFhQ8XxnGGWsPUOOWZIhQAmQt+5ZStWrFyFyIhIUccFR4QjKjwcdePiwBj8Vg8PWMihCwdMwq/PjD5DZe7Plx0EGGEvOiYGdWJi1WlTapI5kTXn8qZNWzB7zhzRKF0zZhSaNmkOu70cJ0vLsHvnTjRs0hj3TpiANevW4e2338Ujjz2Ej9+dhJLi4ziQkYaikpPCSFRUOPDoXx/DNzNmSnAoIWY8r764GK2aNsVHH36M0JAQCYoTHBCI1996E1OmTMHTTz2Nbn37YM2atTh0+DD279uP2rExckbE4OFDhJk9knVU7PQVFYpRqSgrR+7RIwgMDcENN1yPYyUloJMfFxGj/ZkcNpBx2blrF1LWrcfSFSuQtmcfSo4fQ53E+mjZsoUQMw8vr4swpkqLQEPIiBEj8N3cudi+YweSWra8CHWfoQrCykLEo8IgMxTxogULcOJ4Mfx8fNBtZHc5QKlX716Y9M4ktOvYDgG+ATImCjn/dvkrVqzAri1bERQaglHXjMWP332PzP378MGbKphTWVkZyk4qsw7DKfMo46R2beXcj1atkhAbEy3Soaif7Q5jy6i2EBvblQ31PYUdmivlrAKaLUVk/O32XQlfJViWxQRGc+zTrw86d+wkQmpObq7g+m7du4qjHsHBrZVCoxwWFfXqLBhOKtbXpmzAgAH90K1TZ9lpsj8zU9T6rZo3R+s2rVFSVoYlCxejVmRttG/fVvlfGEIlx8VR4YDVYoK3l9VpQqp0ENWivFkNHbUAkuncR+csCL4qVAg3OdyoSJE2qOASlYW2N4m3IdX5TC8itcGcq8Ws3lE1ajGiHhkaOztPIAI8rFYV/MMBREXVQt6RLBw6nIX68fFC6GkpUaoTsxxfy0AEMdG1lVrqt/rN6k2s14Sf5v2E7Oxc2X/ZpHlT3HnbbSguLkF6ehrS0jOw5pc1yM/PQ3BoGKIiIxAbG4vIyHDJyyqUI42wEH+85PFbfXZ/O2sI8JhQqt+VLonccyUWFE4adqzbsB6RkZG4buxoBAUFw2YvB5ncEydP4KqRI+R8+XJ7hdjNc3NyMOXTzzFw2FDcNv5mPPvCS7B4WNUCBZBYLx5FJ0/IQTd2u000YHGxdVA7NhpNGjdC4yZN5R1VfKy/c9euyMnOQdukJHz+6WQ89MCDePf99zFwwEBxrGMaIobdu3dj8OBBiOBpaGKCsIBqXg8PDxQdL8boUSNlx4FWTVMTd6zwmGgKmrZqjpLjRYgMC8PN427CwYMHsX79RnzzzSxcc901Zw3L80molqkyp3n7eCPAP+B8irtgeUV7aZwvQBxL1eyECXeIvfe5555H3/4D0KVrV0z/6msJQBboHwBqJjmP6GNxpmvap1MEr1w/fjyuGj5cwoAvXLAIC+fNR25ONkJCQ1EnPl6k9xZNmiAuMQH+Pj5qF59sc6Y5Xxkh1VYwY3eRVMyz7F22Motq2NhWTOJ/5uadqfmXwXcVn8Jsh5x/MW/eT9Jxjk9R4TExn5DJ1rhdrOsSe5+wq8QFp+0oabHFjNSNG/HEIw+Jv0zLFs3FpJKUlIQff5yH1gCCAvzB81tWr16Fjh2SRSC2munPZsfR3Fwxv1Brl7Jhk+wUqAzUpHYAiAsH2UjZMEfa+/tI0FkTfEPBoKR3qU3NFuE0DGhwQaiLUNDP+q7eqUmpPuq/zCeMJ70o4UBMTG1sS92AXTt2oWFiouqccEPKft69Rw989OGHaN68qcEMqOAXYgTUY6RmurMdJOxbNm+Bl68vco8exdUjnxRumNsIGzVqJA6HbOmJk6U4dOgg9u7dK4OYm50L/6BANGiQgKZNmoqdjatN2uyEOXui4CH9Y+d/1X+1ME205TijIunGahj9zrsMvg6fSVSuzkbmpNHtElOLoX2pnCuVT79Vswal6rQye1RNz9JJSkTOUAGKXBKwFuUCo9pD2EkcklPAyCXbBXkUos35KpWyJaLyUaYbsxmpqZvQraM+LVIjSKXv5BHJkz74EKHh4XL87OGj2QiQ6HQKqoynP2jgAGVycpiwdft2jB0zGt16dEegr594mnMbKqM3lpw8KcSCZ0/woBVqFlTQG7uE7333rXdw8003oqKiXMKfyuE9cKBJo4aYZVI2vuDAYAlqxbCtvn4+MvtoJ+YuABJ1q8VDPIDJjFutFkTHxoJmh8ULFqJv394S1EoOpiEDbDIjLUOdFrngx3nw9fFFvwH94GmxIK5eHBLi4/Hx5M+wKXUTWiW1knnvOlx0aKVPHesXHCBj6mIG0zA/q1E0JoTJLP4/aXv3YeTQoSqnMW5VZ6oxnmq33FnV8HsTueI3LmrafemAOff7edi1fRtmTP8ao8eMxl333Y316zYYvvRqJciaELSnqSvXiRJ0LGYzvp7+NbIPH0ZcYqIE7KHdn5rT4cOHYsjgwRKlz8PTU4QhmgdIlAgHwlw7OrJAY1Y7mUrXcXKiIhJ7AYJKXSXN7wWOgV2EcXAWyL4rwU+7CKg3QkoVk0E0wKuqV7TxsiZuFPisOHz4MNq2bSNzn3j6aE6OnEDJGp1z2EYFNnvADmnIqjYxj6RVNmL1kmvNYkGZ3QF/Xz85EpnzhONjtZrFBGeGWZho4iD6qBEIDHW9bPkKcWz38fOHzVaO/v37yW6eVb+sxn133yVzTQiJ0QzenK1ywttoxlneNOjPMnnNJCOHqu2lnMwNGjYSWO/cvl3wNH/IXmfDi3X69Olo0qyZNIZctM3kwNHDRw1ocAUohF3ZWhN8fHxw5z1/EefAv/39SdmDLAMoye0iVbFuxtePq1sX3Jp0+/jxePCBezGkfz9s3rgFR45kC8BZp5oS/KsIua5LCIy8ZBv0WzaJJgXu5bbLP/o+VElQmfTcnoyuskXaZshnRn2T8g2EIy2WdwpMwnRI689QHcs31Fy0B9LmyMula/KL2yy5SMg5u36TSSpISZF8NkGI2UWaeXqRaiaLv9kHIk+GmD2UeRAJCYlCaKjjlLaL1tMkp9Al1K+PgQP7yVHKjJFPONrtiuHjopatMf9P3XeAR1Vtbb+TSkICJKGFQAghIQk9gdBbKFIEKfYO9nK9evUKdlGxfF4b9gIiSBFEOkgPHUIvAUIJPfROgPT5n/fd+0yCnwoi3s9/lMzMmXN2WXv1vfZahIC7CJ3bt0e3rl3k6uURU24J+Xt764jNwsVLBG263AN8fVTz3qyEwYNuPbpj4YoVePc/74E5z8UeGbeioB2TVnfr5s34zwcfITGpIXz96Go3x3voCj99/Djy8nJVG0+8wF0kb9WqlavR975+CA8PN0oZ52+9ZQvnzUPZMsEY+OoreObf/0KLZs1Y2l3jJi3Qw7VsyRKwZC9xS7Cza8/gVmdthRByEdN6tJbjFW6DaX1YgEaBVYVYviwNQUHBCClTRkm7lLXQ6s+alzpjwJnR4fT1L/xjqMhgtLYieaEIiImpgZdfGyjPyZjRo3HwwEG0bNms+KiUzRokwSFcN6MnnfDruXPnMGvyVHk8H/zHo1ZYG0WmqICTcysvPxVDwpR4ZkZhJnupIvIXAuAyTRtjwPJBy2s4P4ZD8Z30ThgIVyzuSG6WnMxl+vhzPxs+PPann7Bq9Rq0bNxYsCT8PP/Ygc3OyuOgwmE74pL8g/cI7nbsmpOXW0G1AT4+UuCNXGATRViQuggNExsgfWs6Jk+aihrVqiKpUaICYjO2bsWKpcvw9JNP4IWn/4Uu7Trg559/Ro/ru+H8xRzMS12gcXJoDqgc/He+Xw1chIpX8+C1fIYWD18ELsuCNkhsqO/79u9XAJMmyhBelxv7sg5qzzO5SbLkOoOQjhw6hG+HDNHePoUxBSsFqhZHiwRtQ5Ty84e3ywsx0dFmn8ROwll4Z3EpEEhgPFJFlyj3WPft3oVjR44Ig01SFS23lsMwAutmkTVr3WjOClkN0nEbcXw80XAl8tYO8bfflGvdRnBa1OB4nNGxDwl7dWauO42Z5B7Ot994JyPmnpG3txHmFEB2jvrAOfK4Ja09XrBqPS9TaBi9g6Mx1rN+tjUKrP6hZv4bf4QPFs+IH3Sbx9eOx+BPP8HkaTNQWFBghJrLWwL8/MVclAkOwtb0DJQLKQN/b18PY9a5W9VhMjCloBT+SqDaLGdFRahfv4ECunhcVSdV3EVolpyMxYsWW5evEZzVI6uha+frEFOrliL/SZg8wsox52RfwMHDhxBaoaI8AAwupbJB5iIj110E7rXHxNY0uba15i5ER0Zh765MHfHjWggnpLyRCbrR4bpOeOzRhxUdHBhQWjW/ZbmLYbvRvk1rhIaGYubPM5GTk6OjfCaLn+HkbM9jxXExZdUb3JdyeAULzPkpVkauStb8zlf1P67PcwOex559e+FLT1WJQCW52TXHvx5rOEceJyZN7du7HyeOnZTlFl8rDomJDRFXKw5PP/Ukpk6erIArrovWhGMWwFkvyWgnxA+eNGJbM6bPQPbZM6jdsAGSkxp5+JEzN4+QlCLEhv6mL6uMaaqaMunBqSVhXNCEg9iEww88SPPXz4s9nL94EbkXL+Kl/s+qGBq9K8RVerXOX7iAIvE4tw2M5XaMDRQnhQn+Bt+lvBnS0WJwpry2YeMG1Khe3aPkcHp+Pn7YnJEBbvEsXbgEr74wQLSUdfgoPv/8CyWW48kdenQoZxKT6qNZchP8NHEimjdJxvr0dHw/ZowUbYdvORggsWK9Dc61K33/Wwh8gw2kaTOcmtE1tC9y9PARLYxSgKpIeZEy4u3fs0/zE8tzuRWx37FjB7lD6NbkccFxP4zDrl275L7hOdnRo3/AhvUbwbPKDh8S4MSonU+/AJt1g61IS0OZ0FAcOX5cgsuxpHm30W0Ns5Pgt4xfiGIXRYLeCn09I8QX+vyiw6v4ak8vELHppmX2wzUr12DNqjXILyywAorjpB1IoWuJjIxWfvXL9WkxnFhs5yCCsIJfTM3LChOOQVVjDO+Xl0FaANfVUj3bYOSpmrVjudwQruHvJdeFcSNt27bF7XfcjgMHDoLrTBgyjmP3nn04cGA/SgeVRljF8jh08BDeevddnSbZkbkTS5avkFJpmLopfuOAltDQfy6gdu141KtTG507tZdgoxu/XZu22JqxFT7edkfN7ZKCSTxp07aNMuWdOX8BY8aMwbvvf4So2GgsX7Icfe+5E82aNcXCBYuQV5gjZiOK8XLBj/u6Bbb2N5WvwiK0bdcasfFx+OqboViwYKF1ZXIBjHLWs0d31QBgLIHYNAWbXRd+P3M+G2XLlUPmtm1YMD8VI4YNx8/Tf9biGp5tjivKy2EZo4Qaycl6gq5k6YQPYDZCb2zYmI43X38Ns+fOV6KtL74cgs+//ga5ORcFag7eeJF+g2avpMM/cA97MVa5F8aN/RHvf/QRJkyZpmpz4gMuN0oHBuL4kaP45P0PkF+Qb2jOITP2ZQUMcU9zdXlh1bLlGsVtd91phb3jQWGPJeZWkkRKXP4DU/iLb+UAiYXG4JHRRFwoweNYhZEv0V5JK9lhxH/hCAkyVkTlaZw5CxZh5uw5OHTkiJSyhIRaOHj4iI7SSqE0Z7NMLJl4larOAAAgAElEQVSdg8ZNwrbELYWY49b8zFHdxYuX4JbePTUL0j1/Tt+6FVUqV8bMn2fgsX88Dv9SfmjerCnOHD+hQlGBfv5458034eNjeYDLhfZt2qBRYiJOnD2LU6dOK8iP2zyCKVtnnxZWTtZF+/WK34yEveLb/6IbCUw7EwbXVQgNAfc1Th0/pmI8IiydSfVGcHAZ7XmuXLlGdFRQUIjz586ie7euCkAa/9N4Vd3q3r0bNq5dL006NXUhVi1bhonjfoR/qQCcPXtWE9FxP37Sgv7vuXFIvKfvvffiuf7PorAgFyOHj8L4sePkkqXVpMclzByCZfYrL0AWPFtwa++Wd5Kh6365jL3MMUBdufo/BveMi5mlUSdPniwEL8jPw7gxY3Hk8GExGQLYsfI0BkuAl+/ZeEx4n+AhBDQeEzN7hxZMicYVaSuxLWOrTn8RPUkAEvb2s1y0AoNI4/LdX4M7OAIyG+flfCYhESb0uLTr2A6rVq3FoSOH8MWXX2PI0G+VVIe1FipVqqSskFn7D+DDzz7DRx9+gmmTJ4F7cwb+Nmq2BDUZa8CNShUr4v77+iGfFfQ4DnmeAD/u8XvGZJgEx0PhmdKpI0Z+/z3WMvK3y3Vo1zYFO7ZtlXJ58419lChnYepiU5GPqhyrtV28gLkLF2i9mXmNrklWyHvk4Qdl3eTm5lqBSSgYy0T4YBmX4GDQ1WzbuN1gjAKTh7Ci2NqVK/HO22+icsUKmD8v1Y7dUXTtKRYbLKh8HA6wL/tulQxmICssRGi5EMyYNw9Tpk7FLXfcioNZ+5GxZauCJKVQswCQtjJkR1+29T97AxUbList76TkRio89PPU6bi/3/1YtHiJvFvncy6i6w3dceL4CWxYt5GE7uxrGC+Xw9xIA0VF2J91AIf370e5sPJIbFjfEpCxJg1KGD7hQQ9nEg7BOd//Fu+GxgkfZYGnoJQ2yOvEd2+w/LJRCOjhKOb1hi/8xZOwAeE39umFUn6+yNi+HU8/8yyyz2YjpGyIAsDPnD1n+IPdbhFNl+AZ8szpohG43FwhLh49ehRTpkzFSwMGgOnfOR9HOPuW8sfBrCxUqhyOndu3aRtwxYoVOH3yBJISk7Br724M/uyz4skTz7xZoKs1buh0HfIvXkRMbCx8LBJo6a1SzYcsqRY/f4WfrjCX/hW2do1u8/f1x7jxP+H0iePo0acPAgIDtO8ogBYWIa5WDEaN+QEsUJGbn4ed23bqqEXDBnWV9KJO3bpy2yc3bYQL2RewYvkKMM3hK6++hG5dusDX39do2hJCVhg4QQQGTS1IDWC5TUDXPsugNmrUUO6Yffv2IYpnpp0gPIsgZOLK++9ttxTk6iYxm+8lhY2zH/5nwEZG7eMFXLyYi6kTp+CWm/qgeXKykoGU8i+lKNGGiUnaKjHbHMUCmlhTLAZ/axTFd4hsLdLJzU9LnXkL7DvzQO/YkoHsizmYOW268ikw97NeOk9qmIDplCKRxF/c/m+N4M9e17h/0Ugx7zSMlomfsg5mYfrU6ejW43p06tRRmST5GAmemviF3DzkXriANu3a4PbbbpOr3NG09S7F9dc9N/zdMDimQvXCvIULldaWmbS4HUI4CJaM6A0pJ6U0oXYCIiMjsWbdOtSMjkaDenXh518KUTUikTovFXUa1JOuSsdYTK1YbM/YhinTpmPTho0oX6ECzp49g2+HfocNq1cr41pNBcCaCHLRknwEBh8cvOTa0AVtcNNYpAz4i4yKQqUKFVRzYNGCBWjWooXZcnAoheO3CjCxijhxNa+aMdEoKihEm5R28PX1UfGQ5QsXIjG5MaqEh2stvN0uFFFxMs7zq+nmip8h7VPkM4YotkYNNGmajA4d22PMqDEoVz5M1efq1a2nugf79h9AuZBySuTFDvSsvJZFJuLbZWoqjPl+NHbt2IFW7VPQqlVLKTNsX6yHpZAleHgqyeDmFQ/2/+BGCjjijmiM5Xdt4hguf15+HlauXoXzFy6ifFioPGJSoBicLaPn6nDkj0xTctoFBJQqhcrhlVGxUiWsWbMa5StVQs3qkTidfQ6rV69B7bhajIIysWLOvpaHYvnB8CqHRjnh0aPG4Jabb0ZkRBUjNYQqBhZhISE4n8uYGmDhkiXo0r49asYwr4UL2zK26zdmk61SpQoiqlQp9oi4vPDp10N0ciguIcGOy8qhPzLxX7n3D+TS/5Wnr/klcT3bqltnow/s3o1de/aiUliYLG3ZhFS3vXyQ0q4NRn4/WueWmQPduMp8EB0drTZ4r7sQaNOmJRolJ8HP2wc+fr5K8ctAGKuEmhzIvNcxGDwyiONxXia5EAUmS4tSc2OCkFUrV+HQkWM4f/oUvH1MHAITsbBxl6+P9m94NpPIQuuez9OKMYL32iC7SrK6Xdi9KxMFBXmYm7oAs+elapwsjNKkeVP6FtSntE8roB1N1Jnh771bPNZxIyo4rF9OzZ1LsWf3HmRsy0DZsiFI37QJr738Al569XWcOn0WG9etxdEjR7S10qRJMipWrqyKYqICp9GSYP69QVzlb5wnlTCnGxKsmJRDzNrTNkyW53GbN2+O4LJBypTmEd1FRSrkdO7ESQW3EZcKJGy8ZGWzzfwCs33Cfkxf7NNYBNpOIX4xSVVhEYq8ilApNARpaSuR3LiR8ukzGQ6ZgW5zA8lNmhhFyg0cOnAA99x1p9aU1oW3y1fClsFd8hiwGp6PH3bt2InGzZri6MGDWLVmLWrG1ESr1q1Qt2FDxNSsaawYrRrd1F6q186xcqTc8GEgnhQwH2OxU4B764hSEerXq4+LFy/g1OnTSKhfX5Uxeb44qnp1CSZatRwL9+PJZCWsrmTNKOeoDNJz5MXg2tKoGRtjhIiXS3EGe3fvxqRJk9A4saFgJeVJVvS1oaHfHyaxoAgHDx1B2sqVqkuwaMFCRMXF6YjvgYMHwa2R6MhIRFWPFAy47sYroL8ehYGjvZCXj9Ur0uRVuunWW2wsBu9nLwxOpnPAHCUjXv3dX2aMLq0dEwJ9/OlnOnpaqXokdmdk4GR2Ns4dO46kpslKplS+QnnxWu38OUT5F05SvhLyKx8feVcqlA/VNlVRQQEu5OSiW4cOGH74CKZMn4FuXbuqyBX39ImPRGSugIYp48i49knV3H7ikd6c3BxDM+TxjKfyJIhkEG8K3nnvfURWj8SqDRuQ1KAeunbqiM4dO2Dbth1IXboUK1amoUmjJOE7yY+KMqtyMh3yunXrJTsIY9JTyZdnXCUvXsHn/3ML34PSJZCb19asW4+t6Zu031G/oQnic5CLGEOLh+Uo586Zg3vuvMtY7SVgQrcSlWuumx+FMJmKgm+4aMYF7pECxsCSveMMwxkXF9fEl5MxEvBAdM0a2ENtvkwZNE9ujI6dOoICrVHjxspY1jAxEYn162Hd2nXIvnBBEdLOWlDYX8uXWLXbhdCwUNBtW7t2AqJr1lQ61+atW8qlXHwu2GiKBJMzvysZi3Mv4a9nlT7ZC2krV+HrTz5VQpra8XG46cYbdQ6VyUKOHT2G/v3/rYBKuqVXrVmDtCVLlTSElePEFG3MxpWM4WrvEc44i8oCTQUFUro8e2fO2rt5xtpHgXzGCtFmo1y53NcPCiqN5SvSRIDaEpKmnoE5qQuUhY/Z1oKDWTDF0RwdGJfMjmWSTjGjFwX9pAkTsffAQQQG+IkJcVEEa+dd+OyCr58v9u7bj5rRURIQ3j7GSsgtyNF2A3GcDJQVLEuXKoX7770XPAtcNbwKoqKjdLQvNCzM42plL0ohbfuhoFYAp7XKDYaa+RPuxHuuF4+kMSMfS9iOGT4C+/bsxens87JQ/Pz9PVaKeeYKV0xMkooGQUu6NPBatWoVMnfuxrFjR3F99+4q7HPuwkXUiY83O60l1vQKe7qq27geFMdZBw9h7uy5KpZz7txZ9Lv7bviW8sO2bTtRKzYG2QxqPH8O2afPIiYmRoLb06ElONL+tClTsXZlGmISEnDXnbcbeuKNArdZEEtlnsf/zh8MT6aXyoXT2dnI2LQZGdszsCdzN3IL8uHl7YNlqanKCLhs8VIdd65Xr55VPv/6mXH95K3yWHhUpryRtmoVxo77ETt278WSRQuRkbFNtMItOIl4eWTN+NiG6MMskjH2AZy9cFHxNJ07tjcLyNt54oQ8njTp7Y35CxdpW4wBeB3bpciQ4G0sbNUkKVF79rrf6trEkQ1bMsAy81s2p8uLzWuO3BB/uEqw0cL/Pxf4GruhKn10rNDjJ09hwdx5KBsaik4dOxhXEe+QamistNBy5dC0aTMxWv5E7ZirQSQ0iGgFu5bDAZXzru4u+8e5W7qebZdBOsxSxmh/Fk9xFoRaH//xaB8jwJMbJWHkyFGoV7++cf2rN9uifZO1KTp3ejL4Jk3fjq5YQBd/UnSVUVHELDiGapGRCA4O0hFEVshy9ogNLIqnWqInc9Gx7PiNP5boxuPK0kWek3YhPy8f8+bNw4zJU6Q1v/v+fxAfFycXLOEUW7MmOnRIkSIQF1dLRYmaJDfGmlWrkbY8DTt3ZmLzpnRs2rgJp86cQVBwaQSVDioeoO1fML9kOIYVcijk9wZ2xQFCaoDjv2QORoiYLRW39sVHDx+Beg3qg1nTNGUPvrBdurFNFK/zGxskiOLiYlXcJevwYWzYlI5DR48i0N8fAQGlMG/BQuzatReJdLNrAGraYB4H61ljjocWNMD86+UCAzF+/ATExsYgICDwUu8Dn3a5lAmvdnw8wii0NXcv1IiKwrSp05Ui1z+A+4eQtb148WKtFAXw1GnTlV9C5T1cDP5he9ZNLGXLeD+yDmRh7fp1iKwaYTxBztBLvAuH2AC3HMqWg39QEJ564glZOdu370BMbEyJu61VZGMFLvnh174I/nyGK+5SoiG6zLt0aC+vxsJFC7BlU7qO0jZl+VJPHov/hcm/1vqfusZ5Hz5yGG+/+Zay2y1duEiFcXbu3oPMHTvRuVsXVR08dOggli5YpEDYpMZJDgBM33TRu1w4feYMvvhosDLnPfbUU6hWrZrB7hLTMB9LXPhTo79GDxsbyWC1QQHhM93hx44fB93XzF8ycsQI9Lmxt4y16zp2RNqyFXjo4Qewaf1GPPHPJ3DX7bfKMzZu7DgFn4rXc4iidxK0Q7tE1EsNI0de6xmLL8WzMwqpEcqGOThNOfeIV1i65omYhg0bKDA8ukYUCuFGhYoVkZLSDiNGjFTZa/Jxw0icForfpZQCYCKk1Rs3ypKnUUXDgJMQHrugY78rV69BXHycUla3bNrEhgXyNnv6iWNylptV81wuLElLQ3T1KGzdmiFDUgar7d65tXg0V/7p7yPwbeAQhy6Gy3cfb