Modeller
Planeterne
Fagord
Betydning for Jorden
Noget med tal
100

En tegning eller en figur, der efterligner virkeligheden. Ofte er det en forstørret eller formindsket udgave.

Hvad er en model?

100

Den største planet

Hvad er Jupiter?

100

En kugle af fast materiale, der kredser om Solen i en fast bane uden at støde ind i noget.

Hvad er en klippeplanet?

100

Den tid det tager for jorden at rotere om sig selv

Hvad er et døgn? 

100

365,25 døgn? 

Hvad er den tid, det tager Jorden at kredse om Solen? 

200

Nævn hvad den her model ikke kan sige noget om: 

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3nIYx3ci4M2Ht0hkX97aV5dfnB5dR8YeMIVNKccvBl4xZJJYgJ1tVY1IkRRK5VLKpXLNujcU+SyGB43QrDsXiDUOTEt6G1ZcDOELj10FOduLQtxTrB+7z56475fQT0LCznndQch2CY/Xx+CoDlJEvOYeTjaxKyb1UpNtRoLWgvmDSFzI0wEOBm3CFzEJ6OgOXMBz7EijpEB+L345F7g3w0P/oySwp917XLJJyfx+HzlO7vNf3m4HTpvZxQm3CPGk3IZpT3TZDLVdCJVKnUL0cFzxvpG/uBUZoMyJIGDWD8l5PEfMRHhitcX73gCQh9S1rQ8vmHqhC/ST1jdsG2US1VLrIIRJJlMNBoNVQA3S5jJ48ULv3gKGhCHhq8oZ9z38FvGMu9EBHHt4X0rM9j5d/JZBPrQievH3qIteaAXlvPY3vgeT6D7GBKdmWGDYYCChl+/0WirVKqbQWic9OcWXB85+VpimfG4eOY06WJhHt+LNx7k7GT5D/L1Q3n3LP0ZAPJRdh7QnQ9+fCwQMhUF01TVSl3t9o4myUyDYVcpXoe5tww64o/xheK2NLTOo2Hv8TJyFGIKB+GnUrVcF1405KXBsKfxJDF7lC0DCX1jiprNZxGFZHWN8x30cj40E0t/fEfahGyIMobMQ+ZK+Lrz9hgpQLTR3t411Sstdbs9TWdDqYAs5RFYGPqJ2iKRGAobkUrcw/jtzoBcXzzUxlJP7Ccq8rnLp4D4LN7PAYKnUFVtbqCEVtTrdZWmfWWFieOFT+Pf4iR3c/7Qlds5fTwtdJLD1SM+fXIVNGgi/uaTAuGKLjQhiFsCERskJRs0i3A2wrQYPCTDYFKJQmQoMF+23YLQIhGeeOiP4qc2GhZMDMFovXAUgT/NsaiipdGFk/B9hH9RrzNR7pvJJMiQBU2SqQnYxEpXq3V7DaUkBR8l1qQhfPNOEL4MvDjQGPyRAUR8LDX/ro25Gx78WSxzDY7pAec0K3Xkvwnfnfh8cWO1DNrrNBBSp6uo6ZT1d5mqVdZS1FUqF837iHdNYXsGFx8pN+DchK5ofeR+/m8F5At0GaGcgxS7OkxU8b4ndvDsVbQtnTHoWNdQtyyhvMcaUPNKG1lGWswfvbQnT0EDSyfp7+lV0Ojhk/3G2M/m4VJghHeCxRmTzixTtdLU1uauZYzr9g7CmkTvd8Ph2nLzzxfn/v7y9YNfAeMF+z11ClrBjKAYShn/zqbdANppX1W10tDREUmYxpZq33vDxxTaAZlijV1ewK66YJTzAOAE/PJFmDfhV6UihscN1ap1UybGY3h2VJzpB/oDuSFfFRdxrXnkC/nnT+p5WAdJiKdmHu5JJI3hC4XW5R2SisHXNjt7tuZ6OMYjPDDeZ54oM156ZA1yU5QpXd50ojYZ86GjiX7yP/t/ic/EZ7QPxS0Ag3yKTFcoa3NjT436pg6PCHM8DhlAGccLGvIP48drZMH4yD566A1+6it4aAranABWULhKqKsC88rrJy55f/UbaIKJAasQf5YYxDxCrDNbKGPVas3WqWH5sEyGIWaeSsIwMvrzOvyuwxsJmprmFLiALXfLYVswsXXwLj487VnwoPG51Z1X0Ljp2XvoA/CBtxCFg5S66KIW1og1rYonrWZAmPdxNrW1e8pm9s5S6GduLZi7vH1gWz878u7ZmNV+y38QLU3gm7/YB9YSu6atnhyFezSEbyIzNMVgXiAagnGVec/OH4WTWIczWOiHzJZSoUhIQ0FTU2QzC9tCmcW0Ng4hoRRBSEieOZP4wmke+KOHLkcYqwBckGsgXIIy9uWqgkYqbYwZhtGF0s+kz2TPdgSUNBgOQ8vCZB8U1wW+sVae/bcE8ymL87Z4vzFOoIFymf6f+X5wgStgep7To50HujNhFE/2KQG438+WJtr7/Si8Fxjx+rG3HnCnCceOlTIfS/S/T8qOD94BN45DjxivqN3aVqPZFAradMr2FBHmILzbNfQxfxCoMHrN4vvncVzfxvMo+dRlnKU/Q6V5zJ0aDvvwPPBD5IVJth4qZ+HjrPkuqFbd0tbWjvqDY40ThFpfG01Pe/c7/ficcraWXH59NwygeLmBhTVVeLoxsI2Gw7AfGv3iXiQY2tLQtBkCvg3V8c550MzdYH1Uz1DQKh7iGJJi0G7+rIXmNfTM30mSam/nuirlimXEHCW9aKs1GTOPE+Qr+CNzCueP7kf/+J/xhyU+E585NNa/9hKQ+3pi6GJ767ptzTQc31ZBtg9T+CDXijlxhALWPbJ7Twud5Br4iE8fmoIGnfgkvuhEhDR+8bheaLg7BlbLhLyM9Ixo3Gu2KJf6CONzhQxhEvczwiTvWDjbFE/aQjCgmDzxLoc1RYvBCoyLJlq5Pli9rSfhXfn2VJerChrNzDPOwGBpCDi30EUGId4iFDYJyxn4YGEoShqbMNs9Y84FzRBWS+5dDC2x750BALRNsX7pL9yzJYt+Wf8qz6ENp4+FB8/6xDxddA7fevsCBNa+E3ieM6f1wC3q8hjreb+b59ATyIATBA/2R2PtHlbEZMy6vakJInjWfP3N1Ji1lwl8vsbR6WB9Wy/KXRs7eWDy6DLB24mb24wT2ut3sJb7uk6S7DQaLfs7Puoa7RAOaZtSWz+EMWrbXPjX+SpPc34+pRgzsupRzBA+iNAkM9f169f0/HPP6fqzz4jkF7PpxLyoxhuiAj7H1fzkNE259zdzWr73qyfeMICdF594dgdBC9w6fkO77MKtya6geXlWdMjAZ6ydDeDTgkqFmvb2rljK9eGw6zRjL7unxNd7UjZ/XhPCo3PhiMt4BGp/5yT893MnX879vP8I3jlLfwbwzoKR5RaeHT/wPX4YrZiHnC4IH6fn6trZ2bPN6dkvbzZL5hkbeY/QOp9jl6G6vHoIGCiwPpA1RxULc6xWW5Y8bJwcK0MYD7zajnGqNTAY+9GwlpczHgKMj7RI5KiKc0FbB0nbwqxtBmmX90pF0uin2t64ZnNcf3Ck0bgb8OU0jJwV5VorI/PlEwt55lE0jHEY/xjX3p44PiMfBSYfoy4eWmQEGStnJV3Ze8EMld3eu1JQ0EyENKMLxfNt1GBp04ITWZmPopnvoToeqoJmng6TgZYngegtOQ2eIY4FwXkJCxJZXyKuZoRJ4oTxtJDYgAXteNpIlAEBYu0ALuiNdyFiLt2L5JsNotDkCXJeWw4Ah432epvXwTv/7tQnqwoaSliecbpS5sVH4DjmlCqGr3kA2Pm+okqVlNnsizG292BK4IfEK9YGvo1rbuZwuycr1jC/fYeT1X7Lv2aCPx6/Mmn/fU0LfUC/VEgFluHdKBtM9AlKAQk8+GONIUK1W6sCrc2BytPe/Ga+6tw5eHMsGcO1OHIEiKLq9aYpaoSC9ns987TQx+ZtCRkzja6ZyCzddGCCudIv4qlTRQ6yHLpguLHPGCPuQWNU+0v8b2s5iWCveoIIjB6TCZkvCZtx/IBT+hW84KWKZeZqfeDTe/Xk/RQY2+dKdmZjIBkP9MHf8kH90A/9kL7vd3yfPvXJT+qFF5435Wz/9m3jC7Npahm8iuWKj6H7qews75xFoA+z5nqc5zo7B98JmrBJ2HnfQkGDTbAGg/7EmBK8a1lJ5VJd1VpdtVpZvV7P1gYvvM1uEOPaaMHKDmPOYFgH01l6e115ucY+jtOz9GeA9ywYWW7y2fEDbc37N2c8o1eLxZoZt5hvh6ORyB5ICP3c8BnXPUFeZwdluWmXV44BG9AFFUqeEIOkEPX6hpr1TeNr3T7ekuDpgTbpkxMKGh3ELy9nhFtP7IE2RcUzeBCXBpYhzuQh+F6jvmG0TFTAaNy3/dF8Cydw4srQ40XFAl6HwwfUMu9fyCW8nQWZFgMZ+1d22jsmZ3V7tzWdDGXbEVmxzOWBLmxOyQ9WXkBW4H/u5585JJf/nw4DD01B827yjopWBI784nGZcO6vAXyz+p2Th5WcKyQSiVv9LcQv1A2hkZKf0DUE/ZjNkHItVGMeIujWAiaTlP1djAIXtc0ry93yd7z1POfa783fPocT4KTSyEUZOLG98RiemwAUz3Nx5AVCUAj/nJpy02w2bGCCC8I/EbhmHIOCZnVFYcpHovdjCEe8n0bdDQ+2tMscfihEwAtDAH+ZeWRGQ/Zuc0UawQ64URjKlZLtVYb3z0LRyMjJ5/PfKj54EO/NX1o6QY1lPR4/1p1Np6ntIdNudwxH4+BFY68nyjIlPjgr4VL8g8YDmpbKvmgXkTLmcOVQA/yxz+JtV84QyJ2uaSf4Ia02+MH4QUZHlDRfy8CXdCT4dCTFMud1nuJkqYtP8T2fRD6EEQCegJeMvvzRH/2sXn31E6pVfVuBvd1dy0jHBqQ33nlHpRIbj5bcOFAibDhi55SA3Ouz+di+14trngciXI/z9XAHM04ojHcClWQlT7NvfI37hAVHBc1DgVDYswwjS1G7u3smAJI8honehJksKGgl1jGSWMR7Mh7Xj82z9Pb6Nq7B1KO7dZb+DFCeBSPLDT07fqAtoy8zrOMt5x/RBfDBgs0lW5t7tqE9HlXWonnYsPN3S0gV+ecycJdX54EBIxbn2RSHnF2ptNVp71q/HR/fVkpadZQMU87M9ZmbRgPvngvfZ6eZ82jW2ctAHqJtzGq02dtl8x6nuWUdFhWT1dRut8ygPRoPNRoPzPPo63UvioIWsWINsAvn/d7O+NR4Ogb3GLLOg0JZ5VJTW1vbGoy6Gg57ZkRzw3NU0FwmtnIMP/ahXT4J8o4B+gT999AUNCxqCD4QBx0cPVScW4efsjfnk0EOyfearLDqU2e9wUaqmQYD4q5TC+9DoKTMxPa78vAMr8OHbRS+uDcXVHJ122kOAH9veXD4vdWPznJt9g4HJ2/RMjjycMZz6nIg580I1eN1wpNGJj5XWEumsCYJG826oGWTbAQ3TsZ27QtI77d9d3sPDwtwgG9ox8mDawRAkwhNaSIUDeWMd/GooWBTLuese0HpXP450733vcUb1Ec9COvUz94nRO+wZo9QR8JCB/2ekmRkgigeSBg42zggqxt9WzbDdXUv6rkIZ3kKMXhyIIOH2GfcNo+rbVHh/WPjO4YQzzKLz9/Z2bEMfqPEF5+zpo95HdxQlnvScpWcEglOzaf8OHwGPJSDRZ8+Y2+bjc2Ofs/v+aHgIXXPX7nkdHZ0dKhvfOMbNmkxnlDSDCfnIHDftSVnKd8H0rwfl+tZ3w9OExHDfgV902ZPsx8F62BtN68Jz4sm/BHaxjjY3bmqcrmqAampk1HYC2umIu3BS35HBQ244p9Vuwz2A12tb+MDFXHeL5+lPwMssXfODtrZ8RNILAi6UUHD6OHRKBhHtzavWhRCf9DTeEx2z6mFPWKAcy9E6PKzN+iyhHUYmBMMnmuGHwmwtsyoNhr1heLsChqhjnkFLT/+KTg3LtfV80Tdc0OCtyl4Bud4yvMdbiJ3ZGaoY0+08TixLJjzzKRovYabi4KAxbj2LJWx7+DdzqtN6cQybmIcCnxZ6ayoq1ev2ZY5vX5X0+kkyGKuxNpYN/7l0VPGyPOy5bz5i/rnty5PHhgD9NRD+aEA4Y3B24F12tyjYXBHD8hisMdBv+54P+DF79a/i7CN0A+xeXIHz8rHpnyEPXY6HbMasBaLyQTYITzC+4ARIexi/YAn/xcGw5LFJzJWTJOxm+M3MGCyNjJYZxoMujo4uG1pYvGCbG5uq1yuiU0c2QOEbEZpigBLOc7BTLhFgI9FnxFBUbFCUHaczzQjFKZI6FlJ7U7TjsNRX5VKUZubbLhdMEVpPBoarXW7YZJZws0qYMBPHev+/F1oFaEdHLPVQKqZer0j3bx5wzJfbWxsaG/vquq1jtK0ZLHbhI3A+BA20sy/Xa35yb/GuILRJXqfZiqyVUwxU5L0dHv/htgnBiVta3NHxULVaCez/WQgHaxv50Qw54RMN8BE/oGVcPFH/yNAegIYv79abVRgV+8/Hdf5sRJb5LiCzulK21ZhHpI8k4rw+6EGg2PtHx2o0epoc2PHlABK7acAACAASURBVHe88ggBKHDTCYthYnhRLHtxdC6zuL48u7gY8DHjc6TLbrH3uJfYep3Dw33Vaw2121uqlH0972L+x9N2cdv3NEBmfMqMh0SHZBqPuzruHqhaqWpn57okkoXBm2Pf0eogO7CRs8lu3sdPAz4WbcCznyO+xVTgVqbgVSwWUk1mfY3GPRN6qrWWSmW2KkLBWcXbovRHf0YD6Kd8m/JzLooV/Rp4O7BzSri6JmJ9HQYU9sqtVtoqFKpKs5JSPOHztfWhVRihLTka8/pi3nR+END36BHwVNX4kDxoJqYGpWyBr7wwkz9fvLHuLM8w3KK/+u3yGyfLiJ48S+6ALcSUAFmSkKh8YRWhXA93JEbePSEW8mjr0qDjOwgUOQActjjK18N7EsIHv+NDLjcI50XYaMspIHng3ENornwET95Cws5g2Il5pphEG/WWstRxMVfumEFDdeAGodUZm5ezzNjnwCydrPZb/mGWziydPfuO0U+ED5KEg29sj5FBV5bZfco+ZRONg8ezXKlYqnffkDwqDvmSH+Q8NtCTX9jeTnh/2QA9Y4809kLDu1bRZmdbrEUaj0aaTMO2BOAlKGgoeRdNGVmHiUgt82c5krJ+5r/A7vFSImRjxLBN39lLMHhUwRXrAXm2vbUrvE7dbt/2RyMcl2JQdM0jOq/s9Cc5qj51IaacmffVPWF07jgZ6aWXXtT73/+SKR8YdWg3m5D+q1/9VRHmWK5UzZtLKDC0MB8Yp4bkHh+exeMS+m/92Mt1dg6EEzTBs2Dk8agWvgsKGi9jwLIo1qKFXvsEjaW+YsYeeOhgAC2wvpW1Hr7ew0CLQ46wOFPgrcCldOzu58wB+ECn69v4QEWc98tn6c8Ay3nQvxd1XvhBQKNE+tHDGm2ewbNgAmFNG2a0KWk4GtpmvyqQqAph0hNYPfRxdN79+ASVh2GNvnEDG5muEaor6nS2VS03dfv2vtKsLxUS96Dxto15JI0o4EdaiccnCAFrQYWzMJJoz3KbAtsMX7E+izX6me2PWm9smPEaY3GCwpaFTdhXylhb5SO/uQhj9DwFRgXWp/MtU0CBeU0LymYFNRodtVubGg0TjcfkbaB9RDK5wXIZVxGHj7xh74kKH5KC5iFiCM8W7hWEODBqzDuEPd4fhpenovj9YlBFBSFXWnTBcgwhFCgTpmzZ+iAfj+bxyGTrJBDC+LP1RMgcwWXt4XYIG2Svi4wqV5c1anHtgtBiwC/gXbxzHmceJuTtc2tIBAQYbcStZazLjMe/B0aaa/uhpZmttyKUD7mLdtvEi2chWGYYqJxb3DZFzOu7e8scN3d4x7YEAHY8mIScFVSpxNTnZT333LP6gR/8QX3yt31K2zs7tuDckr7MfENIQjU9TA3cRwsS58v047XHflxmyv4uExeKnnt9jf1YGIBvVUCYw2QyU6e1oZIJ52R48rV8zsCoGwE0eovW1X8HHDyG25FS5lXnUAIeYp9xm7GBomqKeSAkaINTlLBZisI6s1CmWq1p9Ifin86mKpTABwQFoz87Ts5eQjDAkAwHY0CJTZZrmkxGlmaYcN9GvaZypazXX39d//yf/bK+/ptfV5FtPNg3MPONeN3zm0PaHJHneHIWgT7gej3O18NtND+3Ci9TiO2HZ0J1NPZA6tA83e1CoMspJU0mJCMgu2dDs4wsmAPL4jdX0pgXQj2IESbQ2xxBYcDG33L9XtGD/L++jQ9Swrm/e5b+DMCcB/17UWfFT+wnSoOvhs3bl5AGHy9bkgWyvWL0GI2PlGbDhYI259NnhWep4suLiAHjA/jB+AsZnQtl1WodNWpbxtMGo1tSgW1SmL8YefRnNErHfg5jPZb7RB8jrcW2eWOcV7pR0c+haUJ2MzNck2ClXmtrOks0Gh0rTTE8RZnjoiEEbh760Pg2bBXuwb2QbdrkZO9zDHHFYlVbm1cspJOIGJKimAJX5B3+8jRgs8VFa/RTA88dFLQXbXiCevrSJoPVGcE6edE5/o4Pf5tYLcMXKckTJQm7rA80IfNNMtR0OtJ0MlIpukcNnZTgf6hCXpI71h3b7pb1GiMwEIonyHA5JN7n3dBHS6nbEcpKKpQ8pMLXDPn+TuwCjxem3WrZuqYkSSz1PFZdlAX/BYUIOG2SjcdYWRRoFwOeAb5eOApFnvLgIFFPhI1j/FstFLh9UC3Lxp5JjbfJgoj3YzQaWTa7zY1N8w6w+TBhoSaYmyAWrSi4xFFiForvaq2r13fEg+EyKkYcM5Urvv4rm8304Y/8Fv3kH/pJvfji8/rgBz9oWfXYLuH4uKt+r2/rG/GSIizz7fIv4id/N95bfZd3HI6YBINr8AJubTxkrFecqFKuqt3q2Lo0rscJiRA8JJPQrwXNxLry9XMewwxin8WBFmAwzWcdfKvlnO061j4vJVcltLLaZ5aBTUWjDVOI2T/OxgiTecG8itNZqnZ7Q61WW5MEKxxrTnycGX6XhO84YcT23wlfEUKE+nu9E9+995HtJGgnxpkkgQdU1e329Npr39Gv//qv6wtf/JK+9KV/o++++bZIDkPbMOzQ/9AbayAZAw/1d4KmH6C2MOBX+9FLWA/3Mo9drssVNL6zhSzGZ41UGR22jo9H8BsEGtYeV2S8pFS0dS6ME+edeFbifAHphH6dtzXwWvj3nMctw3J/V+vbeH/fPqS35m08ffnnNwLOip+8IEt7uM5siw0X5BjXJRUyDKB1bW7uaZZm6vf3NZ3hsaF+X6e+WAZxerxcfnknDBCq7YZJ1pQTn0xYPhlXW80943sHh68r02hhYLR905zSzo/e7gTf47qfp39a6QaGVTnJrbYeLNBobqnT3hZRI+zvN51GpTavuDyu9qzW69zc7kYFbW5ICQY1vGcoXhYCW9FsVtSV3eeVpSX1B11NJoxTZCsiYFbX+JskY2N4tebL67NjYK2Clmbvd2uYS2jet856TUi1LgmWz1KBzShZuzU1TbtcYvAjsB6pUBhpe7upF164qg9/8AW9+sqH9MEPXNeLL1xVu1mW0kSTZGRZA032h5GXKsbAEf9r9bp5cDySivtu/TGhiMyKJJAwGkstbHEyRXjyzZgRosjE5xZ/p59iuWwKGsoYyQpcmHdLMNnHsIwXspKaDTL1VDWeJJaNrlQumPAdPTQ2pTCxGNdiUPogB10urCHkrypmvBz/zt5xrqAZAF5/mOiWSw7rZoJA4ELaMgzAC9zgiuesD3RFp2ihg+ABDxEKK+BbynsyK5LBEEWqjOvfGb4VRLvn7Vyuy8gphwV/Cu4Mo0GpIWvj1DghoaiVUlG/6zOf1ic+/orKYd+xZtgm4ea7N3Xr5k2DGw/OFE+NrXGK9cbjMlb8atFHsa/8yFOehT61l2mRW9FQDhBIx0miWr2meqNu69SAGbxZtJf1vePTk5xEAcQ9knhyixbXjyXTUx9b3RE3hdSnRvP+AgDteDi/hfjr7fW+cNr24b+oO/ZrhNXwFMCav1VgfVFie+s1W00DPbHMoCj5vIygwDnJIooq2ebp0J3TkNcRRkoIw7VetBh4ntrVuSDDwKFaGkpQHZ1ndJSq3x/q6OhY+/tHOj7uaTJlAgtrZVhrGM5RxJ8+Bc3QEDohEuWCDB1bKFS8EvoDHhD+uBNJFm9Jo7ahdmvLvNIo6/AOX7tGDwQ+Oh+3CJE+/uZlW/+ctssjXZ/2+/x31rIVhIT2Rzzc88jnZ4cpQpKH7nTnZ4UFSJzX0XTjm4xbU74DfdjYLUlpUZ3WVdUqLUtTPhwfuWBok1lMOkAr1uHUW+c8yelzmSziN6fDwnvhKxtzTF4Wfh9llaqajV21Ox0ddd8xYTzOfUx0Jdt/1Pkdc6BFTwR55+nAWaQbP/pcsNKysNzFY0fARckMkLVaQ6NRouEQAyQ8LYTzmsHBPVTQ8sJYuyjX6TjKiBGGxfPzPwu81gqmPh9lFhVlwjfP3UhGvoFW44o6G7saDroajo4I/lehwJZUyLtlk4fcAOMs3EqzCSHy8/NvwXuxRJb4r/l5B9oD67c8E3chCUJmzUmR/aemU/OQtdo1aeZesw+8/5o++amP6lOffFkfeP/zatQbFutcrczU67Mpcl833+3qK1/9jj73S/9S33nthq9vsaVOns6ZEDbWISHMMShS3K9Y6YmUCmmbCxBMhoJWMis47lw8HjbQbCJ0C/mUzarHrHOqeSicuWk9eyEeIgTv2WSqQW+ogsqqNWra3tzVwXGq8binaq3MThEmjCGQochQBwoBR+7dXVCLOM3jcg3qz3LL2psrf953uXuhfLN6z4VTT4phbSnS3oEOj/ZtwLbbm2J9HmGHxCNjQeG9MjHZ8jVHTND39wMHq7D42jYUrJRFZqStD8k2KLPV6ejZZ591fLPkPBmrVC9qb3dH29skMylrNBrbfh4YCkyQvicwqzAsf+A9Fd+hj3kevbLcT0X8+cHhvlDem62G0mzHcNTrz4yWzDgwYz8wPLC+PiPSh40gCyv1seRle32L/WiCxzNnxVyG8jyvYltjmfE60my4j4XN+ppQjwhfeCd4Q0olaZqMdNS9qWa7rmarrs6I/XZmsAbDBYkD+J49WLDzmIJvGIaO3H9uNRqRLsMSvWfmyYngnvLo3erwO8/Ai0y7PG7fWMuK/yaOdQw/fk7lEcZTAnIhP1vfJsdW6PMwJrgywS3MzTSngAJemmoy7arXPVa7ua1mY0t19l6awEfwvJpFy3rea3OVDPx7ecFLd6HwE9t+WqDgdzDe9fg9bamP9zsGMd1JnzpfWMBDOzG3jjVO+hoOBtrcuKJWY0fHvbYmGNXC2lT/Zh1+T+IK1rD48Y0r9ot7Sy8sbr+XzyLSjPaYuxMlk4EpyxubG2o02xoOK5qFEH28Jk6n+LDhiev65klHaGxTnItpzwrtgC/zMpFQI7VEIcNRTxudK6rVNlUsMv8PVmjQgrbDspA1ZQa0eZdEGFbqPRfUUmYck7F8v+fKdgTEYWDZCry51xtoa6sklirgEEknjGE8bShxJERDpoE+1gEZZSWexTrXvXd5714YuIOCFpFKx3Ie/2JxPsGY9s16pGymUinTbDpUsTDTq69+RJ/9sU/r3/n+T+l973tOmxsb1o8IaM2G1B9kJtjOptKXvvRtfeNbr+vbr33X0i9D1gjdhB6xpIGMQ0RR4eGyVP2UZBss+/wObMzzts5FNUvd7PsUoch5FkkMdCQtIDsj9FTBOzYeifC5KqF97PdFpG6xbF4YLOetWUudzZa2t6X9g9TK8sHkQmTkdVhHXFDzdPV42ZZ/ayl4+ZVzu4r9Fgqk6gjomjqAG/y5csnAdBsRpaCMHR4dWEKERqOuQmFTh4eZBsNjswiVzWtKuF9i/bKm+Pu85fhB6XPrDBansjHECA/ZGWEShBKS6p4wVRQ1koU4/KmJ9RWzwsNEzuFnqAx9Z+f8F/9Yfyd1u4e2Tm5vb9fSFeOZJXkJXgP3triHjJdRAGgPODevi7uTjOE5tKGuOehW6Zz/+dX84QU68QC0GIZmNFUghOlYx0eH2rvyjFlnBwM85fTX1DI70gCozdc4uocRvJgHMoeVEw11kj1x+3xuUPhKP4B4UyQ45nshf34+tT9ZpazgaQ3wxrvTqWUGI403HudOc0ejYVejhHUbEd9M6DGbWhADA3pdeee9pwnfT1d71lKCNXHRZ8gKs3SswfBQnc6Wms2O6vUtTXtDZSkhYvHHN2tLjC+smdJ4P//Not75R5cnPoQQ3ea4Yv12IpSNWZqo2djQYalh+0HiDbKlDRi7DXeErbox9elFZTAYzUmJkzC/YVAKmCBaDK8ZRga8aJVKXeMxiHXZEPyY2BXIELmGuT//88t4b15h/pVzPI/15IvkHn/UHf94zr3Ukjqx3IVcBLVqXcnEYTTaMbkxX1Y4t+Lyytmady5vPRAGVrUJ+zgrTGV/aNNmEVtW1JzgZqrVWYeR2CLJdrum0airF198Rj/5U5/VT/3kZ/XqJ36rNjfac4ZaKkvjqVSukutOqtSkYdLXYNAzRpGhUM0mKqP0oKBZnDQ043vnYFf1BekzlQp4WvhjbQuCHhYh/mampNmEn05lEZeE4hULqtWq5rKndhpurueMDHzhT8TXMhBT26AYobJUrGh764rFapMamuyGvj+Y5Re3tpkiYRbEdQMtT/wP1DcP/eVlpuEDFgGbsAbwCBM6Ojywc/b+wpPGGh10C5RmXN3EsZ/tF/Hj++Z5GCklmmtFx0fH+spXvqL9/QO7h/KNx+zrX/+63njjddsagHt49FDgzu8Ho1nAFhmXW4ih3tT2dup2j9TtHRtjI/3+1taO4YgMfzJLE4lyKqaYQb7O21DWPNHK+cH7OEpymsnXjMJFciCMHmxj0e/3VatWBG6qbGMxo+14nZ12UMwdt16WJ56J/Cbg3/rBazETwpKilK/98vwiYcD5CxbnQx33bpvU0mntqNXcti0YPDNkWAcRBAPj2zY2GH5x/F2kVp0HLND60/Q7yQdoHULoQsFmlE/UG9zWODlWvVZTu7mjYrFpfNI9YPbVXRGzIufOhebFR08bbhctO/tZwE0cV2brRkE7Mq92u72tSgVjuouFFtLINjuEc5shN/Lls0PyxJVgqPOwbhTXQb+vyTQRxmuWOTCxG60zn7HuxnRZx/dJmn3crQeuQAtrQSGbcc88qyR4qjfIcF7xZCNGO7686OSnQWYyto2wc7c6Tn59eeckBtauQZsWnnNrSZwfOdov3oAeC6rXqxqx2/hsLPbqbTTL+qk/9OP6iR//AT17fc+8Xky4CNSvfedNvfbaW/rOd24Kj8g4mZp35h/943+uf/pLv6LBIDFBNhmNVS4VbZ3CJBmqVErNooN3i/AmNjel44uWUSYx5YqMhhZKJta0lMwzZsSRJqpWUKh8zQszxoy90LKZqlU2YU6VzhK2GPbWhXbireE3Go81y1K12i1VqjUlY6y+/jNPAWRunhFX9uK9+E54c/nynK58DdpZC8Oj416daB2iDShJHPFmJOOJeazYI44NmRmfpJu3NWkh5bx7vhawzMllccvOKPNOz/xVp684fxDGSn91e2R/mxosN268qzfeeFNf+Ndf1OuvvW4ZFculavCqJbaWbqXaB750GB0WV9IowkyPztjMSOTJY8geCT5YL4cSi0WNtWiE57oiwubMxGwTlotWGy1yWNV8HEXc+7PA2Iy5BRjugbUHbmDug1jD4taCeVt/WWf403nv8VHu5y3iJusHfUNv7k0SxlrB9lRhQ3hCoYeDvq8dZf1ZCabva788AyYCXcDRvN48hPmKz4n554u0Np0sN9LtHKTQ9gV+Tn6TQ8/ZT88y0QWggfXkbz3ceYyf/Ob+71A69dqaUhXUqG+q2ehYePpw3DPjnpVmRkDe9vXAixrWwbx4en9n69t4f9+ue+scyjtLfwaQzgMzXtRZ2+PU4vBQFvzLD14+CnhYZ6uirS9nLiGNN/f7fegADxpzsI/9dVj3QvOt9noXvJOvYlvicX1J78W78+FvBjFfeVwgRClFGSubR3Ozs2P9MRodYn4MW2u4LGAhbXftnycVq5Gm4uwW6DffHKNn/iPAH9mwbFEgLP9otlq2XKffP5Ay1uX7spdo/PY54l70GGG413t5oM7jnHrzf1x5O5XV1Gy1tbnJ8gQyGx95tkpkHwOT8ZoPQc+Vcw787Txa9zSUsdb9kV/fsTBe0wH+g+gQSEejgXmhEL66vZv66Ec/oE//u9+jZ5+9Zo6uarmow4O+/uk//YJ+4R/+Y71zg8xNmbZ3d/TS+z+gV199RV/4wtfVHUxUrtZNuUIBS9OBauWCirWSkslItUplvujYFDDWQcEsQvYZiKqEhSdlMkBArBqzTgsk/hjanl140PCwsWYtZQ+QUsW8b2mBQcXQm4m9uPDW2Z5gaVGlSl3FKXv4jNRoNbSzfUX9fleDwcBii0m9CuPDuhQwEyaZcPlEHELIna2rc0UVfODZYD3RZJLo+PhQ7E+2tbWlrc1t86gltxPPYlfGWhRj1VcbHPHCMZ6vvhOuM4l1gkSIsrG4M4GiavWWusc9fe5zv6hqpW7KEP3r3rKiatWmha6iMLo35g7l3/ftwKAM3gXNuwCxUNJ4Qmp2wvZ6vWM7r9UbajZgajsaj6dmiEBRQYn38AesbDNBlzauiuCENZQAR4lkTWXC9DWRduu+4X4EL65hvHP+ELqXVjCGCUfO0ql63SP1Wh3t7F4xLxobGPe6GFaQDZj83ZvoCTqgP58gY7leZb4faOc9aOkRoOKyinthAH48VbnKosSpWel7vUNLtd5qoKht21pXE2RY7Gfrl8zlYkKOe9fcku9j7171PYrn0N0l7Z3E9GIGzKPHlIIwkBnBxWKqWdZXf3BbW9Or8nTlWxolJCEgeiVGQKzi2Hmj18s5zy95wsl+uPMdZDbGms2rNh0hNeEJmWg66anXO9CVnWdtrWi321CaDEIECWMwRhat9sud63tSnrji6rQ0NzRHJIVGLFEaE1KWmveMtfos/WjU66pUMOCj1GJkQhr1uQxjt69rvjvuvH8ibT9O7AEnDo2RhsNjzWZXVK+1TM6aTEjqA692Pg3MPl9zRBB2fm0txejmQtzjbMwTX/daBS1OiM5bA/LnTXV1iA7Bu1IuyvYPOtof69q1K9rcbKiGxzf049e++jX9uf/5z+tf/n//RvXmlsbjVAX2G6v8M21ubpmgbeFgdPVsoma9LMIlW+26r1kpbqhYquuN79wQ3gpC2caToRrNgvau7qpSYXO9mSrlhpJxwbx0ZIQjtf/163uq1bDg4p3j3tQWPxKC1azX9cKL17Wzs6Xj7oFuvnNbb791UyQQrDcamsxKpjCMR0wox9qabevq7p4xOfbBSlhDYZ48lMJ8yJoL2HN0XeATBpgzqAWQkZm4h65oKfcTkj4cH5ri2+lsaKNDv4HLrqaTWUjfG5S7RVEPdmZKv6nZltUTuPCMWVZJW6BKIpjUMkqOhmwFUDdmyNJVC8HIChZqkNhmuA9W9Ym3jfBN8w7CAG8wq4U2mkDJ9IaCYb2v0XCoo8Mjy8rYbLZ15UpR49HUQkcsmU4YafAsE2dM14sCKcwsCqMRGmd+MLu7s/b4/uM8AiHwSsUy42yscqVmYYyM2ePjI5GRlT2QtrZ2NbK9VUaaTTMVS26FcxHP15PGsrxFXu6idRcfGwtY39tnbkSbSkU2nx+p2z9Qq7lr2y+0m3tm2EgmecE88hD6nLHlyScibby3sXlRWx/HYxyn9JmPaYeY575m1/pUhNQd2lrmTrujVmvHwh4nU9K7wwMtdv4ejY113eO1y8dzDKCcmUBt8w+TSpx72NNxZAraeJQI40mjsanJtGdRSTbtmTE8fjgv8j18gswxtRDAyYR1WjU16i2TOV1Bi3Ts85nJCHGYrMGaKzprHjyyWwCXH1OM1ySsHR6oUmmoXutoMLgVHBMo9hG4/Hd+jzvzx/G1y+OpMLBWQYvWa2eYYBuU84e3JAQEzqRmq6NkeKRbN2/ZeL96dU/VWsPOKyT44CvWiZUI/2qq3iSWNVWl0VJ/MNZxdzJPtY1na5L09eJzz+lP/ak/qs985vv09rvvqN3e0etv3NB//1//Wf3mb37blLRqJdP3f//36o/8h39Q73//c7YOifwDX/nyt/Xf/jf/g3rdvhr1sv7YH/0j+uEf+YwqFRKTdPVLv/TL+ht/42/r45/4uP7kn/iP9L3f+2H1+lK7I331y9/U3/u5f6C/93f/ob7znTfVaOyoWtvQ0EIxyxqNcfP2LUkFiiWhGVhQmFAYYM7vYrggLY/CRugXBHBzB1wk0o1WNWBy2H09n6e6t31SygXNipklVTk8OjShibjkne09o4tu79Bj1pcUDC9vTpHWbiZtJu+TA5r3UPvJfEgoI540aIa7gwFhrkVtb4HzgYXFsaaL9P6E0PHzPdBmmrHu61x+1M0vtiMqZ6HvTLkiNp+MliXbvHgynero6MiUxd3dq+q0N7S9fUUHB7c0Tg6tqOjh88kSVCB64i3zjE+hUq/ZNGfqW4+v/LuP/jziJVezWczYPsAp3zYOpw0FPNA9HeyXVb5S1kZnQ8PBno6O9jWZ9GzcsNYUPICXsCd4vuCAg9x4CnXlXro8vXAYSC3JUzplew4PcSNRSLd7oEa9bXsvtZpHSo6OTIHzGR16IYohKmeMwzDmLkD7zmskXpwWnRdSY4sihlxJ87