/z4w1j4BQTixj69UaCgPYMUYvvWNVvK31duUAKCLki+l9xPvXJw/LE7Habzv54qaXlQOBbm4/ipM6hYoYKxk2xgiPOc3M2ai0nheT77ovabxJ0tJugYiT0CJQ1S10sQiFo2qFaMPcUC0enrN99JQIQbE/Pwkz26xbWgm1VFyyS0vHDy1Cm8/sJLKv/YrHkzJCYlmSqJRqYJ3Tl2CQi2ZUt4kgBZmrNNm1Zo2iRZn5nQ5cJZ7qGtxbp163DxwnmUZWpZLy8cP34CezIzlR1ORSU8pEQcIWEZQa539lNCAdB2qOZkjtowEnfCuB/ljmWthqWLliL7/AXUq1dXIDl27LhK1pZlrnkyN3mH/jdpMXOdj6+pw3D29GkU5hcqJeq57AvIz8lRWdQ6dRI87myhAtsztW5KLo3gw60l5t2uV68Ovv12uGpfU5DTfUfmRRjS6J6/YCFu7N3LrA+VhaJCbSExDz4VKMayEB95QoJK3+pVa7F6zRrs2L4D0TWjERJaVuvKtrgVw3u3ZGzVXjmzDO7dtw9Dvh6C7Zm74fLxQlS1qrrHalUKQvWiG8EyTFaVpBty3sJFGD50KA4fPCQmGVwm2G6RceyGqZUkh9/DP26/MbXo7FlzkLF1G86ePIHtOzPR+bpO6Ni+vYr+5BcVoVGDhmbbg3XGr1Sh+M2Or+AHl0uFUFilcP+hg9iyYZMEBWODSgUFKrNhUnIyzmefA/dc6zeoryJJJfffSVcUWP8z6C0c3LdPpVjvf+C+4jONVzCM/6tbtIwlZJIWll4Z1pdI34KX//0sLhYUYvKkKXjkwQeUHXVV2gq89srLSGnXFgm1YnHLbTdj4eLFyuyYmroA7Tu0B2sOeHDDbgEpFogEyPgMusipnErZNnlFHKHNMTl+NI1PfJ/ITe8Qr5hASwdm3GZihle2aWIlKFi95DGrULECEhs0QFJSkqx8JmfbtGETmjRtosc5ApNzwuA0x8CBK7TD24VlK9LQJaW9xUWzmWOzeSgOLa5OHWzZslVxVRUrVwLjTxyFwBh1moHhZyQZLy+sX7sOM2bPQk3GjCQllTAWnRld3fvfYg9fi0dO5NHazf5h1YgIBcqxrjPdLzyuoINl7kLtP3oZv6tRCnUm2SgLEvZ2/+WXWt7VgenqnyJR7Ny+CymdOgi5udDa+fZxwauwSElOhMQcqFcR0jdsxYxpUxBfuw46dbkOm9ZvwJb0dFSMiEB4WHlUj6kpl3lRYYEi/Bk3EBwUpKQxRHSjBZuqY1QkPAT1e1MQERgioTDQOigRkrGmeW6YQl9C3F2I8aPHIr5ubfTp2VPH/qQk0IOldKIkT1rIxXu4YsqGRkSFPl4+HsFHT0nr1q3Qtl0bUOiuXbsO0yZN1mhDwiqoHPL4cePRpEVT1K9bV4SioCAyA+3Nm3K2ZP3GijVKEDV2HxeQm1eA1MULcOzIUVlVE8eP1x4xrY51GzfjzNmz8g5NnjhR437o4QdxPi9XMQqMumUGO+2dUfEpKkJuXj5GDh+pubdv2xZhDEQiqXq7UMj9dEWaK8TLnrkXHZtgNsHQWQi7R0vYuoB9+w6gXUpbzJw5G+1at7QPAfv27ENEtSqoXq0qUhekon3bFBS5TAyIn5cXzpw6jfCIcBW18vWhIAfKlC2DHj2vVxuMn2A2NybpYfd0MTJ9Z4P69fDjuB9VxbJG9UgkN05G1chIJNSujXVr1yM5MQk+vn6M3tNaieFZYW+YLhXZQsTHxqB8xYq4rktn/Dx9Bm678w4dYxRLK+micqb9a+9i0MzzYGDNREhNmzXBXXfcinfefU9M08/X3xQlKV8BF/Pz4efjbVfc4O2vNXvNrrlp/ZXHqDGbsG71arRMaas8Ck2bNsWZM6fBhErpm+Yip8iNrD278fKrryiJlxR5q/hyq+iH0T9gR3q6gsWef+F5CYwrydx6zeZxlQ2JsshfHaHscuPsmQuYM28ONqxbr9wQbZs3x7kzZ1C/Xh0lnRrwbH/tRVeqVFGKoze8wVToY0ePw8OPP4xasbWU175MuTKIqVHT2sQm4ROZlrabJLSLY6cYA6V4JXJ84rLN+0EMIJ/jOw+XetukaEIr8lW2IwPG2ZOnKk2uxFwrRkIwHofPM2A0JDQEjZKSZOn37tNLVrsUWcbY6Ha7xcuaLNt2oGxAIBh4S6ufCcXYv+IG4NLW6tFjx1T46O5bb9XWsIcpc8werYXA5f9F8Cpy4b5778bUGTORlNhAwcKkOf4TTl3lOjqP/Z+79MUXhFC0ZiwBu9wo5VcKP8+Zg6MHs7Bg/gLs2rtP1aOYCEWcTSqWc795l1Vpg4c0QY+l6Uz3v/fOEdFSnTV3ntIrUpNkkNXiJUtUjCVt+Qpwr5vZ28iIWVFp46ZN2LopXchXtVo1LJy/AE8/8y9UqVABp86ewebNW7A7cycOZB1Umshtm7eYimkVK8j1SQ3WIL0VKDItf3/OBoc5WkMdYujWeyLXs0SHsdjXrdug4MAHH34IwUF0PxtqkwZt147Pk/y0IhL0Zm3MmlklgkPifZRC+uhW8peaNWugZYuWaNqkCZo0TkJ8rVhZr/PmzsPqteuxe/dunDt7FoFBwQgMKCUiELF7e4nojPAlewG279iJWT/PRNWqVVRdjEe7GEHdtm1rdOrQEafPnsHevftwITsbZ7OzcerkSQSWDpLgOnjwoOrSh5WvgDJlyogwiael/P1A9/XNN/ZWrncTZMXjZIaZ6Dw6dwMsLDge8zLwkMwXrrttMheost7gjz7W9hWVjPbt2yt5DnFi2DdDFPDYq3dvpC5YiANZWdrDhrcXNm/dghXL09ClaxcEly1jLA656+1xTyYWCSqNapHVsSotzWxfuLyQD6hgTsVK3KsEuve6Aes2bkJ8fBzq1qujLQ96W1o2b2qtKBMwxJXSPyo1lq5CQkLQrn0KggNLK7iW3o9KlcKlBCnzolW8LRB+/c3igJQElxemTJosJaZZ42SUL19eaNm8TUuVF549a6YRKsFlHAz79Tav4qrxSP3Gg24v1KgRiY4dOqFbl+sUnMfg3NKBAaiTkID9Bw5i86aN6HrDDQivzFMpxtJ02mRw15cfDRa+vvDaQMTyJIIy51k6+Y1u/w6XRaFm4en6wo8/TcC33wzF4nnz8OILz8s79MB9/dAxJUV+RuZtYNS5IvNIB4YdoEWTJli4dIk8d+s3bMCEceOwfNlynDh9Cg0bNLAeQYNjMtpkYzj74Ya+2FQxTZnPDg8iATCOQEoUvGRYUREXP3I8mCYO3xhGJRqyKKhCOhzvsqVLsXXzNuw/sE/zY6XMM2fOiUdR/ihMx+3C1u0ZqF6dwZpVFUjruPo1C9KItxfIM0+eO4duHVKM8WBME7O0VKL54r2kLvENU/eFMVHkPc7LwSXnO9+1NiUvXObz38KlL7mtErvUYAwAHEHTuUtn5OQXqiLZts2bMW/2XJ3ArRUXCz9vXyOiHKTiZLn6PA5HjUiy6I+C5DIQ+4M/cwxMtnDq+HGMGzNO0eyJ9RugRdNktG3TBhs3bsKyRUuwfUemhH2grx8uFhSgedMmqBFTE4tSF2iPlntAcTExqnXeuFEjNE5soOAp7ouzjvrc2fNx+NBBpUJlHXXNnulfKfku8zKIJmAZV5UQyRCadqMssXNtNm9JR82oaFlg7qJL984dhLz0nQ8XrwW/kdFxj1yKhWXbkv1CfqMdsy+mpuV1BtexVGpAKT/UTagtt+CC1FSER0QgOKi0wQEuO4NsvCD368yfZ8nNfPLEKSycMxcHDhzAp599oijcWrVi1Xd4eGXMmTMXW7dt137ZoayDOHnyFHp074ZeN3RH1WqRmDFtho62VapcyQTzFRaASgDL5Pr5++jMOAPZirHMJlaxHg15ByweMsnRf97/CG1atxATpALBvbn+z7+I4wcP4Z5HH0KHDu3hX4opc11YmZaG7OzzSus7ceJkFbFhsh7Wr2ehDuJIqcDSSFuzFhtWrUaDxAYKkFJWN2uNc1xM4OHPtNL39UXdunVQLjgYOzMz0e++vnqGwYgUWpXCwxVzwbTSPLZUOjBIldiIPlLE2ZidqGNpcK3HjPkBo0aP1hHGps2b6uw/5yo8sIrP76EgadXZr6XCxHris6fNwKb0LSo6dD4nB7Xj4kEl7PixY+jWpasicd3Mdy5r4fdavza/cS7EteCywSaqnvMqMrg5bOQYpC1bhvsefFCxKyaZVbH7l/j71WdfYG/mTjRr2w533nEbCnSSQRLNI+iuzUj/mlbIx0iMz/67P9avWYvuvXvjzNkzePaZZxSrwyPL9GYaP5uxRh3hxXcqczQK6jesh04pHdC6ZVMElQtBxpYtJgdGu7biE8yHQRQT73aMBfFywtNsc2ks5g4zWYXb8DcvJUji83n5ufhx4mTs2Z0pb4LDazQmjcfG6FhFQLtVtmOmoObpk5OnTuDGXn1wY8/uiImJlQdj7YYNWL5iBaKjo2RwMDvl6rVrMX7sBFzXmV5cQyDkePQj7Nq/X6d7ivJzxc9LB5aWEWi64l9r4vM52z9RWuDWH2dr1EN65kfn7xXQl3Mr3/8WAl9parknSSFgR+cYBjw72a5NazRv1Rr7D2Zhb+YucH9o2bIVqFilokqaymqyTJUAJ3IZDdEQlEG8ktP+6z4LUYv5ouZDJI6JjkJAcBA6d7wOtRPilCvc28cLDRs0VOBWQu14xNaMQft2bbFm7Tq0atNSe9fNW7XU3ljbVq1UFEU5tmU9GJc50aVyxcpo1qwxWORn7tx5qnvOgC0ikDnffZn5KrWpPVLF4ytCPpPulGtCLz9zu588cVIZDW+77Ra5hc1tBlEJdQnyXyCgs55ytysGoUiR8IyUd3KEc5zSjC3jd5rwKCJkFm4XIsLDZaHXjKmBqOo1VLSE1ivzrotF0NV47jwm/fQTmiQnq4b40UMHdX67efMWSGyYCAoJ/ke4UdjG1YpHtaoR5jx8UQESEhKQlNhQ+FOuTFkkJSVi3779WLRgkZJsVA4PR8XyYTonn7l7D+bOm4edu3ahfPnQYm1cAU4avWDJ4B8m1Pjhhx+xKzMTZ7IvoKioQDEdPPKWtmo1qlSLwMWLOeqPXo8TR45i1qzZ6NfvHgnjPXv2SvhR2Vu0cCGy9u3HTbfdgoTYWjh/PlueHx7j+XHseDB4rEZ0tM1GR0OrCGkr0pTtj56A0LIhWL1qFY6fOIXQ8mGy/AsLuO7GR8qcF7G1auHnn2cpGIueAK4jt2yMB85oM2Y/FIiKqo6sQ4cVgLlqxQq0bNXSBD1eBu08P9uYBLpdKTSo3PoHlpYHhvBmzAeZ4I4dO5F14AAaJSWCSU1ozf23aFt+KTdjJ2i18cgWc8UXYuKkyVi+dCkeefxRhIWVt/vDVJa9hWWcz4H9BzBq6LfaVhn09ptggKXntJC4vAcSf88PijnywrbM7Vi2cDESGzdGn143oEe3bihTJljFmUwQKoWTEdb8K7nlCFTa5S43ypQOhq+fD7y9fFCvdgJat2uLWTNn4/iZs9i1b7/SKGdlHQS3mTygYRumMcHH8FgrFS3ExPXFikyRnEVLl6GyrYC3NWObgm2d59gW18WJR2ETjrmNpCkAACAASURBVAxhp/rJ24Va0TEY99MEpLRuLeFeo0YUGHQXFhqCMT+Mg8vLB7VqxaB+3drI3L0b0TVqIigo0KwtO3FBSmtgmSAczjqoXAQMdp2/aBE2Z2xDWLly2o51Fp18ifOQDLOKrIKHnRuuwTsFvuvZl15yP/2vpzzC9hq0+4eakPZnpipm7CwlmTL3coz2b6z/M+fP4aUXX0Hq7Nmy0piH+t/9+yMmuoZxkVkE4wCk1RlM+UPj+bM3G8Qq0YqCtmxSEuPO8LhwuMiel4I5GBjlwqDX30JC3XgwgO/8uXN44onH5DaWIkOYSMSxTePq0gWXSxnV/vPBh2L4jDiVa9ne7+nnlx/oTvIyFjWFE+HGF99/nvEzDh8+qkAu7ps+fN99CqozPrFfNnTpdxP4Zjw2QmauhfbeuRdnotTJB0x3RoNnu9KNBSdDAIZ1GKtBhE3CYK7roiJ8+OFgnM/NR0iZYAQFB2HjuvVyiffs1QMF+QWyNsl82IbbzZ19qh5SCQ1ncpCNg7C44sEbG9vAW7jdkleQh6FDhiLryFFk7d2D8pWogJTFow89iPcGf4J333hNR7ZYyIlncZkXIj8vHwMHvYnA0sGg8lEmJERHSdevXov69etqz5xn5b/84it07dENsbGx8PXyxqBBb+PJJx9HXEysjhHSvf/a64PQOqUdRn8/StnZHnvkERS6ixRn8MnnX4pR8EQEq+0dOnwMHTt3UFAYvSWzZ88WoLk3mM+sfAUFePGFF9Cjd2+dz9fRTq2JW8GAw4eNwO6dO5Vr4vrru+K69u11nIh1LogrhAlLW9CBRDf+gP7PI6VrZ9SJj9O6iAaEm7yjBI5fiiL6pmOMCqhichpuRRmN2bMkctp5Y8KkycjcloHnBgxQaVrTrnr6lVb/3CUPDpgREgPgdjPPAhGWlr03XnrpZXj5+ePhhx8yKaxL8hw7eN733NPPYvf27ej7yCO49babFbRRzPN+HzZ/bhbX6mkX/P188Nij/8SYUcNNGXN75JlePgpyZc+TwUZmZ6xSszKG9gyZkYYdMjM4xBFS0WNGSAaikl9tTN+MKT//jDvv4JFFtlc8D7ajdhnNbuudOPyK5Eul1MfPD8O+G47HHnwAM2fNQuau3bjzrru0ZlRYDx06gq++/BKRNaPR9+671IfZCnDh7KlTePe9D/HkU0/opNO3w77DB2++aYvimLnwnDcrGC5dvgLDR47C4088huDSQRj0xiAMev01VGSeAe5Wwo3lq1ZjedpK3HH77eBRTmaQPH38BPbu3osqVSN0pLtr506SfpqH9AT+sam6jd5QEgQChoFtMVyu9NP69Rv+BsfyJKQNK/dodaR5zsrZXOFCu9zw9/WTy7VF27Y6+rFjyxb8PG06Dh49Bh6FYYY+As4o/wbNrhQYf+a+kgvwv3r1LJpMP6vE/MIdLkQ2hMLnO3Zoh9Vr1mmP8IH7+po9YolCi/ASXNaToWcJvyJZ3m1atlSxH9bnpgvX28nV/FsTFKOn5X2psM/NzdGxkOeffQYd2rRG6+bN4VcqoHhvzlKfPAIWAA6j1DsDZdinhwE48zMQskqsltwDM482TwXZMn81YZ7lzexPgtvlhbZtWqNTSgr8/H0xduRo8Kx5+oYNOretQB3DMuyYi5mMQOF0qrHbyVgN25mHmQH/mpzxjIbv2L4d4uvURauWLVDKxxdzUplm1hxXDCoTjL2792P1mtU6n8vc6w0aNsSx40fRs1dPuAoKMenH8XjpjdcQXztBJx5WLFuBO++9G+XDKghWVGSSmzZB6txUTJ4+A5s3bUJEtarYlJ4uKyE/NwcnT5xA6zZtzJpxdG431qxfj9joaLRp1Qrz5s9DvXr1xTjWrl+PpYuWyGqPj0uw+rMb2dkXcPLUSTBpFUEgJkWu6XJhc/pmbRX1u68fRo4YiV1796JJ48aG2cpTY/dPXUB+fj5mzZoFP18/xCpbmQluKrb6HED/OgIai8ZKAmdf1QzDCFdu0cGFqRMn4f5+/VAjOsoMVgra77f96z1eetVZa+cqv196zeAGx0khw25Z4OTkmbN48MEHtPXk4LhwUwq0GdeOnTsx6YexCGaWz9deFZ7wFxkzTod/8/eLOTn4ePAnyj3SomkzWccCvRX6Dp/mvHTd5jgxEODKOS9z4sQ43wkDcQfBmvUHGD9HrwnPp588dVoeLhYnKvkSHUphB8ZNmIBli5fAp1QplA8NkeeQ8oLjycrKwvejRmub6sYbe9lgVW8dnf3o/Q8QXq2aatIzrirr8BFczM+VEJ4wYTKee/Zp/M+77yFj8xa88eqrxhugSZiZUCRxe6JaRAS6XNcRL7/yqgJuGcdROyEBZYODFWdAHhUVGYlVa9fiwoXzUhC8CgpUAptHug8dPoyMnZno1sEo08Qd40HjjMnbDb8SeyoBBA88BewSP1zBx7+FS/83x+mZGe/gtA03IGIwn/ddd9yOwydOYnvGVmSkpyslqn9QadROiJdQ0DMyFywiCjNLNlry82+O4op+uJKWiPpaI7tQXOCSr5LfyXwb1q+HurUTPIkaHB9Xyaecz+bdBld5ubSf6uPri4kTJyJJWZxoaZHNmDEYJHKepl5FdcEhWGOdjhvzA7ijlty0qbwnqjvAR3RUpuQ5HedBMxshrVXUJJopoMnARd/FDKC4dwsFXSCZGL+g4g31jB2Xh3WYqnucC/dLWUuBe+w33XQj2qe0Q3RsLCpWMOfVFRbA5mmZ8Ry6ab2EwLBodclaWOVCwzKjdOClIL0it47flS1TBqEVQoV3rVNSMHXiRGRm7gbzcodUqIj4OgnooJz4I3FTr54qiTn088/R9cY+WDRvHtqkpKBy5cpKlESYmT5E6vD38cG2HTuQk5+HbembsWTZcrRNaYd2bU31OpZWbdmyhRmhy4UjR45g/uw5uO+B+2ShM793rYR4BJUuDZ4DfvTBB5QTggwzNy8P/3j8CezcuRM9e/dEQGCg6du6Y+mqr12nNmJrxytTZPWoKKzfsAlMLsKtGHouHIEodHC5tMXBeJQNGzciuXFj4YvALgWu5EobhlwS3Jq354KBgtpnxLWXC8OGjcCG9HTNtVfPHopTUNvS/nT5T/3xCGkr0L8fPRqLFy5G8+bNxEfOnDuHskFByNyzB19//Q1mzJ6jEw3de3Q3FS+F/nb9pLeYrUlfb28M+fJrHNp/AD1u7GMUJkMEfMKO2Vn1PzWFP/fwL4ag0y9W2fb19sKI70dicepClK9cCd06dTKpZ+3vmoUzFWcUv/Gdlz30Z+91WLI8J8RCBQtD6WRz8vIwYeIk1a+XR7DE01yz8EqVkLpwsTxmPOq3du1aVS8kjtPT1T4lRXvtPI5H3Px+5BjMnzkTH334Adxe3ggtWxYTfpqIwrx8nDx6TMV1/vHoQzh26hSmT5uGvn37IjoqyvBsZ7x6L54gtwYaJTXChx9+rJNMN/W8wQbmOXhchDp16ihfxonsc3jj+RcQEFgKEZUqY8r06crqx3gBKsuUbnzKoIbDJ513O4A/+fb3Fvh2cgSC0XUsoKlBW2bfoX0KUjp2QMaOHdi3axdWLFmCRUuWKq945UqVzeEL44UTNMmsil+/wPTiH/4Wnzg6IcAVjEb3MQ2qJRhaHDzPzWMn4378STmtq1evrnPcJYmO0OA/CnuZeDbTGQmwdHAweCY1vHIl7TczIIcEyn+KhDX6g0ZHBi1BT29BCcKUY8sR9mTqJcHvfCn282mldcyP94n+nQ82EFP7iYzEtdqvY01x+9m2U7F8BfXDr3wRVzg+B4scYUU4sBNDUuZ3au4GR8xA9azmbb1GfMYKxiPHjqL/0/9Gw8aN0Tg5CS1bt0LtenURVaM6KoaFIOvQMYSWKyM4vjvoTVktTVq2wEvP9UfZkDB89N77YPIWng7gWXkFr9FFruAngPWy46Jr4vnn+mP09yN1ouDIkWPYtHEDnnzyn/D18TM6cBHk4m7QKAmVK1bU2fttOzOR3KSR0kivX70GHdqlSOnhLFkiev+B/ahctaqYKeF2yWy9mP9iHDK3ZGDB4iWKb/D18cLwEaPQsYOp+Odh0ISNy4WqVSMUpT0vNVXZCJOTG4GC0t/PvxgfJNS5qM66OKtjvvOvllBra8ZEnJs5bQbOnz2HU0ePonvPG5TYivPgOtmmihu4yk+O0Ofg6BYe8d13yIMbq1esxNCh32Jp2kpk7c/CDTf2RqvWLVG5ckWTtbBEf2LYyllh8hXk5ORg2BdfKX7j1ddfVzIu4rTj2dKjHkWnREP/7Y/kj8R7J2CaUOWxN5dLcRxzZs3B2B9/wA1dutjoF6PckAIvpfXfGjjX3Bhr2r6x/IAw1wKWXETRvEGEmJpMahYsS33t+g2ylkuXDvR0Eli6tIRxdEQk7rnzNpzNPm8CcKOMB4jGAI/lfvvtMFU2fOHZZ5QJtHKlioioVAnfjR6Ntm1a4dYbe+uYKg0sHlllGveUDu1RPz7Bnq33dPmrH8qWLaOTB6zRws+Co3YizLxHjxmLxKaNkLV7P+JqxyPQP0A4wLTs27dtVyBxgJ+f8fqQt9jjzWSvZku7JIB+dQhXfPH/C4FPGU0CFzeQdWHnZ3wrCAstj5v69EL1mBhs2LAJB/bsxszpM+SGTExM0l4MA8rodjXn1E1bHqvz70B0V7xkv34jUUIEZN/JCsnIWWa4ZfNm+Oqzz7U/VqNGDXOCQQJaW7xW5BmCV3C31TVDQ0KQ2CgJ43+cgMxdmUoVLGnPNSg0wUtmWYotYoOaGo1lBlRCSOxGMDhuBEP4Rmg7zMBRb4xANq7TkrP1uLi0P8ZfrMfkkps4FroGKbjpuaACYgISDZtyvAVMVUnXrSUmSRATWasr/ONhziYRiBQazorFiny8MW7cTwombNayGfLyC3Qs0F1UoKI2s2bNwbq0FQgqVw5169TBzsxdeP+9d9GxQwfkFxYhIryShFeHdm2xYOEibcGwDOaiealYumwZdu/ahVXLVmDe7FlYt2kL7n3ofmzZkoHWrVrglltvUUCncZmQabrAANCQMuUEk/37D+B8znnUrl1XwXnVqlZFrfhacBcWeCDF7Y4Tp08rqpxMWwSmprwVoc/iT48//qjc9SdPn0SjpMY4fPgQQkLLI6RcWXu7I3AN4yeNderQXtbMzJkzcfTQETRIaugRygSxgkitoHYUMucGsxRe8HIXCVfJOFl2lFUuW7Vto/P9IWEhMAod/arFyoNnYlf5QVYtvRHMVhkRjnUbNklx2rNnN27o01uJv+LrJhhljJxYuOEoi0ZuGRQyuMLC6GvXrcfS1FSEhIUhKjYW4VXC9bzuM004U7/KUV+7x4jbhhKKhTMzhU6ZOQsxUVHo2qmDhJSZqf0rfLH087tDkUZhCE8KO+s4OGG8hAZfVvjbb7rqditQl3nnGdD89dBv5TJnQDKpmrS9c88ehFeqiIrlK8obxhLOTZslK8nOirTVGD/+J/S7525c3/k6tawTTF4uBAUEolvnTiXwnz2STxH3gMBSpYyxaMfze2/kBw3q10doSDlpc8yuQmWUcQEM8Fy0aLGSk4WWD0XGlgzEx9dSfYqx48ahebMW2iplLI7hT5ZPWmGvnP6/1/kf/O3/C4GvOXmEsrXAxC0Ms6MiwPigWrGxuO32W5FTWIhtW7ZgR0YGpk2dypqDqFe3jrHc+JykmiE7R0j+FtyuBJ1/69n/1nUzE5JM8Wg5TTFyWow+PqhXvwHeenWgGGgjW+JTFrsFocdvxQdtdisyNcInkdUBT57EtGnTVZGQvbAvJ2MV95znzGEK5HIoHRCIXbt24+y5swgpF4ILFy/g6y+/VhS54gl8fRS1vHjpMuzYth0F7iJUrlgep86cBY/SsQY905Vy77NylSpgkEkk04+63cpXz3EyMpiudVogR44dw7K0NNUqYG17VgxMXbxI+89lgs0Z1oOHDqlIDZOAMOJ+2fI0bNu2FRkZmbLAT50+g2XLlmHH9p3IKypUtUVaPKvXrVFSnoCAAGzeuhWjRnyPqBrRKFs2CEUFQMPEesg6dAQnTp5E9vGTEtLTp/+sUrLPP/MkGjROxuRp05A6ew7KhoWiW+cuCmiTtCA+M/taYSFaNGuGOXPnojAvDx06dUKX6zohNi4WdRs00Hnm/VlZaNOyOZYtWYY6dWorN0GxTW6xzEGCIjeqhFfG/PmpiAivjC3btqNjSjsE+JcSw6UQ5eZNeHgEUufNRWBwEHiWni+tqyKLt6q/kJByep4egfKVKqByeBXMnTVLp0rEGNWn8fqYj6aAEM+pX9/tehw/cUL572vF1ZLyqaQpFCwK5jNbQh6yVrIVRwoaTKanY8rkKfjmm6+Q2LABeNKCHgzhquifgy7G+auhNwM2451iS0yAxGQ/DRIb4t6+96B9x47gSQEqM1QOlXWSlEWG7gyX76KV4vEcyTqID15/HXGxNZGfm4tJY39Q4GSdhg1QIay8wV/rebocD7qaef2RZzhvwsFUvzSzIp6M//EnrFi6DN9+9TkKxFAMtEzbVsnnpSt5yfNo4Owp2qS1o5gz663+7X2S/6IRY/EyILdmjer4YfwEZcXjutOdvmHTZtSJi8OHn3yMI0ePokv36xEUEIChw4ZrW+y5fz+NCqGhCjB1UEXztQF+7MfEPZMRcjKc/x/3HlHo80WeyxNNbIrBu3m5eRg+8nt07JiCqdNmonWLZia3BJNtHTiI4cOGqhZH9+7XK85AjVhalIHjQSznlz/3ToFvZvjn2vlLnxYwFUhjhRqB4LjmHYRTNaFC+Pv6YsAzz2DClElo1rq1kqp89fHHuPuue7B6zVq5A+V0dnSFy4zcaf4yt/2f/mxYnj0WJ+bDURPxzFl3Mivmjv5syNc6sjdh/ERZMqZalUVUIazR7iXMnYnTWi4oArOKhVWuhK1btyrbXIG7EC6e83cB589fwItP/wsvDXhRufSHfPUVvhsyDBcvXECvbt3h7eOrI229ru/OxvDtt9+Ce9lUyt5/+39w7933IufCRWRmbMOnH3yAyRMmIHP7dmzamI7/vPM/yqpGYf75p59i2uSpZv/YKiNfffU13nr5VUyZNEnW07aMrXj9uefxxquvaYuBRXrefvMdvDrgOWzetBnffPMNfhwzGtu3bsOOjC04l30eU6dNwzdffIUtmzbi/bffwUMPPISLuRcx6OWBoDt85qw5ePHZAahQqSLuuvVWHDl6XFkRFy9ZhqGffoy1y5fj9jtuw8MP3Ic9O3ZgyODByM7JxamTp7Bu2TIwY+T+PXuxaNlSMRVtG4jTGAHBgKUnHn0EN998k4Q1GVlYuRDUr10bt91xOz4d/AHiYuN1MiBz1y7ryeECmaOTRlSbI3W0TkgvN9zQA999+x1OHD2q2gqS5sJS+juMxdWjew9s37HrElIi8w0NKYMpU6dh8pSpWLkiDdWqm4I95UPDcOTESZPQhB1Z5uzkdtIOj4vVII0JfNvNfbBxczo2pW9GYX6B9QqYQFPLZY1SaoPkpKDa8XOonOHenZnIvZirRD+8Qkuc8BO6ylPAvq7+Jdqh54+5IVxMk7oCzVu2QOu2rVFQaL027JPCmV5Ceh8IeV0zg+S4JbZKjP2DQYMwccJEzE9doJwJA197DWePH8ebr74mNwdjY+igMF6jqx//tXhSq8X5M3c8B8VaBsdPgmmmp03+SdtCWi8zSyshTXEYs0pXMAqrEElRLWRVRAa5QsWYDP+iIcegYSNsBWQtbXH8T3R0jIK2uS58cevlaFaWYpz8AgJw6y23yHjYvWcvqkZWw4P39dWaMfZIPJ9bV6YzLZwULTsu0gcT6UlS854/iFYe65zez6JC1Qtgiecvv/kGjzz2GNavT0dI2SDlk5AeU+jGow/eh1HjxuKrLz4THDgng1v2ndRht0KuAMJXfMvfXuA7gssQPOdFynLmZz4QyBRUYgjuQlSrUgVDv/kGH3/5OapWj8L+XbvQ/59P4t/9nxPDVnpXIYAHA5wG//97pzVPlxCRjTqqIomLz8VzgZmysUZkdTzb/1mUCgzE2LFjwaC80+fOoKCIZ+LJwM2dgrAytllQKCq1CJER1TD+pwl48ol/Ysb0mWKIRF6XlxshFSth145tOH7qtNaGTQ35ZihqJSTgiX88hldefhFBZcth7oJFKskaVbMmnh3wLIaN+E4Blyz48/zLL6BK9Ui0aZ+CJ596SuPRPq0i4GkRci/eBN6RM+Tk5Sor4fW9e2I+EzJZwRFSvqL2j0+cOImTp8/gxPFjCClfwSgKABo1a47nnu+Pfw/oj7hasSKz6JiaeO6lF/Hx55/hxIkTyqbHuZFZjPx2GO64927cc/fduOfBB3Dk8BH4evti/LhxuOehh7Bp3ToFb7mo2buAClWqYNT3o+Dyccm70jalDQJLBUgAEO90eoDpP63A5DO0oChQ+HLwnWKGwjs3nwyuEKPGjsENPXrIOhTj1FaF5U48I07BowWBCvH869//wosDBqCUPwsEmbYlp6kMevOo3hxUrxpueLx5Wql0WRuhcYtmKB0Sgnvu66sqgbT40jdtQEiZMiYfBIWVQRTTtFzCFMimQA8t4PMX85BUrz6mT5okT0xObp6xIp3RSGqTodPqF6fnXoyZg9uN/YcOoWevXvDz9zP6CmEkG8xs1xAHDBwsnl7tmyQv4edSKWemjSaz5gx5lJP9SKCLvoxyQB5EUPMl+1RKA+cA7Nm2He3atUN9FmexTPzJJ55AYUEBjh06hINHjtqntMJXO+pr+BwX05S8phRmfoxVa1bZ2g1ON5yJGIHu5TE8efiuWCBx5Qz9kqZ5tG3jtu246Y47sS8ry5w5stuMXGTise6z8SVMfUvlnTkh0tM3Gxzxcql+w8qVq1ClcjjWrFsLP29vefFqVKmCvLx8tcGR80Au+ZtjiZuETWYBJUEIAiI0CYSkQp3YKncOBH7vXXio8XvJwOE25u2334UdO3chKiICi5Ytw2MP3C8eZTQ9oLDQjWqVK0NxCQIPvUZWIYbJZqk9/N/r+Cp+E91exXP/tUekU1tGJoZGxNMqcQg2YpjaqUUUMk7+XFhUgHatWmHG9Cl49F9PIaB0aSxfuBD33nEHvvr6GwFfaOxQ7n9tRte4I+6LlZiDQWpzjIyAIPMlEhMmZYJKIz83Dwf3ZWHn9h1YPDcVI4cOx9y5C6ylZxmZzkMbONMJTCWifv06uP2uO3DjHbfjxx9/xJ6s/SAT9/PxU/8t27TBpx99LMqhgNixYzuio6O1Z02tnHuYK5fQymUO6yKlFZ45cxYCAksrLbCYvV1XsnL+d/LIEfR/tj/69x+AfZmZskIM8/XG6lWrdeb8pptvxpnsc0pRSzCwch1z9C9bvhyr01YqcIxEZZr2wqplS/Haa4NUX92sBGsPFKm07MLUhWCdAkbPE7fy8/OQfT4b1SOqSWnqd/c9Sj/L8W9auw633nIzyleqDB59oxVEucXz1hMnjIcPTV830Lp5C5w+dRJdunRWASihL2MMOCAKfb7xQXIc5SGwQBAbNIK1oAgIDAhEhfJhEkYmUZEZvWETxYLSaY9Bq6y14O/rY7LfFTEH+ll5uSZPnia4x9epbffC5deR0KMyEBkRgdia0Sjl748iJsXyhoJhn3zyMX13SFD0Y6YJHy9vJWHhb7zOCPsHHuiHqOhoba99NniwYErFjMfbnJeYmuZeBLePU+DEpcQkS5cvw8bNm3WrI97JXJ3te7Z1NS/D6u2THK8bSlXMLaYAP395wKREU6DJk0BlhvcXaf+VY6FwIL5JiZLxYEoMO/knPH0Yn7FnmPSACLsFJ89dnt//2x84Aqk7zHLndmHu/IW4eDZbZZadsTjYoQkXFWkPXrzYAMW57TffqdTxWc3WytQG8fGIqFoNL746EF99w8JNmUaQWwSikeLQB2NKCNdTp0+hckQVY9ywkFKjJBw7cRx33XozVqxYiRdeelVeSCaoYiEpxhrxpZWRQm2FPtdN6bANfYlwmZaUNKzfjMdB139zVvYHEZxRULbv2YWXXx2IQe+8i5q14/HQgw9iyLDvUDOyGmQQOAJd+rcElmHMQiRr0dv9fPJ0juVav3yudYPXuj3OWTB1NEQhT3EvAoyCtEwQlhigtd4p/BiI88TDD+GmPn2UHGHR/PkYOXQo5s6chX889U+0bc1MXkZxMOhR3Pb/L58M/pg9Ms6BGdwIFx5toVVJbVzOXJc3One+Du+/8w5ee+t11IqNE/Md/PFn2iNnDfWiQqO9M5sYmT+PbzEbFgm8S9fOsh73Z2bitRdfhY+3jxTi3JyLePzJf+KOPjcpOQwJheOQIkKGxxQtumasUNYL6N3jBrlnvxsz2hC6t9clCM51DygdhN633CLlLDMzU5YB14TCZMnSZTpStiMzE9mnTBGTuJo1xZNatWuHlWkrZR02b9Ma82bMtJaYWwI6uVkzhIdXssvrwqa1a3FTz94oyM/HR59+jLDQMGGdiV5myDKlmiFAL7cX1m5Yp2jcVatWK8Meo+hbNm2qZ2on1JILe/ve3YIB4TB02LdKWEJQeASJFTQUj5QrtI7lpbG4y8EZfOT5XPOJUKXrky5o4wkgUzRwluvSclTezWNh3PPcnJGhxERdu3TBwJdeRqPkZKUzvfXO20ykuUNg7M9Nhz/naQIqKVCZjGnOrLlg8B8TEFEokgTNYhn3+oEDWfjys89Rt0F93HX7baYoiRdQUFCE/s88LVhFRlbXcaceN/QwuODQKBuTBLdFU9g3