sk4Iqc1Ne0J9O+jnv7atThk1vq9rZ01CVVOUsIohdtHWyUFOuIz50vIGfwg4dc/u6EgYg7cISSEXBWwMN9rOPuoTY3dtVq7mgwONQkHZln0+Yo24onZlq+U/lPw33HzdqWWBK1+CQTxnuW+JCpuNncUK/f1Qx+xyQWRBFwfG+SjHPb46TdCIM7HODDZFrv93pCnqF9h8d1C1cvsLyIpT1I+AXkl4gTjk5j8d7So/xrl+f3hYG1CtqyYhaQbgI4yC8qm2WakMSjWFar2dFwNNNkXNDhwbFGw0SexG6mSlF65eMv6z/5M39C/+Of/Uv611/8TZXKLc3GEvG70xnhXxjcMpVLJaPpall68YU9vfS+tp574UMm0zebDYuJRiDGlTwaDVWrFvX+l67o5ZevmTY/HEx1fDTSoLdviT1IDvL8C9f0/PObancImSMN+vfo+jM7+gP/3o+oVmfjVNbNEVInvfKJD+rjn/hP9eyzV/RX/vef1Rtv7CuZdJWMU21sXbEwx7f6b+nZ689bqB8euclkLCzAjEe3TgXB3qgzCvn31Q+P5SXkZ9bu4aWiPSg6PsBIu49ChccqsTVURH8S3kk7SRRCwhA8iew0n2Z4E2N7Gej5ieD+m2br2gphDVNGEo7EMgh1Oh3duvm2Gmx8PEmMBpDbWMMEA/QU6YQSUDVwRGZz/3Uv3uR74OcvtiXPZvzcwvdZD2lmCPCFEjtUv19R0IAqZgAAIABJREFUozFQZaOunZ092/ib9NJMiMVCSakF45KUxoIfvQ5DV8RZHvYIywK6C31WICuY918ynVniHxYXkz2VrI6s0dvbu2bKPdbaycSzt6GAs8chOGLdoS9S5zr+xVbn+yHeuzxeVAyQbIiF9DaDF8jMO9J4Qsa4mer1lmWNOzhiCor9HMNkuOY2/X1pub+o/RvhynsAWHfrv8iH3XvmCScwApLNMdFgcKQk6ZsBtl7bVK+3r1lGsiXoAR6Y54OxppPHRd2XvOEkdhZ3UBIsKVoweIA380zbHl+sxR9YpNDuzlULQy6WWpJ5t6f2BbIChjTLAbAo9j145lnLkTNYfjNOhupsND0dfbGumSWtK2hmiULIjP0EoqiQWu6HdDbUOMEoXlWt1laxyH7HIwuNnYde2Xi/v7H6BGLisYMcuekSIAWEJQyZZO9Ji2FtF8I7ltCiKWZkN0xnJAIgJftMW1t7+tIXv6w337xpgnKlgqdtolo90+/7kU/r//iZP6+/8Bf/O/37P/V7VakltilikiDwz2zCZjNbaLlQYh+zVDhDLD1+kWNqf4S42UJMTVQupaqQjR3IU1moZbmIEJyqXMps4XH36LYJBZ5mX/r4xz+sz/7oD6lex1PjckG95koKygj1/8RP/Jh+9+/+nSqVWVc1Vb1e0aDfC57Akt5994Zlp2Pd3fb2rq05IuwSTwrQWJpw8MeebSHZhikRlinyYhGyKQmEFpbY1wKcsAG1wxhhJ19KlvkmjFgpWXdI+n0Sv7TbLe3u7lm7PUzVaYM9ohCsbB0SClQo04St1ckXjxrJX7JUxbJvLj5LmcTZ0BgaytTtdVWuNS0BRalcMYV8imLpao8pZbzrxLBEyg/tAk8fKYrTbGobaFdwGYuEOH0dHh6Yh7XVRCHZFQpmOiuaQaJUrlr4H14F8M+P/1MS1sQQSpS+gJeH1oBTFOy9Crwe3slx9cfEz7o8GEulVLGjzVJkvur11D/uWtKQdrvjsfozqVxrqMCm8mRdDRujxnJjnfH68njxMBDpeBkyX6fh1IKuxWidaDA80u39dy08HmFwa3PXaJ1EOtBJppKK5VoubNpH+XLZj+cqCrRsA1OtVY3fVCrsB0mork+l8DzGAPdZK2t8tOhbxzBc3Aj2eOB/eLUuRinygf/59jPYy1DKXOEKXpuMfSS7Ojh61/jn3u41KauqqJpPyhbeWrbETz4PUYb/0QaiLWId0J7/PbzWPS0lE9WAbMVaK99b1sMcSZTG2uj9gxvq9o9Ur3fUbu6qWKy6EmdZmzNN5/P404IRYzmBfqBh/+XMRWGGY50+8zvve5QHiefYNqI/OLKcBZ2NbZXKLLsoa5JgZPRS1vPGUJHRuZcb75z9SL3wopNz88myafMyf41ZlH0/1pkp7cg0hHC2W9vKsnJY2oGM4vQD/1tgL96+H8/hSYgu7yxjYK2CZqGMKGOmHS93tsmUtnapZB4UBGnPyFTRrVvH+oVf+H/01V//hqakoy9VVak3VK6Wde3atn78x39Af+Y/+2P6mb/2F/XH//h/oKtXNjRJBmrWq2qRqpSd60MCEs7xlpiiVsrMy1UoIbQzGZIZzwkwKlpYWxcbZaJ9zWwBLASIksFEwWbTjUZVb73d1S/+4r/UL/3iL+vgYGDrmhAkGIN7Vzf00Y9+UM9cu6LZZGKTLRMuSgyTBe+RPpxMlChpGxuejWqSEOrIZtkVexc0k5YfzxOTcpyY7z5glzvn0V6tG9C+fYENWlzZhdQyr/V7XR0fHxuzJ316p7NpCTxc32CCRsmWKXvgLLb9wdpDWCEwobzF0FFKyMGZ5wr5+w9W0YO/HaxkDh/es7CJoxkbWGPRtXWN7C9DfPru7hVTShhP0ykGAdpAWF8cWzRkqTGByT44aI/7C6y0CAD+xzh0T+x0htW8Z1sSICiQHYr1jDwnNBVvPEYCM3DkUYFwN1dcH3frLutfxcDd+Vkcq07fqPWz2Vij8bFt9kp/t1rbImMYiZuKJZQe5x0+9JnkESAuxs8VA886auHVJDaaYlQoCWNMgbV25h1k30g/tzkjgxdi8XQB72K05rygiLwrHinX+ds8nN2Uq0ALFuJOvyZKpl0lycDWlbdbW8F7RmZXst4SQp7HV6SFvDAY6rGm5JnGebXtaSon4ir2Q2wbeHN5aZYONB73bO13o76hcrnq8o8ZmotBHozfPY3HPA2vti/gzTLNuqyJYkvUDHvqMn816hgdMTTFeT2W8ThoM8IbYXiQI2Zx1gZPNZ2OrY3IOtVKS8VinTx6NjZd/onlrrbxLPXHMi+Pa0McbU0MzNGExtyARgkCZyFBiwveDO6iJjM84kV97nP/rzqdlsrFP6CXX/6gvV+qZJaSv5Rm+q0ffl4vvf95feiD1/TJV1/R3/rrP68v/etftxT65SLeOrxfiSplkn+ULHxwOmPz3yR41ApKMtYbufcCxSsKCQgAix8Cvl+zoDE++eY3X9Nf/st/U7/4uV8yheyzP/p79J//F/+x7f+BcEhSwve/9IKeu/6Mvv6b37U925hsaTNeE8L7UByPjg4t22C9Xjcl7fg404QU/iimjE9C2Uy4oHLawQTjfwsYL8JZHEhgKH8ObBFehG76mXeKGicjsf9XpVLW5uaGhfKBI3CCJw0vCGUhlBC+huASY7Lv3mL6jGoWfbeAiS8DfPMwmgivw3r3ss/xKfUXYgZC3xMkWnjBEwlqSDxTrlS1s7Ojre1NjScYAsaaTAbKspLhhFhuaMTp1inUl+jFdvnarHOE/IxFRbgoJtCLgz0fayhoJotmKK14v31PmDSdaJzgDT1Ws7Wl7W3+dnV8fNssjpUaBhBCVvMCeahjFep5/68+uLy+OBiAVowR2nBmKxQUbcKh2QdrODxQo1HSRmdHt2tbtsa3Ui4ZLbDPkMp4YGbkEzNh/SK0y6mR/xHQPFswPG46wzPYt/mJtNvb2zu2zQZrUlHgzK5nvMuVtovQlocPA32/OpZjrUgWhDh3LbtntQ3O9jQYvKUsI4SKPoc38h77nDrfifP8nPfYjLA868caLo/LGDAZxidXewAVu5RtJyaMp2lfvd5tbXb2LPy4Uq5rlESeT3/6CPDjcvlP/pWP63XtWNCd44o5yhOTsQxjoMFwoHZ7Txsb27bGFvnQJWVkQWQnooQM47ninTfmbjzG0zxs3t9udCbqZ6zhqK96valGo6NqpWEGaAPWrGjh21wRGLJyl4+xXU9+1WsVtCKhjfRTWCcDmzSEs2mhtRmrdsHWjcGDSUuPh6lSbenwaKh/8Auf01tvvqPf93s/o9/1u3+HXnxxR5NpSYWyC6PtRknV69f02R/ZUKVQ1F9N/i/92r/5qikBZUIjU2maShY2ZvSCJ8fXRSGb+d5jvmcOE//sBPHHjnH3baSjo+5QX/jir+sX/uE/0u1bh6ag/dzP/YL+4B/8A/rYx9rWSrYPsHTyW5vWfq5neD1M4CQck7YihE7Nk4YngLU1WEpRUMbjsQV5WBAGe7IRTpB6u1eZZITy8R0j8wUC6/AASjx3QYSbDFgYc6nsSjSxyUdH7h0jhG/WYVHp2Lwk0AYWJbeApragdK5crWss1ZkAB3UhyMHQ8i9GOOORZ/nz8C5l3JEW8uXd7TxfcYBn6XWvF6aNx9SvoDNPcgJDTmdTse7s8OiWavWy0dPGxpbGo5GOj1mnlajksT+2eSvJQgoGdxhnCLZRCTFtPy/oLAHzGC7yeAc/XC9wZkKVTWC26MG60gRUQlLJfDUa6PjoQJ1OW+32hlqtTVuQzhhjvZpt2QAugnElX/ZjaOxllafGADRMnzJZQx/wa5T2RJNp11Ktt1p1bWxuaXvrGb19Y9+NW2YUIuQKKy4FLJHXqaE5+4eEz+MKgsXQFp8DnKdLtWpVr776ql5++WULaSbK4qtf/aq+9rWvWbQB71k0QbGoqfHSs0N0MUq4UwcteMICTu6FPtXUFLT+4EDt1lXL6Lx/u63ekMRbhNSzR5dnt7X522jI6cgVf86dFxmN2YbK6+pc1P6ePkOgc3QZGuKodJyAt5jN8ZZmsw+oUW/Yuqr+sJTL2Mfbd+rvpxm7EXGx7e6UgJZn07FlcGZIdzrbqlQbmti+fv4NUQK2GCN+aviL5V0knMWx47DB46x9M0+3T/KYZn1DdRLnjW4H49uqXLIowzzgZqCJ9y5SW58cWNYraGbDciHJiMsUNbqLDgneA3YOCzHJaaGoSqls1k5Cuvb3e/onn/u8XnvtQJ///G/qYy+/T698/KN69VMfVquJN8qDuzbbTf3QD3yPvvvaG7p542298ebrNpETzx9qMuZAzD9/hLrZWqdC0bwTtidaDtfRauFMBEJzYgNOyjs67utb335TN95lPx5POHF8PNL+Phsh4+1hA0JPgkFa8CLrCSiDuONSZnu/4dIul2v2bpKM55MvnrQ0Jdzx2NbgoMAhrDMpm7CRuiXQdI8LR7NBIQIuQ9kygMyVUfC2EFOUkMlMg2FPxSMP62w2O9raZNKdGNMiVDW2nQQaJqnbJJvrsPkp9fEXB3y+fs69H+evr4HRn8Vy5m+e4iTWnS+LCpctwhgJTDgz8sDTyL58ONYKZklPZxONx8c6OAQ/RQtxxEo8mZAw48j2iLKUh9Y2H2uuXOYtldQLTjhGuE7RpIfyiXXCCbhQ5GNGNdrjPMO3c7CWZVP1+sc6PNw3z+KVK9f09tuJkknfQmFtD0bzKtLu2Oawbxyj0W5dRHw8FCQ/wYXSR75PJDExlvylQNgMxraBRuND9QZtsXZjd+ea9g/estTe1ucW5ojG7kY4uxdJ4XFiJMi4qI7MC9PZVNVK1UIcP/KRj+jTn/60rly5YnT8wgsvWCKlJEn0la9+RdMJa1adRzzOJjy8uunvNePSQwJM2Ta7Ojg0jYs1TSNbk0i2ONYidlpbGo27msBbCQC3pErwAecFJ+fOi0AUDw+j51syfcNv9RhumwFlqlFyrFHS1wZetGZL3X5DY9tSCKUkyAnxk6fwGEhzqWUuAy6o2w1HTqPMd8l4rPFooo3NbdVrTfMKI0fG35pRER9d4KNDTSiyjcnJ2PauZH1isevJQmxcRkOqHTGQx3ZzjOeX4/S0Hb3Wz0pEATtS8Yf+z9ojX981VVZYbBI9S0nsQcYXvCUhtCktqVbfUKHY0je/eUM///Of00//9M/qL/4vf1V/+ad/Rt/4xrdt7yw2omYPtZ2tjj7x8Y/opZeuS2LN2Vgqeorm8YR07ygHCHhFkfZdBV+kaN4Za3UkBI5AS5Ny9+Ap4W8ym2k0ntlah0wVTWeE39U1GKBUuALG+rZo7WSwEr6C8G2+Q8tu4xte4w3gPdzZx8ddy17ZqDdtk+JqtW6yNkYI3rFBj2gSPQun7a2H+l3AmQ0wzv3Hmgp+FqpYCGvSwIcNyJl5RG7f3jfcb23tqNPZsn6aTQkDoP2EAi7KC8WuOTCI839RQF83uPPv5c/XFHuqW2vKNLxAW9G75e3ytrmClmZY/tn4fKpiiSw3E/V7B5ZqH+Gs1WK93rZq1Zatt/CMZxE3ca1Vvr3x2aka8RA+Ap57wESyF8v4xXtOL8YnbDDQtlTJZKz9g33bA3FnhyQqmyoW2PMO7yz4DQPWWrCmLx5Cyy6LPG8M0P+sR8UGiJEqGjGYQxJNZj31+weWBRYv6mb7GUk1MSbM6gy9GAM5b7hOX563wZUzjE+VcsUKQ2B75ZVXdPXqVQtpxEgFX3juuef0vve9z96L3sD744Wnh/Hxf+lj3GPaOQ88c87b3VaHEYeszB4ixoa4E8vsXKu0bB2Pzfn2bTQOxpZd8oOIiQc7Rrzd4asg45Fptdc/EDy70Whb9j4fw5H1U87T+fOxuZDXlloJL5r/4AHM1wg4nul6MGAfv5Il0yCBXrQtRp4Rr+dFXPQTmmZAT8x4OhyxNKOoerWtSjkk8zFRIOIl0FdYBoVSa4rtRW/nBYdvrYJGinoEcBO0TOVxBa2AclZwJY3EESgzxIdjHWUfKCbW4Wis6SxTtVZXpVqzUMV3bryrf/xP/on+/F/4C/pr/+ff1KDXVQEFBwUvTXX92p6uXdm0jYhZq4UwS0ZBRHTCo0wZy4oqFashtTqLsxH+InFELMfJgMw4nENiIfSMtVAl97wRPoYgWKs21T0emCpK4gb0CN9+C0sAoYkTC0dDqCTE0TYlbFSt3UnCHiF4C4qWkez4uGebNzcbbcvsWGO3boYx3kLzpMXkCaswR9gvwpERF4VjG30mUKOg4jkrFMlcNHElukDiFs+42T3uqnvMGgzWlGyKjZot65EpaOB1LZmtNDgM8PlEHq95LX++8tnDuIzWoIgCqwO8LJQzFzq9crxmMGoEDlfSSC3O2pNU08lIx91jU+KJ2GF7CZTYcoWkOKE8U/5CG61uyg198TDad+oyI0xLiFlbmuvk+BpYS4IHxY+Mas6HQ9Y7dM3bsInlsdF2pdUsj7F8cBIV9VhNfBavL48XEwNMz75vJnTuvYYHiXliYmvRsMweHR/YmsWd7edUq27ZN8a1GW6Me0jgAv4QvBDo8KIRwk6yJI78UN7wnPG82Wza0d5/aoWWlTEZBFcTYDNoIGTAYyFyyOho3crS5BmZ8Ni4umsbmDcaGyoVqiYMpsYXg4IGIZj3DQzDVxzXF5A0LiRINpbykOXHVZhzXJ5Jddy9reGwZ1vckPiCtcE+HwWlJF/Oe+Tc8ReQZsoa5+5Fgwf0B0NNp6ntDcz2P9Emzbh/sn4LeN2oRGK4kYaDgSW9q9WaqlYbnnWPhuWG/hKOLqT88mT1BNCulZyLBTwkqQg05Ny8Z5G5Wjp6Fm/PSLhlJZChjetyhXVo7HvkbtFp2peKY5XKM5XLmQaDrv7+3/859brHlrmNPcTYdLrZJBQGAXdiGRfx2uA5K9tCcanVrqndahpjniRjm/AaDRRA0sCu/lwp86ETxIIUT5xPqDD2ZIqSQXr0ikbDsVrNtmca9OhLs/biIctS3inI1sUhZNo6OE+CwTo09gTxtVmy0L5ul82rx5bdcWtrW7VazZVNC9m4X0WF9uSofrV5dn2y1WtfO4ebeEdjuxE4YDwunDBhuoeEvr99+5aOjknR2xCetIZtSs63rmA7KLQr/gXgojJkPUm78m3jPAro+fvn0LB7FTFXlHgxwrx8RPnmzxT7ElsM8BzLcFDW0ol5g5PxULdv39agPxBe1q3NPTXrbfcIUzbrdKJefC+4Huvz2AcRDxGY1Wvu867jxg0UoBEWTn/6HmlsR8CYYS3a5sa2ZXMzxTcYV6x0E/ZivbG+y+OTgAEMNrZAHsWEQWJzBwY+V9QIcWOjezLibm5e0Ub7mhl2EBQZE/y7s4Dj9BXpbHFcxQy0eT4/539eHjwRT1n8ffe73zVYCcUneRZp9pkLej02Y3f65RgjEuJ3T8cxN/6Nb0aeTevcaOoo4D68MU4K8M+JxqOu7YtWrTXUbHRUKRGBQt/z/VwrO4GqhZKWq//EW5c3HAPMS/wxH7uMZFiL/zEHpZ7QZjg8stBT5v56raNSueHbCMX+eApRGhWq2LTV64VY4sZ7S2QU1slamGMysiRxZHMlggpvWsgWF+g4lrx6dN6wevfxXS/DY3K5WFOPAjpVtVpzBc0iIxieceyZYLgivz2+VjwtNa9V0CpKVNFExQKhGlg8U9l6GRMkCfYr2Vot1nbBj/G4VYqpGtVUn/z4B/Xbv+cjev7ZllqNRI3aSIVCT8XiUHu7LX3sYx9WvVYT+1k1Gw2bzG7euq2Dg0NNZ6xrGmo0HqpeL5g3C4ZyZbeul19+Sc06CRaO9cwzm/rQh17Q9lbH5mVIhBM8GObhk4eawZBMHERLsL+ZsnSmaqVkHsIkGQlFj6QOJjyy3wdzh41GX0tDZjFCWdiksVataTAY2m7qtVrVxh9pSDNb1Ow7rx8d7xu+SILQanXM40eUIPtgsQlnfj8NFyqclCLzNEFmrhCskhmDJ/6tPjvNdX4wxnLjkfLC/j3sUzbjPn3ClgGsQ/TJFY9RuZKqN9jX7f2bFhJK+vQNFsyW62EfPQavp+mNijP49LYu1+fKUL4t3rv5OxfhHKi8z6AwPM4oaBga4rpF+nxqdFZQokHvto67++Y9wsNIWulKFaMD4RBuZcbj4BMoWIIQPbzU2wv9RGa4OmwfFY7yfQVUER6Q4TAQBuGCFbw7JEYw5TX0d1BeGZlYzvf3b9jG8psbe6pWmyqYtbaozLyulOWaa/TCgvNH1VrH++X/d8MA3iL+FgINNOLzNn2M8caS4DA2bOsWlDXeIVfzVONRz5LGVCs1bW7sWGpv+hyrve0taSS3rscjLa4efTwuYM7R6OLmKc5cWfQ9HoEPAazgYY5ZQf/q85/Xt771LfV6ffX7ffUHA7355pv69re/rdF4HOp7ECPdKUB8TJ8wJn1ecgXMweAe1/lnbqxjfrWZ2b4jlXdXw8GR4bPe7FiysULRQ2NtHaMp+LFx+f6kbOc9C/qL710e74YBG4PmzUThCJEcRE6VUs0y1oge2fxWq3dUq7ZVKFRd6Qh8flF27I/8cfH04p85DcU5K8pkgbIMfFpm98NWQ06/HhFiSa000SwdKhkNVK00LQNmsVSTSHpliswiouskPvI1nXx6+jtnKRfDKn9EzrksMpkMbWNunBq2Dq3oe76x79ucfuLMbPz9LPWfvtVP25drk4TUCommUCyWTpgpmWiwhkJsdAiuMzhimqlWK4uNrSfjrq5cv6o//Sd/Sh/72If0la9+WV/80hf15puv6eDgXdVqJb3yykf1+3/s9+vq1T3rVMY6qbe//fo7evc2WRWr6vUGeuuttz1VNyyBfc8k/eE//GM6OnpXb333HX3fv/29+uEf/n7t7rYtiYiFmMHySdFbnGimRLMCRwYRoZouQNgea6R6no5Uq9d8/UMDj99Ek0mmctXT7Bth2gab0mSUqFCs2aa7k9nE0uxDBKxNwzOAHMlCSoQK22B5MFKlIm0UCGVjX4yCJRJJEjbvzVQsY0HkfXDrWRDxwvi6Ba49++FiYoPQV//OkwxD2c6FcgVzv2BubROUgMJkH2fE7jkkfDTTJO2q0qipNzjWjZsVPX/9BXU2SDU91pSNMdOxtRdczaZYnaEbNpwmTS0KvMVCBoE/gkD9/DiuKiTh0cM62CQULUIRhgiPVwoWylgmYEpswWDIgZlxD4VLKlmyi5nY3mk6Gevo6IYq5ap2d65ra2dP02yqW7dZdxkVOWgzMV2HjdgxWDDWTJGNMFG8dU3ESRRI4wNA4oU8vK7knA+61pQdGbPBBRyL2mEjJFRZ3IF1zCwbKOPu3Xe/q3bnina2r6qzsadxAj4IqXX1L2UjRHBdLpv3YYZXu1QJol++jfba5X/ngoHl/vIiI70tKkBQKdsm94T6TSwTqfUI+1mWCprMxrbhNJZ5BO4sLato69Lg1SRNYhP7RL3ekf1tdjq2l1AyObLwYKPsWWIVuj+N0wAbBqKFVLUAymiRd4LXLnzt/Db32qlOnbap12m6oNEY+Aq6efO2/s7P/l2RLITICfaJvHHjhkUWYMh0hZNN3DEGnqryC/yRe2dOAkg/RC+je2+s/4xIeJtQRbJ6HuuoV1FvMFRn44oOuwcajo/NQIWCb30ZkIY04MqY8z1XDuFvlEefn4TiNHe83NN8eXG/WcwjwAj++CPxkq+lVAmv8NDG2HH3XbXbV9Vq7qrd2lWv/64bE21/rEUbrczcWDPvaHgccbjoEuch8I38fLAo7XGcLWCJ7GROnrEdhqc8yLFFvMl5oklypNu339b25p6u7b6gw+MbSsdDkz8to2FhEgyubmDkK0uIZcd5ReeAgEV7Tl+YK2j0pS/fyDRKehoMD7W7u6VOZ1e3DzoakXEVGcgQhzI3NSHR5DlzmEBfq9g8PVTvxS/XKmgV1pdBlAidxvFynU5/WN7sku1NNhqNbS3ZoHek7Z0P6PnnOvrIb7mqj3z4B/UTP/GDRqDlMgrNTOPRUJVa3ZSQ4Qivg/TOjb7+xb/4sr7+zddVLNeVTDK98foNS0feabPuzNOW//Z/6xW9+pf+J9voFwWoVCbFKetZMkvHD6NA6UoLqRr1uiUAIbMiCqUtVS8GMX+WKZulajUaqhTLthM8ylGljLBBTDxeNCz3JCUpWrrZ6YT3xipVgyUkbpyLIAxxhvHK5tl8Q5Y6lC7WJbCZ9WQyVTojU+SUrf8MpShieAV4zzyReBtQglmDY2XmCTvi38MKnVAjkzhPss3XGculnjvVFRNbcJyqWC5amn08abvbV7R35aqtQTo6whPrnIjBi2BO+I8J4fMkKs62Y60X9hj7/gSAy3iivQipFu5oLlS2gxir3z9WrdaydWiddkfjZFPHx2PbFL1YKapUqZoQZxvglkrK8FpH5Yw6rYvW9dMJgOLLd+m/dd+c5R4TMLBxdAFqXWn0NGHQrGmEtthTr9XcVLu1YRkue92hUoRasqiWKjYoLQOeqb4h