a2mUKoUqVapo357zUWEn5UA1gX18hHEBBjKXp1TdZ5UNKhz8XlhoigOdPZeNt14fhPsffUQNedad03TGZgU0aYnBh9bXhIK8fHnL2qS0Q2T1SETXjseXgz/ChvUb0DCxoeb+8ceDwfPsZStUQIWQEJy/eFFFZi4/6v/CHW6XLGDOiZbw4tT5GDjw1Uvgg33YXAAAIABJREFUKpzlUCx+qWRVEZUhKj6XGaPw3Ci4clHLEnYpf8H7b72Jx558CjH16+D9wYPRqEEDxbEk1IwWzSt2QnzEC0OGj0CZ4GAE+vli6Dffgscijxw+hKioKFUXfXvgy6o937pVK8N3JBM4YIvgkhtUF81/clHZ4lWGAIkLVimhkVSCDn9vhsQHFRhzAXVj4nA6Nwf/evB+hASXwfsfDUafnjcgqWEDsxVl2xcdk+g9yiB5pOmTCqbRY+24f6/zq/itWNX+3Ye10obQ7X0Ups5aC0z2i+M2+d3mPE86SGTu1rOct7Qxp3WrhfFWcRrea6KlCSTnLusRFdx4n3OddzOhQ8WwUHz28WAMGT4M0XFxOJx1AC8PGIAn/vkUGBhFK/YS7DVT/v1p/A1+5Tw5VAMbM2juRfa77wFMmDJVyC9NkQILbjRNboTH/vUkwitHaPTMWf/IIw9i4Zx5yrXM9ggL7i2zotrknybijYGvIDigFLjXHhRQSke69u3ciXv63YvPv/hU7dSIiEDliAgl6+H6kRB379kjtzbdhEePHkVicrL2uOonNsRPkycpIcWZ06cMH5HWcilA6ZVp2jgJzRo1UoEYzdUF1d5esXgJQsqWw+plKxBeNQLz58zRwySWZk2aYsf27UjfsFGVzQyBcXndqFEzGsxuxeh5vohzjZo2w5BhQzTWw0eOevDc399fZ2QPHsyS8jNy1GikpqZizMjRqFylMpYsXIgqERGqomZG7lKBJGawG/7l1x4c9PPzlTAnftH7oQ5KICjHbFlNCRw3LZbEST2r+Ayus3Xh65NjNZtWOCcJay+XyrcysvmtNwYJURKbJOP2O+8QAzKYc+lfskSRgvQcL8U+sL0H+t1riuYIaM7YiCsuLFm8GHv37dWRPOYM4Hwd7Y3ek6+GDMF3w4ahVbu2RrkuMXa1ZNBW8FJGCDekIDGQMicnT30Y64tM0mA8YcFP5psWsnhQl3yiUJLTVbA9dz4bDz3yOD74cLA8TQMGvIBHH3kUt91ztwoIsfkzJ09i3LfDMPiNQVg0cybyLl5Ui+JPVsZRB+P3LVu3IXXWbHz9xVfYsHa9hPktffuiV5/eSElJQWJiIp588ikpk+68PDze7z680X8AZvw0wa6cA387aM3vVz5fMqdr84XjF/wolL1cuHjxPELCyqOcirYYuBGPpIjK4DL9CppWCeUVox6aaowOvpolJTPnHQ4/1hc1Qn5FJffTDz/AD8O/x/P9+6Npq+aYMXMmnnn5FQwc9BamzeQplc14+bU3cCEnB926dsGYMePAI3BTJk/GD2N/RI1q1YRqPJmT0qatEfaE7C9lhZWn7Jyz1twt3vGKKKoEHmqQutf5VOKdcLNTEcXZvvIK85HSojlGDP8e7376Kc6cz0bjxIaap4ODhIe2K9SngU9JR4mDVw4cS/R6TT5eVuATFJ7l0iSdRbPuXynohUYqWy8Fn2BwjV7WL+GBv5bflh3lDU5zVmjJDcME7maXUE3IdVdCiBulm6MyUkIM3fRmmalZQOeSrDMY123jxERMmjgB/V96URmw1q9ciX533o3pM2cVR0pSE5MG4cEIT1N/uw8W8wzxuhWtOnnKNAkvRqjyOvfcCH/Ohgy4TYsWCHYqMUnBciOhbl18PvgTnDlzCmtWrcHQr79Rzfon/vmEluLGm27EurXr8NW33yE6Ph4TZ85Ax/YpJtMYoL3mvg/ej+2bNqpK1EMPP4zNGzdi1Ogx+PiTzxVA1vW66xSwQ809MCAAj/3zSTz9xJNKBuNR5qiYWAbNd62dvAQG8ryUvmmjmPUrrw/Ei6+8iEcff0x51o8dP6GbWNyCUe95OTlgnQK+lLrTDWxNT8fIEaMxcuQo0GtAwcFo+YiIqri7X1+89847OHzosJ7hmG66/VaM+X4U5sydj+HfDEFsXBzWpKXh+YGv4qVXXsabbw2SFbhu00Y9w7ndf18/HNi92ygydi760f7RvEpeuNLPNris5O0kH1r7S5cvV1EceXdsngIeZ8orKEDnTp3w9vvv4vV33kZUjSgUMujSsDjD/oTmRbZmuDG42QfHydS5oeXKKXCNgVIOIyU8iVEkkxt63SA6pgI4f8FCvPza66pVwDZ8vbywZeMmtOvUSW56PeChZYe7lGAC1gKjwkmLbv3mTSaPr8QKw+csy5B1ZHBaTzvWGTstwWzMlgdduZyfF1atXo0dm9OxcvkyjBo1BqUCSmHgm4NMToIiBoIdwIB//APXd+2Kt996C/5e3njxqX9ZAWFwU114AWmr12DoZ58pTettt96KCRMmSrCPGT0GsQ0TUT0+Htt37MCHH36AjIwMtbd/7168/957KCoowNMPP2oCAB3pUWLsnFNJqPCnq3kRXsRJvojPHtwjXhJmFqCEzZBvhqGwsADBpUubLQyb/c2Qn7lfzwtfzFYIce+9wYORungJXnnrLZw8dUbbg8bIuIIZuNwyxN5++22Elg3FTb174anHHtMpCZePD9LS0nDH3XeiXZs2+PDDj9Dt+i5o1jgRXbt0FU0zI6jxwkBxRQ5GSHBagEk5LCImCAqCK68ZuWYgrUBCx4glvMgXyTM9eFViLrxmJadkk1UgSB+9e3TH6y+9gP+88gq+eO8/yPeU1bV9W4+AQMg/NueB+dXwZ3lGNdZr/+ey5XE1MGm1ZsKORuOhKQl5BwPspOQ6Y8QitUMzqV9iLwHpvPiJOE9PCjGwWMEw2qWueJCWt5i9GLNoNs5CrhAj6KVBWeVDfagDQ0Hsll8b1q+PW265GXsPHsKu7dt1XKxb9+uNpc+9VOb3/uWgnQH/jd7NehjEpCIUFBig42yx8fGKZC0VGIDde/eCVl5gIIs70HVHGBg3EgunPP7I4zh08CAGDnodS5csx57duzHwlVcUNa5kEnAhLCwMrZo3Q4c2bdGpfQp8ub9rXb5lw8ojoXaCSkUGlQ1VhjkWpely/fWYNWOGvAUffjQYPv6+qFCxIuLj4lClalXUq1tbldzKhbL4TDACg4KQlJiomu48isO81DExrJcNlA4KRlJykqz6i3m5iImO1X468aZipUoIDi6LhLp1EF0jCrVq1ULNhHi0at0K1apWU5+169eTW9pdWCjPQt7FHFSJrKbUskwJy2NntWsnSBFiic/YhAQ0aNAArEhYMTxcmexeen0gqlYJh7dfKXTo0M4opTwvXD0SoWHlEVm9uo6AUpmpERuDBomJiI2pKTiVRBni39W+hMqWWbMN4iiF8PQpUzFp8mSsWLXanC92AcOGD0d+bj5WLF+u9WFwZMn9cxGCOJu0Bkl6b18WNyF9GZwKKx+KGTNmoUXzJsVJbyiURayGyFhVkBkG27Ztg2bNm2HV6jXK/8Ac6Q8//gS8fX3BFNF5irDWiMVNyQNo5VFJ4TAomAxt69AowqtVxfQJk9C5axf9Tuo24zJ8wnBuA0kjiAxkHd7isGgGpZ48eRrpWzMUOR8RWU01IbLPX0D76zqhEktXSzFz4Ydhw/DWoEHgFghjORiAt2r1KilVrCjI8bFf9vHWS6/gxNEjaN+xE3xKByAjfbNc+bfffadSr5YLDEDzJk0x4LnnwGOOLJbFamzLly/HwFdeValstlkujFtIVsCTQZVc3xJ80sz0j//lWH+JNyWVIgoYHmtLnZ+KFwb0V1EXwZAA5IPcxvAoafxqmCir5P3z6X+jQqXKKF0mWEoeKyc2btJUR3T17GWH61L8x7GjxxFWqTxK+Zsz8BxxpcoVUatWHLZs3YKpU6dhwDNPIyE2Rp4mprbt06sHIqpEmGBQKSc0JG08i8BoDB3ihvFSmOkY+HJgmpzomAoh6UhynC4urjFvKUY4OxM2bBfLKgS8hwqTcyvxmHE+/Mf2TP/8ZPBaytAl68rOjPeKmQHZjjp3GrwsDK/sBh7Lu4LiOZyVcYE4wkXj+EUftOjp3hNicbwSyka0eAZvQGgBY8Sp/toFkVOA3RlZVNyDJQBDwPwrMHro3fRp7Xxnwe09bMTSkKc93WmRNic3F71u6I2jRw7LAmrRsoWOFomfeZ74+34QTCxiCFkB/PjTRJWKPH/mnArfBAWVweb0jbj3rrsRWSNSKXMJ4tzcXHw0+GOcOX0WPfr0RPWqkWDiiB9G/4Dc7POIS0hAz5494M9z3O5CFLnN/qoBvGOdWeQnwAh7MmUuiHHDCHDca80vYtEcl/Z3yYAZvMRKgqQeWRBCMwovy1CsIOPvxVhFd7jbBOP84iy0knnYwDkRrs7CGvtObWo8RAZumKu6jRGWztJSuzeoLoQRTllkJv5wDBQKjmAhA3QElBDai1naGODmbYWHbfiXyOf0d4XvdgiX3O0RaOIMZguMNRO++24ENm/NwIHdmSp806FLF+0dB/j7SyG47a47pMRwDsIbKeSWlqike3vj808/R25ODsKrVEFIaDns3LETPi7g6Wee0baKsZycNeGwzPoNHzECdRo1RJUKlVT17KtPPsePY8fgpTffRp/evVCGpWVtFL7DgM0giComJoHsgUYCmSfbPX3mDL74+FPcfc/daMrtIAGDmGs8hOQ3bIPw0Lo4UCrJKF0uXDifjVdeGYhWbdpK6eC5/tKlg2RgkClz/ZS9sciNQQMGYOGCBXYMBrcnT5mM1MWL0fWmG7W2VIiYa2LB7HmIr18fkdWqYOCLryKifChWrliBKuHhqF2nDsqULYvbbrkFbduy/Cvn6ca+vXtw3333Y968uXjjjUGIiquFhPr19fsla/0n8cYBxS/f2YfwVjAW+BQTM2XKdMyfMws/jB5jtlCcBwlLx5gi0hDkVCDcwNIVKzB/4WL07XuPDTzldpALH3/yBd4b9JqSUTnN/NY7MYkxKg8++g+8+OIL8Pb1hrfLR0KAPIIxWKkLF6FOzRgkJTU066xxOPzeCHMiBwNMGXfEz4pZsjTLORvRY/BESps1eBycMzQl6AgoxDWPD0DyyRiZxDPDZ8UUNC3DG0w1SSmOXDvnJZy2MTfO3eRhRSYOxPRhvCcGuOb0hqz8a4wDzGty+aA9y+SMBmP2dYz2R+AZbYrwd4iUExaCEPhOAIIEeDEQNA9q81aq8mdvNmKByeBKTdgCzaFf7g0TAbSwVgvTgvE+ww0MQxdxFSoJgqOsEJhiNNaVI43P7VaBmuu6d8O3X3yBKVOmoEWLFlpQjpFlWY1a4qze3++dUBX+iwjd2LlrN3Zs34Z77+9nqZNZ8bzlxj115gxiWBmPTNUNfPrxJ8g+lw0e4SrIZ7UqXvdC375346MPPkb1qOqgFq+IWcnIIiEqM1bxRSFu1sQcrSIpSMMWtZDwtPDSyB3mTDwhwzGEaY4PcE05C2W+04RMchOXEIG/mQh4cRkny59BRUPIJEgDBaX95RM8+c1RCjaSEUZrNzhryIyX9bIKpRHcRiHQI44fxCbSIJMj3pjyqCw4ZM5nO8mcqJ2b+YsgjHVA5P0Tr5JPk+5EX2zP0y4ZnoFpv773ICfnIo6fPo3x4ydi57btSEpujNbNm6Fdy5b4/KuvcT77vNIA85hYMdyNkGWAJnMeDHx7ELLPZmPPvn24/557RM9cChcrmolzGmvEMFEvuLzd6NSpE778egj6PdAXsTGx6HBdJzz2j3+idLlyCCtX1mz9KNq60Jy2YOIh04CiqDklwpcKmZimGyjHTIX1G+LgwUNmrEXclvMCT5EKZQx6WcWrmL841iuvMGkU0yAHlg5SfYMypYNMEKvbreOQxBWaJd7uIhR6ueR5WrRoEdq2a2sUTRcwfPhw9LzjNq2i0THcYGKnG27soypon3zwMfZt24r6sd1x+NAhKSAjRoxA3359lZa6TZs2xG55CSZPnoKeN/QUba5fvx51GiUZviQL0aw2/zpHskqu/9WikejNCniBzG75SHi5vHAg65DSaD/0yKPy4jDmSTxeICUjFAqgUEKQ9MFsct7YuXMXWrZuoXXjoRTyFBe8lS66mCJ/f9QM0PTy8kFIaJi2j9jl2+/+D8JCwnDPPXeCcTRRkdWwYs0qUz6aPIXjt4BxlA9ik1MATCdLbGCm45kgTklkmMdRxDwihu1oruxXeGc9GVIZKN9UyZFRmkb2/D/qrgM8qmrrrpmEkBBIQugQeg+99yqIIlUEaVIVEfUJCOhTQSz0JqAiRToovSmI9CZI74IghBJ6JwklZf5vrXPuJPgUULD880Fm5s69p+yz+9lnb61/kkXhfQ4pcix88a9zi/FyG75ArkPYyornvL0yySiuetAG4XJ+Gs/9wfeHf32gS5+QNdMwbRtri/zGauWaoBX+MsBMWlQiDNeGMLBwUANG6JrKQN7PNn+4uZELYZgzOybguE8kBuwAlPdzAa2rig0bgnIAZzRNPaxtYII20RLgc0kMUKVw/ObbpTh/5gwqVaki95s8Fmw46eQNCP51f/fu34/TJ0/hZOQZ1Ylv2rIlkvv5eZGOk+BeKi13ZpWjyzvixAl8s+QbPNe8uZJsSFBpZib+IlUIK7+xSlopISa1ILptA/y559lPWjfPsadKmVJWmYnstmgugjQiU2sogexsIjjarAWuQ4Vkr1ZpFhFzRb2Iw9/seW3rRbKIYZgNKddSmdbZwUln+ewaOvjGnh38Ic3zYTEsKSxkdsRhZ9tIJC3mbxQiFxJcJtOfwyDUBKfujIHPMsWNl3nojj/1x2lWo/TCI7EpRyV1GA8t/QA/f2zYsB658+VFaKog5MmfV6lpa1WvjkOHj+CbxUuQO3cuBKQIEMypaNFqXbtuA9q3bqkMg34B/or0f+u/7yBvgYI6g++si2rRW5A7SBaaOhjfLVuGuV/PxomTJ/Fci6bIlSuvghtTh4aaAZMzOsxaircBmTEQJC10nxH8hmtyH5/pSQuHh+Pg4cPImok1MgydCxwWL8RvuAQWRlxrCoCZX32N1avX4smnn0LmjJnhUWQ5EY18zSCGnuXQPEDufPnw6ksvITR1KK5fu4YPPvhAvKdq7doGT9i+HnfhTuxd9P/gI+W2SJYQj6XffmtcuwkeVUncu2cPxo8bpzmRh02ePBmDBg9G27Zt8d6772k7q07DhmYUbNdKDmcOiav86J+kFBImFj6Olc91//a77/BUrZp4onp1HUsV7lt01vpqQXi4zXqG4FImuwkzZuLZhvWNkpvgUrBmv/4D0K5NW2V6fKhRE8GtZ+7M+YsIC8usuhN1a9dSsCOr0DEl+PETJ5E9a1Zt99FTZHDR4o9V2KXM02PgY5VGSXQzCsKfc3EMPcKD4BaszQdjuUsJMDzK4AUVBXoivcsjxHToToYm8UHL52xBc1JGKZZRqzmqM2MYS/kw6+2stfwVlk+ZvthvkgtmGo/096FS65IsnI4d5kNikpbidK+5WCFMgJHXk5wsU5BWKYAZQPJ5kZt3Qob49Cjbsu1bejTuIjJPEbcR7iZHuzMAs3AOEyeY1Cc/sFFppmZMapN9cDxEZBcQEhyC3fv24+eDB5EsIAAVypUxtPd44Z042Mf5yePBmC/GqlznL0ePol3HDghIzmIMRoMULDweBIUEo0zZMmKWLA6yb+8+nD97BpVrVENwUCpjWTnHvZCAdGnTq/rZN999pz3H5StX4bNhn2DFihXgUbdd23egSZPGYqpEWsFTIKYb3fGmOBM1uMClEMCJSM5L7lTjIjQUZ35gi2yTpwiibt7E7bg4+Pv5gWdy78bFIpb17pPxyKFZS47hTmwsbt++LcZDphUdE42YmNu4ExeLW7duyTKMjUvQdR5ZvHvnjrYVmH6YFpWOtkkBMXihEdiJmTnyC+divBGGWC1xc3J8TEJeVOPMUPPwfvmDH9SjZdKG7owiQmXCeQnFmfhH6O7Bxs2b4eZevK8v0qZJg6yZM0n5pgVbJLyAYhlWrV+PwgULSXEXU/dx4fjPR3HzVgzC8+XDhImTMW/BYpw9dQqnT59WDoE8uXMblyrXW9t8VhmyVnnVqtXwfPNm2LhxE27fjkWB8AImlagGmghT4y4VuAyjtEeoHAXKMD8zP8aeMNXy+nXrMe3LLxGULi0K5stnOayFgIWFJXXryTPPU2HduXO38pkn9/ejpidcN4LMWlFcc4OZSJ4iBZ6qVxe7d+7Cnn37kT1XTjzTtKk1QgxDJ/unwGBFSuZXqFG9GpYtWozOL3fWfIQjLijgLObWLWzZ/AMYF7Jk8WJcvHABFy5dQrUnnkDL9u00VuMddeDh0E7i+tpZ/uk3g6eGTjhAbmPwuCX7XbzkW5w+HoG6dZ9GyhQptBVodCK7ny364lgsnlO4us3WXOTpk4hNcCFNaIgCdZkEJ3VwMJ6pU9t4XL2a232GrvgAHyxb/r3O0BcuXBhbtmxWLYPSpcvg5Zc6YueOndi1a5dyZZTSUUcJk0S6khwhXRqYyar2sTzFWVhKBEeJ5zXHq8ePkg8mdbKe9dKwMTSoSPDl0Bypmy9nhRx8pUx0IGUeMEqG6Jbn/CmXiOs+xqiiXJXkcxQW2ybvl9HrCE49+eh/KPAf6NI3E+DA7BldTtztxtVr17Bt527t95FQS7FQhseFG9FRCqwgh1m/eSuqlCuHfYd+UrUpToKBWkzsof0ZAKfPnsWho0fwRJUqhu+4geiYO5gybRquXr6C5i2bI0/OnLh27Rp+PnYM5UuUlIV18sQpXL15E8XDw6UIHD95ApFnzqBc6dJiBrv37lN6Uh4RMrzY7L/K6rJCwmwDGCbd7Lkm2LhmDTasWo02bV5AEC3XR4fxX94CE0ywFOSUSZPR6RUyHCpexlVORBaZ2oAoJmIpU7Y0QkJTY/G8+WjcojlYdYrn5Gl/E2Fl6VuEb/xsY1l+LIvKM/cx7dvh4MEDKFO6DH46cEAMglHgDpYb9DV2gMNkCAB9tkoeR+QQiAEOz18n7sjwGteL4+B4Jo4bj7lfz0LuAvlx4fwFvP3ef7F/3wFs27IFEyZMQGx8nBH6HqDLSy/j5PFjmDhtGsKyhmH0qE91NI+VFPMXKYJnGjbAzm3bsHvbdmTJnl1WfrsO7XWGnrQl3ND+vg9tfZ1H51h5XcKIE2WZXaUVJmRJHZbEna+6kkj2ztw5Lwef+OsfeZm+DRzJDKjU0PVOdyd/44tpj1krgIF53y//Hh1eelFBWDcCU5n1dcfj7OkzmDNvHl54oTUij0XgqxkzVMSHkeqIi8eTdetg7ao1eKv3+8iRIzt69uimPW8qWl98MR71n35aRUrILD32HLYCuOzM/JInk8clbWiorCxBgQlO7NYeYWFcnMQUyzDt9h2/0woTbIR/tOONcnPs8BHkyJsbxcuURtFChc22gtyHFoq832GaMhbMkT1uYQ0dOhynT0SgdNnSqmbGDsjLrGQ2245yYZtnODLf5P6oVvdpp3GtHNvnGIkZP/98BGNGjcKTz9RF3WfqKkj2Tlwc1q1fh2pVq0shZI0GWvTFihXFrp07RQN9338fTZo0QfmqVVDtydoGBnbsScfv0I5zzQ7kT73RkvfGlQiu5vgc5xIREYGYqBsYNmSAYmvYnw/3wq1bmd/5Ih9JyispxxM88di2YyeefOopUeytmFtYtXIVPh85wp7c0YomwfrfG76RLZ1f6oCjEScxcOAg7eVv2b4dN67eQEiqVGj5fFO0afm8SmE7YzIw0sCMdScmQqQy1h3xzFljrjgT35w5d05KXOzdWA2GtSkCAwJw+eoVFGKQc1wcDh79BcUKFsCmrdtw6fIlJagqXbwYUgcFG3e8y42DP/+M6zduoGKZMuJT9JJcuHwJ06dOlz7Zpu0LyJA2LSJOnwbhUiBvHvG8fQcPyfAoW7Kk4ibOnDuPg4cOo0aVSuKz23ftRokirNrHRENGQUnkGr8Hvz92/SFc+mbNjL1lG/cA3y3/Hu+99RZSpUiJUycilKd9yuQpWLp0KZ5r0lg515+sVh2vv/EGXv/PG9i7axduXr+OEUOH4eSF86hRuYpchh1eegkzJk1G1Vq1kD5NGty6dRtVq1RB7ty5FTjU6803UaxkKbDk5/AhQ9HmhVZKANK6XVssnD8fjZs0VsGEQUOHo3+fPsgfHq7o2le6dEHlypXBqm/mZbS1e8Ajr4pB6sxhmbFy1Vrw2EzmrGGKJOcvYkDOhyT3SzuzOEVrx8v4tU9pftCz6tBhdEb1sK16x6XvGkZSJHU6Txyxac/RVsx10mSuXDl1LO7Qzz9LoaKL1jEAnTE473wqHSPuq1ZRRDtvZPU3P99kxmHnvdHsTZFh8EUBTIsxU8ZMYq5MnpMvvIBc/PzdeMWobDB2wozR0ZbVANs1N1kFwMxPBExGRM3XGbQVvhwbE+jwENmUyV+KKc2fNQdh2bNpC4NJXBwGEBkZieXfL0fWnLm0p1uiWFFUq15V2f6279yBSVMmoWTRYli+4nsUKV4CQwcPRP16zyAsLMwrNDlOjoH/FZvgCCB73UojC1svoDS9h/nDJ/7wUxKIUpEUp0DmPWbseHzc9wMcO34chw4fUs3tZcuX49ixX+Qyf/a5Jti9aw9u3YyShUqOGBIcjIXfLsXFcxewYcMG9Hy7l/CAR8iKFS8uoUCnLdMMVyhXFrlzk0kZ5Z4CgLQ7e8585MuXV20J410u/Hz0FwSnSmliPbS+QKlSpfD1jJkoXLSY9mUduCZ9fxC8HH5DRbNg4XBERp7F++/9F6mCgv9XiBDdKPDZqOiIqOYBgxUrVqyAE6dOoVKVSsadqo6TrIJVOPic8FYky

What is having volcanoes and earthquakes due to its numerous tectonic plate boundaries.

100

6.  The main cause of seafloor spreading

What is new rock forming between two crustal plates at a mid-ocean ridge?

100

1. Earth has several types of tectonic plate boundaries. This type involves a collision between two plates.

What is convergent?

200

Proposed the idea of the supercontinent of Pangaea.

Who is Alfred Wegener?

200

Which layer is made of liquid metal?

Outer Core

200

4.  Rift valleys do NOT form at

What are subduction zones?

200

The youngest rock is found here at a mid-ocean ridge

What is the center of the ridge?

200

type of plate boundary where 2 plates are sliding past each other.

What is transform?

300

14.  Least dense layer of Earth

What is the crust?

300

Correctly lists the layers from innermost to outermost: lower mantle, inner core, upper mantle, outer core, crust

What is inner core, outer core, lower mantle, upper mantle, crust?

300

The plates move apart in this type of boundary.

What is divergent boundary?

300

7.  The theory of continental drift states

What is all the continents were once one continent that broke up and drifted apart over hundreds of millions of years.

300

These occur at subduction zones and erupt lava.

What are volcanoes?

400

13.  Earth's layer with the convection currents

What is the mantle?

400

It is dense, composed primarily of solid iron, is under the most pressure with the highest temperatures, and is 1250 kilometers thick.

11. What is the inner core of the Earth?

400

I. The continents fit together

II. Similar fossils are found on separate continents

III. Different types of geographical landforms are found all over the world

Which of these observations support the theory of continental drift?

What is I and II?

400

8.  The two main types of lithospheric plates are oceanic plates and continental plates. This happens along a convergent boundary between an oceanic plate and a continental plate.

What is the oceanic plate is subducted beneath the continental plate, forming a subduction zone?

400

This land form forms when two continental plates converge

What is a mountain?

500

15. the inner core of Earth remain solid even though it is very hot because...

What is the pressure is so great at the inner core that it causes atoms to push together?

500

12. Which parts of Greg's list are incorrect?

  1. Composed mainly of rock
  2. Found deep within the Earth
  3. Forms a nearly continuous shell
  4. Interacts with the hydrosphere
  5. Moves and flows like liquid

What is 2 and 5?

500

The four forms of evidence that support continental drift

Fossils, rocks, Climates, continents fit together like a puzzle

500

T/F Alfred Wegener's idea of continental drift theory was immediately accepted and he received praise for it

What is false?

500

The San Andres Fault is this kind of plate boundary 

What is transform fault?