4YQpoetKv7z3KDAQlTMMNfC1UrlkvI66u6wxhuYZA2W2KfG1uMbWjJ6hEgR2DGiJZhPP5re5uaWNjR0NRkdKJl2jI9/41Q2F3q4c7a+Oxfk48XecNbu3/7xxgvAZhVNawxwyHA71+c9/3qriOTQLfnjPhVX/JteC8wbrMZRHa+7WojvzAf/Ow1nhB2R2bT23q1ZzQ/uHZaW29YaHyTLPu/GLJsY68zw3zlF3g+UxoOcCVWk0m5/LbU6OADpfNdxi3E5Htp9ns15QpdpWudLWxLI5Ik1hZOY7vmGYEzLJb4F7p/dY9tN2XLTT2zxVprHS6VDD0VDlUs0MTTgteJPEejHCZIGJWAbHSLuLp4//LIxbA5P/ZkqmfYtuo32Evo6GtwgTCjoCEEcDSWzb42/Fkw7BSbOo5dKSqhk5taQax/BXyTKVw1+lUFAA/WhYAAAgAElEQVS9WrX9nFh31N7Y0Ec++rI2t7c0nGTqj2SbV9tC30JBpXJZ1VpH5Uplzl4nU+mv/szf0v/9jz6nNC2p3drWzZuH+uV/9i/0G7/xLVPgRiOGQFmjcUEYKzGoY5C/vd/VjXePTGQzGimWVG9smGLVPR7p8JANBEnakCmZSqMEkbGktFDRZJqpNxhrNJnaebnS0jT1zbZNZGSRp1joTdpZ1tvBi4iFhxvdecJhIuaPBeJYUAeDgYX/4EmzvdJKCCt4lHjPQzhQ0FjPYKFC5niB4KkDIo/HSGYob+Ev3nqsRxgLFk22XGCdIf0z1O39GxoMj9Vq+Xq0er1t2dxI/AJeCZGczKbmcfSQT3yLF5FJnRa5i74z4YwI4QKbMMsUkMOjmxqNe2o069re2hX4IWyYRDUsMOZHIg1fbJyjO+jC/tYxwHX3wOkFwyshE3idU7wQbOBe1tHxLXV7+2q3W9rc3LXQT3CFfagoQt2gr6kpu+UK+/K4V+20vXP53f1iwMe3K9zL3xDuHfldo9GwdPOst+r24MkkE0rM0MQ+km6IIrycPgyelLBvFeHhk7RvNDCdDrW1uaNWa9vGC7SBIYsf1B1Znx3tZkyyE45mGIj07mPQg9yXYT+Pq9h2+DZjDPpEQYP38ze1SAGMNG6Io93wyLyH4TzgeDrKYG3eRPsHN5VmE1vDXC0T/k2ERggnDUpApB/jD6YdhDVqRqrreODTgaHzaoUZRmJhd0KX7fE3sw2KZ+nYjNnt5sY8lA2053kCY8wMkTa2T3pTef1OVUVQnuwjbWad1kjd7rGtP93sbPtcjsiItXbV0XHBG+x97L4CP2cJT8/ySJTLVTOihPAxpwvkDHsx9jQDMvLiC97YCwzeWgWtmhWDclY0RQ1lrZplqmapqmmqEnt8TRKVSbfOPhCjkW1WfXjU03ffGSmZpao1CEvydZIoSGM8vKHP3r0905d/7Q39qT/9X+qv//Wf06CPV6mm4YgEHHW99d139ef+3P+m3/j6TVWrvi6sQvhhWcIp9s1vflf/61/6W/o7f/vnlaC0pRLrtWfTknZ2njFFjX08SsWGbS5Ktawtm07ZXLth4Xe2HqJY1d4V0juX7fsQpWZrgqr1LTVbOyFtv29Eeq9+9MkjteyGMC2UtH7//2fvzX9s2477vjr7zEN33+Hd9/gGkhJlUZBJW4AsKYkJyJEQJUGiX/ODkR8SCEjgJIgsxoSN/Ja/IMhv+RuCBPkHDMe0AFukbNMiKdomLcqc+YY7dfeZh32Cz7dW7b3P0H17uvf2ve/te0/vae011KpVq2pVraqhzLPYl8UGUkzcIG5SqmhhGE2de7ny/BHKtgWzZ5X88t77qmZmq4XbZDdbmbz+PHr8oZ2cHGtV/f69N6zZ7CbtJJrKtmDie1cSUgRyvLym3GjJLAwghEKcMW9C2GI/I45wRsOn9vTpQ1ssZvJchtMQ7LotR4BnlR184BfELqoWUx3nKp5sp4v0t/FMvd0DLFpqDlYaT04fam/nwQBN2l1rZF3LV3iIrVkNs1/Rf98XqgnvNjbtY1QnYiMtljPLc2Ifzo34kPQrnl3RDOtYe+wvx87QOAWuulaJtfc8n9rxyUd2Onwi77+Hg/vWFIPuIVUuNtEnOrLTBzCPz0+gD0HN64hnW2J2YpbsGgkW32JecIGjSut3KvsKPjgL7pdrCn00W5zYcESM0r4dHtyXEy83lyIvF4TLhct4drlyPkntcwc46Qf9x5FrjyiCBP8Y15PJqc0XY2u1WoZ3TTPnXarCWfo4ncgz8t1883rfuTUAAaqHw6daRB0M7lhWJ5wOdCBZo+3A5nbDKmgYfYfWdD5nb+2p9t8SGkX77CrbTxD+L0arX29suMnW7TVxbOM+mI3aaUO+vDkK1WpWl1C2llt9GEq0IXitWeZ9+6df+xf2k/d/ap/7pU/bX/mlX7R3P/V2MvNr22I5t+PjJ/bzn79vf/7t79mff/u79rOffmTEI6uZm3WtEAzbPfXxV//xP7OPPvwH9nu/99v2+V/+K9ZudW2V1+x73/t39tWv/hP7wQ9+YL/0S79owzFx2FhVr9sHP3sqc7HF0ieNP/7jr9n7779vrbY7thieju1f/os/t9k8t1Yzk9ed1enS/q//+/+1r339U9ZssaesZh99+Mj+7Jv/xhYwiOw1g8mGSdwrzpbdAdGDMac+1ACzF1aVucftPiaPaA9G46EtF3OZ+QA/9rKhFcAcxs3itgkduVF4dQDcnsFdA1dYIcoxdapZXscBxLE9ety0Nx+AA3dsMSfmzcxYJccvhvosx/16kPSYKDhHO+NcwvjVuXIVUA0Nwor9dggamUy/gMHpyUNrt5p2794DeTBcLhb20UPi8Y20b4fv0BZLbhU8tvt7635n3xmQuk3a1tRzSQkNEzvH3JhV12xpp6OHdnJ6344O3pQWDUdByxGmIfOkda1rLLKnsRgKrw4yvGI1ZQzGeNxfdTkKkqc9HDetrN1p2oMH79i9e3fl6evP/uzPtDoHXss4DcJXLCpgQYC5AGWwP61u08UTOz4Z2MERJm53rNM5tPlwams8oW7VxZnLoA1Rz2qdebc1PvY340pPY4FAuJsYXX+GJs3NMf1x1MHrRhrfu3alYl+zj6KPgA2LNoQrmNnDR+/bnYM37c7RAzs++ZFNZmhkwQAWtzzQuQMCfMLxlN+tk9WJmMQAu7/65K8gEPAOcMR44VwBGJptgLpe2Hw+lKXHweDQep0jazYGKZh8lRGi71AQeR6F3BfFVM6VUipPX/XLgCvOVebyRgrf12kfWqd9ZIv5iUKK0ErRCPHUrscsYXU7ISN6JRrNpI1n9anN5mzVya3T6Vu3MxAv65ozxwP1JuhzO5v0yiHbXgGtSQw0HGCkzf0MYYQ1BDXGIe86naaEuNkcE5W5tEOT8dS++a3v2ne/95fW7/ypVl5gQpuYJdVQkU5sPJnZbOJOOdZrzL7YPI5g1LKWnC7kNmWDWi2zv/iLH9lPf/b/WL/Xs3aTiPYLeVE8Pn4qjzKYMX77z7+ftBQtW8xym04xF8RcbG1f/9q/sn/+9X+p1SBCAJDnZDyzRqNt7U7XbEYMs6n9f//oj7UpHa957HtZLAnAjLDRlolKxF+bagPt2X0MQiOoaMWkhnv+ulaXj4+P7eAgt8HgQC7FQfDxCpMXJhyYFffYx3cwLr4SAZYD+epRuWcAxOxUTfIyrtGutgg0TL+GQ4C1YqmgRbx39w1jf8l0OrHhCCGW4N9oNVlVj5X1qLgatiWkxbtX5yxcqLNaDj6wjYoVSjRqLqHM5iN5dey0u8IJ9t6gbR2N2K+HKaNJo6T4c0W376F6BQ7seXcrwUU92Xzs+AvO4yxiOZ/Y8dNH1m0fKUDqoH9PY1OB4tFjZ5g5Yvq51JgstN23so2vf6XYIwh9Q+DodLv21//6X7MvfelvulfcPLff/M2/Yf/wH/1j+/d/+ZeWL2Tj62IWNI3FCuikTKMYE8SlXMj8l43n7NGk/ydTwpZMJaCLiUeY3wCtDwxf6d14UbmJL4pBVHl3+UtnWjxPFxQ9D55XfzwNAa6azueGy5f7+n4BLJ0m4uDr6dMPbTQcWq/XVzzN2fyRFi8d7qEJpS9FQBJY+F4Qf33B9Bxaxt5mWd6RtwKHJ8468X0sJE6nJ7ZcPZAZfq93ZMcnjyRMy9Q+ceH0jR8+l1fx/TlU+xZmSbvRlC9svpxoHz7ObvrdOzYef2C5FAZUO21XCJJ0C1tSrRJ0Vevu4IMcBsLfjeVcbzDoKabrePLY1muCdMcR+xHL+40FgHj8yflCEKgfHBz8b9sp32ti9gcWwSj6oKOjimFIEOfVUu7yWW1ZLAk8yt4SNmTXbbGCOUd7NLHj06E9PT7V+fhkbCcnY3lubDQIdkdAyrqtpIlLe03y3GoISdhFZpmdnk7sgw8f2Wg4tY8e4u1rIo9gmMxpL9loZvP52saTuZ0OJ9Zq92w+X1nWaCpw4HQ6t9l8aZPZ0iZTAk/jlbIuhpl2U+f5YiHhbzKdK810Rgy0TEIj+4IEiRTz4nyhCIIHI4mgxX4iPDLmtpjjtTHMX1paDQRePHOYch2wplYxaamGPrCZkKTC8y+0hlUw59s9eLH7gq5eLPneVNBo2tFs0taVeyTEIYtiILnJXj3DNWtXK+UwdPPFzFYENqdlhZOQ1My9pfjDciI4J5Fgd977Z78LPN+b8oIwJw+0DHICo/02GAnAYLhAAh6hDILRIGB6h8DmNbPFfFHx9AYeOV6URC4xIwJewpOizVHz0JzF/d6W6KGy2XgdeUbfVPIQwlTuN77bviGfPQeunJUFixms1tJG9ichsGfWaHSs0ybQuWvd8SrGxJcJ7m4qgrDmjlP25H/ZRzvN2a23cFS4upm54y4Z7H6zmfKadxfEub2lpEG+f+zsr7eMnLQ4RNvSbwtOnh8IvLZPv/ee/Ud/8z+0X/mVz8u8jxAk7733rp0OR/bjH/9YtDVg6DTPhRmHGx47M80f0Np2+0ACOgtVbLifzzGdZCELj39R3zh7pTzvqGsVCmnsCH773lfTPvvaQRllb6Yv4Zu0wom+RyrVUbSO/baV1eZIcMnzVndc8utq8v3tqaZ43tcOO+cdWLPsdu5qz/ZiObbx9EROpbzv6U9qg6MKfszN1J9fgunLb87zBtcN5Q8gXcgt8DoJXAKy9lbiRbtp3c6RxiUm+cPRQ7OMuZvvS2D7QitVK5+VFSWt/7yv96UpU79aV6KWWvwXPGsta9Z7Nujd08LscPzIlquhhxVJO+2BxMax82Dj7Uu5oUp1PO9GPEJ1n3v8bDRRNBzY2pZ2cvrU8tUs+U1wvtfxih6P8flSmvBaFCo+f7sluPhuZJgOcl4rxlmzllujlluztrJWbaVzvhjLZf1BryNt23q5tkataY0MT40dazYJ2jeQrep63bKs3pWjEAIfrnIXzDBrxAUzJmAIXOFFsdXu23KRWavZVz7rWsvanYEcCPDtcglB7xiCXpa19KvX2zKRxBSS2FLscUEzV2/0ZEaJKWWd2FzrmhEkG2FSgmWtLsaQvLzexGNqKVi2PMllmEPOn62xwsQRATMNOAldEKwaQgn7LI4VoBvPjv0e8UW6IlwIdKCzM57PIF47WrXt3nvR99TXN8CzoduFEt+Pxp4UVOLHJ09tOme/lXsvbGS4nyEmHOatrmV60bV+vuWJmkkzjDYWCKFtAE4IseAH3knxXDYcsu/C7bpx0Ut8NGxA0SrjJMFVTdu1dZj7ZFi9Tul45JzM9ocv/V6Mamo7nlgzhDO51ccF+cxOT58YISkQ0vDsiLYboZ5FPHco4xrJvXzAS2/d61QBx+FgrDZb5jiHOR8LM++8+469++47Mul2r4VrOcn4/K/8svUHCNvkFa7pPSdpzxSQGsHLNcs4JGAPB4wgZvMKkltPQV/FTMZ0FXVLtUrCpDONW++EKDFGNltx2TuEy+pPuKw9pl4v3rnTJz+TfzkX+LeXLfPjk54VGkLXrBQfEc05GptW80CLuJpGpXZn3nfBooQNq4RnyAZlok+udiDAWOHwhRYXnvyJQp3WljZfDG06HcuyB5M2eC0cnIWTM6cPmnDO6YDtMellvB5/WSKg/cCQBcSFjSenUg5gBsj85XvKA9avTqtF3wpBnMVlFuBnNh6fiA72u0daSA0i54smiZ+D8L16Tb51nRMz3kbF6nU2e68MQQ0hrY5wluUS1Di36rm1MY5cTi3LF9aorWWeqBC9MJZ5JocHMJn82OxP+Bc0ZQg+bC5c13wDODHW2IOAgMZPQtOKAKBtq8GorvHk1bHVCmmczddI9QhMLsyhgcP5B6vvWb1pqxxNFZ4iiUuGV0GYBdJ6/q7Wp0xWMt0jJEIa6UiPcJcnjQdAIR0MBsKHzwIboNq4CTLlhM6Zcb5hXxmDdzYdywU1AhlCWq/XK7x8gc1M7r6IRXpfIWRPXORHPclP+702Sn55N9QN+EgYXXsgawYqDUEYwSRtMj214+PHYuBYeTm6c98Qplkxj8FdbYHniXqdfF9Nxgb8k6WIODSEdNecOcPm/YhJ7WI+tpPjx3Z6cqIgvffuvSXGBHhA+L3vS5vu8t49Z8V9FX63+jo1XWtrBJaXVtFrDK6MJ8cKRQBO4TCk1x1ovPveHfABc2gYhFvdyte8ck7p0IByIJQxTmO88hjhzffXOi1QfyUNksetZKHCtR7QCT9yG02e2Gj8RN8eHNyVkKZgrzU8fuLh1JlzvAJzbOJ/Ws1Oq/Up05d8ckQNOsYC3ifHJgRKBhdN6dJGE+aKsfa4dDt3nAksPgGe8eNhYow3njlesODJLw5wZRNf4s3H7Qz8fBx5y50ob9BU8RorOfzCI/NiNrdOG57lwBe/4U8I1o6eRCB2mnAeJF9X2Pv+O/AQOobDpLGEWuIhAq86gVAD3mikEpDchDBo1nmQe/Hv4OF8zvXxJQ2prBgWhmYbob0ly5+DZIJOHd2yJdrl/HK09sW34XUoca+J4y/JzbGbY2GYFZMrNNA7ihUr30dSTy6wGaV1BdWtezDSNHkLG2OVUSudCtecEBYmPJnuYfqEIAQRVewzJvDMVupfD4ztkxx1qDtxkLc7KuWrahAAGIOCKMuGFupBOR7wV+YlmLygZFMb/J3v90r1oWcTMScNQVU3iNcZPa9pI7Wbuno2TApcid22xQLPD5l1Om03C8TwbcUGaff4F0QsBDXBo4bw5kw674GTJLnrmD55E89oyWUeIzAijqRVTHofuIsgCYyC33JJf9at3z+wTren/Wh4gmP+pE+AUaFxpMdkxlYO7qJPn1m18ptnJj0jgbrrjHfnm7hufaTFB2DhwiptBKcDj2k0/bxc4CAG056e9Q8OFJB5Oh3aMl8kuFZxyfuePDReNuAUNRcmpspUr7fqt8Xq+FvK2iovPhMiRxnx8Kzz2f2gGoHTadM/JscIXhzsbYIh73YH1uvi+ZON10N3FiGz0LXVG03H/7OKvszznebs1psx53XezFjPBZPdbzZTXvPuOuNc9QPvdhpa9PN27Zxl2Eq/VQeyY0wSZB2HL2+99ZY9ePBAtIz9vuTxzW992/7tv/m3Np1ORRPEzIkm031O7yjbZRZn9oiRKDfO/TvWamKuPrXJ9MTWBDfX3mJnGOrsa85XRb4l017tq2TiKGJaZUi3W3y9+6D1+3LZ+24Llvu+e9azrd55VvJz3j9n3D2n5M1XadF0XVPcvP4Ar8dHmi8REJbLcRLG4iuIKXUHHzhrhIomBq6X49NxdXtOiZw+fmd4EuYld2YWYX2AV/AdITRDl7MaJvhH1usRX3ZiJydPBPNYaJEMrAUan+/pDu8NPxd/Cxp0W3DuZno+8AzYoUTAt0K7dceOjo5suRrZePxEgq4DN7a1wLay6ASkbh88fPENfMjlNEaKAvF0DVmhNZsdOzy4Jz5uPH5IJEg1g5ZgHURXQ58/Oa4Hgb0C2l/FRSh7Q9gvk1bxNbaSgKYiEVo0Ep04+qSetD4kELKyqhpaIZ75tCLmXYKMT5r+NAY1+QUSgyCqQSLGMewpAEY13Qd+KyMIdsox3qd7b4MnFiESgafmLsRFDcqz18VBHIX43Vl/fXLwtJQnAbRI7HVe4Z7P1tbtYpLZEhNCYOJmA1NPh5cGOzBMxXpeZEhmSSBKzSyyv+SF4HHJbzaTO3wqa0Ib++ScVQIHvPtoC9pNHGNkddzxLw1TlqI9EoZdY+aMja94kg8lXay+CWCbFb3U3blgvTBzVcHP2Eem7vPcfbw4/DSMDGJdt3qjJcF9ZUubzyYyiQWn8HpJ56NlBQfQToBbVZPahBwJ/6MVcd4PAt5upkh1Erwd/sWX6oDN1MW7nYuz+qHUCoawi/shrwV5s3JXE54QXwuYYPKGu2c3hXO7eC/urDJ2KnP2g53m7OapCVjw2MwmJmbw97keF8a5PbVIg8bp0vb7/fV23NxKuwEnn7hjPAYO4gyKMY2Tp5/85Kf2T/8Znng/dJrGKJevEOYIFr1i8uaevYiBAzhqali7hQl4T3udiRm4XM7T+KfOq+Rpjn3PVKwy1qLawbxzLvB2oxGR8sWfr9OfqbY315L9OPASgOLOY9i3LSuYjvV7d2VFM5kQuJx9PCGMJXKhMckzDocIQhhMbxXfeQb9ZE6Jc/roY3ryMecwY3ykvX1ChTSeBFIeZApXxD60TrdjeU6M16e2VgB2BjULLSR2Xk8A3UCpMr+gF68b0GkXP7fOwjKsbq3WoR0cHprMtkdPFeTbNW2JdxO+8hH/A4dvD2QkwIusgh9BQ9O2oVrDms2eHR2+YcvF0oajR5avcOznY9BPbuFze1r0atZkr4D26wdHMlusQ9Dw6MgwTavINJNucAYaIY3DmS6JZ5ggeYpkm5uELQSPlFoaLV1XO9S/cla8TCl0VrJAlFQBTXK88O82V9NSZ3j2fpMGkUaENBopP/apCaMicZyrVCbSxruU//ZpqwyyTbUTjCI5Jo45JkAN3O+3xGyzUgFzQyBrvvEBEuUl+CZTQkyCKpYbke2lz2k8Xfq77Q8KAW2d7I+LvvV+BL70Pu2j7zHv7HbQjuDZcyohg0ki4CWhNE0W0sZJEPEAx9tl795X+2337UWeBNT3pr0QcwVlS0yntIvOWGTF2PAxpHIYF9pj5ftWMNMlsHmzVZfgvpjPHMeTW3LGHXAqzcuq2t2oOefq9d6W6GE1pacCfg5D+q3K6DgBjnzPzrPMZ38ax7s0plQaFIbDmXS0yfDdaFoJ4s1K3GjszgLQrqBxcfO46/d1AaZUg2h7cQskP3YatDTXBnLs6/LaWgtKCEiT8dg++PAD+9GPfmTf//737dvf/nP7xjf+lf30pz+zfLX2ECXqbs/INeXgrS/ASTOmruQPQa5hpLvW7x5qsYIAsHiAddxn4if8QhLwgojp+0pFNU41e6QujsZUe/YlXV+Ihpxft0pLz0/4zLc3MIaeWcZFEvjkyZ5v8APz94P+m9btHmgf83h6mvq9pBviO4rFEYeIaKOCo/uebuLScTD3sJDAtgKunX+5SL1exzRwGDFXA8+VpgvmXfiOYu7Q2EKD1rJWC6+afWu2mnZyeqJFMxeY+ZYPk/BcoBNlVPISHY2XcX49YAuYgpaxb1y+D2ptO7xzxxr1TBYgbG9xuhe8rbg8n2tvgB7cNCTpO5/7XYPmc3MKjYJWNWvZ3Tuf0had0eixFlCpgytk2HefrBduumIfs/z2CmhfGgysiWc+BDQ256+1u8xBk8aWVgOgickTYQxGkcmkPdMHWB9CRMXkhJDmxBgU5dBfeYv0CbV4JvStJUUZBSciUHzFlykXITlIQRqek97f66z8y5ydQKvkhIh+XX7L99HYdE4aQBV/xh9Han/JtcOlTAwEYEgYrHIhXavZ4SHOEBo2GnmMCVKTBu1BmR/Mcmgj8xvZhxa8TVm7y145nF1AgxjHL2AZ8CNf9vgx8bKvsWHdXk+eHokZIiFE7tbdFKVscxA+d77i5gDPqmMq81nJznkftd+b5ELElBwcx52JACcds8o8HXbgNDiBYgyBlc/6/Z51el0xEfPpTM8R4kI4k7lBfK7FEeBOu6Pmqfw9pZbl+1U1pT8hH4eh8LeKJGnC3s5j//2+foh8o2yHURLjE/7QDIdJo97SPhRM5jD5JCRGzWLvUdRzXzn7a7T3aYCseLmbn49jkbAiFRclfHa/2Uh43ZsL4dwZhaT+q46pMuX+eu/iRPlFXJEfNIuxDFNHeI2TU/aaPrVHj9hDtHJzc/YDw/nJJNfxNEzGtXk+OX/hmQ7WNhR+o2W97oHoBAL6ZDLWBnUxg2vXunssdw/9sm/xwFesU77FXBAteInn6/RnqvYO2l65Oftx4MrZXflDECFhHnvClzXr9x7Y4eCezGZxTLBc4s4bGkmfUu8kgGshieVhUwy+CBbOQhc/5hgO6Os8eVS+cjVf+Q+BEuOwKiCUGjS31BBxqywSZzIr73X71u32bTiaGOEwfJFkJf5OY827RBAKfrAKrupUUn3+ql97u3wug2dDk4ZvhIOjQ21bmM1mNp2ObIW3Q7ZzaM6OVjP7p8Xn2zIUAzs0HJNFF/iSFuBV31rHDgYPDCuXyfhYQc0lgK4Rzlg8c2do0cpPzleDwF4B7T/t9ayFmQFOH9aZfjVcvMvcUL2XWEEYKYhlDHanm+pX/UlvhHgIadKxyZylXEeg4kFsncUUCWFOlwY4BDTKCcLs+WbJkYaanvZB4XSA75UiNBZ64FoovaJE1ckr6atG8Wbf2dPte7P9rMoIOQNHVbx9PjjdPI1KwnAuVytpk1idgqihQUNtzIFphsTPVH+Hkwtn1XK263DR+5shmKqhCT8EeVU2VUFAFgHiivYwSbKCWW81rdsbyOED7V0sptqTRJ1IxwFj54J0YoZjRa5axE5jvcydx5d4cG72F2KuUg4CMJgO3pYMPm9rWq5MeCEGgz1ZHqYAprfTQXvUFXMh1/urpeDIBIr2DEEXQoipo8OoWmuVkFpcfb4LhGpKf5vqpPo+Dw3atsavbusNRETj4rBgP1qn3bd+byBNzGg88TAOmgvdTNjHxG67LvxkBzy7+KNxXOm/yNvHNxnsfhNpbuR8IZw7o6QE2/30Yn+9xUAUbdoBkAriS8bxYuEhROqYkWlRycOMYMYsao1nQ8V79DEM4WVEZDUEbVbxec4495V4zBsh/Dh9ara6ioXFeEBAm84SUyiTrFx4Au4nCkROm0Ao4EZtebf1fjP1i7sr6nX1Im+uJftx4HI1C9jG+XJfKzVm3I3McqwsENTWdWs1Dm0wuC96N5l40GSr4U154UKa5nwvq5bmeujiL37uF+13f/d37fd+7/fsN37jN+zNN98Ujfzwww81t8SccoVavrqfFF1TXDjYGecaT07GtAgKIw48E+1gqmLOaXeIfXNqiqgAACAASURBVHXPZouljcen7l5dITA2aXE5HuFf2KKScMzlwlcXhmfU3OHkcIV3kUWM1azXP7Be/8jYisU+ahzfSHBJAprDidkjzYk3MRTPqONlH9MaXzwOXpnOI35S+HtoWrd9xw4OjuQwZDg6tnUO3woucIbfvkUNuiwAbkn6vQLa7/cH1l7XJKA1MAGU5BwqcbijNNc5H504T+9ShCbGYy6zttRKOiqYMH3rg9+/IE0w+eUUyjsX0GDgEhGJgZ4Ewo1VGu2Z2yQU5UpRVDFKZIXDy1XZ8fgGOiWImnJPjLdnS4HOqIupqOHsgI3uuc1nMzHjBHNmj9FsNvd4bWlV2auHaU8wMfTJ9SsbXXLdnOS1E6RIDlK283PvlO7UglUW4ubBnCnUQLuv7/B8xAqpmwHQX95qh5XvwSom1nP76/qAOTf7iwK+kkkhoAEYPaeOm/V00Dkzi9CO59Je71Ca0iVaxsVcuOLCKwwsnvNcGxkwK+FOIVGBOJdvq1fVlP68rBt9EP2gd+qT8/Mr895sXzyH+a+TryBQl2DPnSZxZY3zIb5dymEIpm6DwZG1W32bE89wOkwOJpjUyrpG/pc+7zRnt96CAxDdSlvCZ/ebS9fjvA8uinP78kiV3ujHIt3+etNMb2p5VXySLjBRZj+phLIwQZbDKDy3rrWwgODtY9YdSpEb9+BwLWu6qaqesYLvtA0vvzDneP7Fg26305eQDs2ASWcPTC3z9HIil2OuFvQiOECVVFkY4z4mq+2WvIT76/Rnqi4tupljPw7cTN6XyEULc+BHzgqmcMDWXY/B1epK84WzmHw9Mqs5A0juTklcEOD+3ffetd/53d+xL37xi8IzVvg/85nP2GAwsO985zvCv2IeuUT1XvmkIIxowdYYQTgQvfUWIohJA8R4Ib0WSVkMNDmHOBjc19w9kcCBRtOZ8qrJeeLmijFXCGjksk1EX3nABu0BVsyXbG0Af9fWaHZs0L8rj9Xj8chm05HgJSVCYqPhA26ngOYVLNw4iH66sz4fdQ2rZ327e+e+wZ8Mh6e2Wk1sbWgJy/H5GnTvS23CXgHtv+oNDIfG9XU9mTf6aqe8rbEPChnM8VFnjTn+8A5mi3c0KzF4PPMp38+usSonTOYrH9SeSp8ycSsfED4JaDVXpzuJ4a9fea6RBscmzM2oZBORSRmm0h3gacWNcjdqV2jiKjVGSNVXz57MnBEina+KOD3i3r91YsW7mjXqLqDNpggsNbmxbeKhzlxDwgo1O+tdocQqs8cLkpt9Zee18gZd/u/N0MoEZ2kzaQX94G31GqWepS+T508myDlatDrejogVQtwvTPmmtsp9r4CYuMTgBVNXTKznNrta9uVhwhfnZr/RtmflT11ihT/yLesXmOfCieMLb/HqaNYWbLpt4qi4tmKV4+0RQR1ccLOU/UIKLYhWxHl/XaspPYXXWXB4TgKaLJmEKYzUIPpU2Rlv4CE6QpiOtcdCHPTuKnj8ePLU8vVMe9CEa2lc7W/dBZ7ugKfsn/haghjV20qr53q4+018eyPnS+HcVomp0k6Xtt6dAbtNnAh82Gw8zn0INu8jnjAmCEr0H4HXO8qZhRmELBYfpCVjgUoaL7w8sleDKQN6sSK6imjd2popxhJJ2efWtV73SM4dEM7n85HVYNDZh0YMPTIR+BOdEfVP7awwQeV42IbBS7i/Tn+WTbuhij9n3L1MLYEL1RGD27TVqmmtpsdDBH8n06c2Xx6bZW6ySNbaS1XMz2Zvv/22ffGLX5BHUWilNBrrteHynP2RT548EQ29TLVei7SiA4xh55nKNm1qOjSKBM8qFfA5p1Zv26D/QPFoJ+NTmbU5Mw5fsmnd5OONsnwGVMdqrG/SkbIer+6VQwpiw3yFBy8nPISN6nXfsE6rLxPHGfsobeEL7ZrhHDrMe9DIWzQSN+Y6XzymL4OfxkUjlg5tu3fvTVUcAXSxHNl6PfW5+fXr5peCoD6Ctoq+k+d2Jzc7XK/twMyIGT4w0w9DvJ6ZMQW3a6bYaPWMfVUeL61pucWvgQkWv5q/y7Ragw0uE3k5oMMEsNqnhMjyw9MxtlnoCaZWE70me97zSwcDJJhThC2liUnc0xRZxzfnniN1nM9NfIGXIbixyuxakXqjZqenJ/bRRx9oXwfuWTF5xLQnuWhJmgz34lfs17hAaS8iiUAu8pKE5LhOhYtJUwgEJ+SNZs0Ws7E9efLQppNTa9RrhlvlbvdQm08hBEzIri1yRq0QzshTkrub3Gq1IPr7VpG4CuRZKIC4JdyEEDvMSON4hdMY8Jjgzet8YePRiY2Gx0a8p27/QJvlFTsO7bSCoQOf5NUxmR8XJYoBDHJP/vErUry0C3Wd6lepghZTqKMgg699aQ6z+tpm0xM7OXmsNjMmEOibza6ZTOSiXQnvJOBttzuVI+Zgi+5UqsBl0Jyyb7YSFHi2/fzjdy9ZzGdumTE1m2i+6A/HT3ex7J5GAaxc6ctswc2WXTjzcV6OdSZ+wpAwFhZyrT6ZoTXDDLxvnRazEDGFtNojb5/ONFSnsYRDwrHAj+r7j19fvSotFk6wGik8wdPnxObLUy3QdjqH1lb/05eOZ96uGNPc+b5I6ON0Ok0muKzuDyWg3blz51UBxfOrZ5DHagmVZ8yzyHLFgg7XGj4rWy2mtljOjbHeara1uOau+lldiTFG30Qf4WDC5zUVV13Zr5b/il+L4hRzrpYWtXg0n41sMZtYI8NctyNNWlZjAd6XFisc8C2aob0zpERJ9JymqXe5gDavWYybSyBjXx3WPiykuNm6820F/rziffuyq79Xg/Z3mgNrE/hZ4pCbDyAYISBJyGIjoFYw12JqgqHJUOvma2uuckXY8E5iNTyhYuJR/c41C7HuKUCkCZxriAT5ghOszrhuDtQuaxXTL4wdQl9xL/PKdKdrB3MVaaoM/6atLN+lCviVzwc8FiGLUqrnSBiETUO2eEi51bJ5QflJTyAo016caMznC/eW1GQFkfu5ypU3KvgXadTUG0X+mxcJcAGNap1T0yK9FtXi5hpnZauOorP4kdlmYYI3+JP2qgDL5XKhcA6tVl0OAQgoPpm6mSOTAjGWMJdSUFqaxUdanCLvmAQoi+dVcneNxuzUfF9eqsSeFwJ28ZxeqoIi9lp5Ksdo8ELjp8AR/4r9ZfPFTJuM8aDVbLZtuYLxGEuAw8wLnABHfC8PJcVqaOoHYLRu+GBy5C3qFhd8pTrGA6VLNSzqlF4KYTZTF5/tXGzConzNWGVfAof3oXKU5rqEK6Y2CmDPfLCuSSuDBza4hckE5mtuHifVvfqJRtQ1jchMmGDWxQFOVhZxNtq8NVyAhqZY2proCF/HWPF6+9+UJAhDUdyNX6j+V8w1VXyb/nhu3o7tnAu8FWYEtDb7vUrTRMuYu7UYFsJYwqtE070J4CN95P3kpr/uEEZ1SFYPThfpV57i6XZg/cGR3PQPhye2ysdWy0AM3mPu7XOCzw08i73R3r79rVSJL+fPdfoz1XizN67TjJuAznYe2/cXrx+0Hhm9rqDk8Blmnc4d63aPZAI/nDwWcwijKMEBUsdinuGsxmOofvozn7Z33nlHhbJnF7rx/vvv21e/+lUbj/Gmd/X6Xbwltz0lMODH/JGOAixgF6OQd857kWK9blk969kbb7xly8XMTk6OLc/RZtIXLDxDBPjWx7dbREBNIaBoX0KQi7Kj4Ff87FOFGoFVkOYQFhnXDe2jPOjfMRbhsQDAWQg8kuMuGl7mG/ebcHvQ0seTKHhBqxwnHF806KS9Jlj10cGnDN4Nd/vLHDPOJJTfYIPCokqoRMm1FE4j4Sy1w9xeuKb5ulzgf5Wxa7+AlnUsy9eFxspFNAgh+pwUmJiOK+ZbNn1zm1kTE/JkPuiMpw91roMRZcgCSKR0hrKbI6YJXc+TcAZkFW8tvYMA80/5+zPQ2zuNe/+nvQ8FcxFvnZArsYhNUCOY2ujWeJvutx9Hg4q8JTWUFU+I4YQv1WuLyfWieJd+wFHWoT7K8YbGChU/Jhd5nmIjvrwf4tnRN+HLzDGqWz3v1JGXgrYLT5W0O82uvLvMpQhzaoe3KxWpcjdzos/FoMuVMsENPY4K7tTrWVtMGGaOCG/SFBHTpgjGnGAa7SnyB4YhoG132mb5F7k7P4f9sCz6syggpSvuy4s0ZYGQxZhwHPRv1C81dxiSZW25OG62MHVE6zq1+WIiAu8YxF8mPnpZokWln3meBBXBp6xDXO3WMuFlwuWNseEVi0+fcfa+2peo2tbATY3jAG0a59B30XjFfstsMDiQuch8tjBiY4W3KBaL1grTQAZ840IA1ECHJpnADy/Rn6de2wCCKFI5ZkiY2u35VeHjq81eyHP8q/pfMf80yDf6schqfx85OAIocS4+2nvhTC9p4+C6mn/kE2fSlX2SBoI+dpoe3xJzBxffR0Rk0mb7+QJToVXaGx3CWZRbzZc8quVV07zE6+v0Z6o2rbqZI+B83dyunw+oihc8tK11uStHQKtZmyDJ3SP1+Xj6xBbLiZu4ZljIxLzOvh+z2XwmZyMevqauvZA//vGP7Vvf+pZ997vf1Vz/8RbQop/ifFa/8778iX6sm5ZlXbt75w2NqtEIxxcTy9cLq6EpQ62uN5itx5yc+D5xekFbn1X2WXW6pc+DxGje8rnYcaxuzXrfBv07WkxlD+14cloItJiES2GcYsrdoDxzTUAVHH/iJRDWK30m4uO8drPetXtHn9Ge4ZPhR7Zc0j7Mzyu0/Zq1Aff4AVN+HvLLKaDe+Z4Jn+2jmmneo+gQ7l7Fcb9XQPvvmk0xe9KIqYEOoAyCyE9OfnLfi5Y2mGZrhK3EfGeZ5WyWdJD5HjKGe8HoZG7CJK2cr3vGhJP6Ps2rSfziYQA8CX/Vidf3qMVcrMSOEqk8TxuE3F9VO0vEZx8SRaXinYSfuKmcK+k8ryBsXuZ2/nEfTVL9KnWV7Xwtk+OQRqMuJyI4DsFjH/vWEF7wmrb3IJ8KCAqNVqWO8V1Zfjy52jn10hkfe8HRZk/k8IFAyXPhEmcXLTkNabU7tlzM5bWNtLRf6eR62xtWMN4F0WAyiJF5RjUu8XgPqHa/3ilvu3yv654P06PtUrbTk1/N8KfSbHas1W4b7uaJETadsRl3bevVsogxxWRKPxRoJCRINuMqart+Xo3tUstJeQ/ulpnvNmvnyf7ySFbiQsLVRCc4UUQsPrAogUAfIQa6nYENBjjSyW04Orblau4rvEnDLhiojuBMtRxuKNnrpPKVLj1RXypBIiJbjUkCo6cgj8inWsbWNzd5u4Nrl8g8tbOEefXb/X20ixPVby5zHflHjnGu5hFpqs/iGocFuPLvWrfdt3azoz6fsA8xn0lgYxxs0B/BijxhEDgoE1p5Xjkp6Ys6Xac/Ux1p1c0ctwcu9XpNY937K1rYtGZjIBNvYkMuFiMbT07M1nNWgtXN0AgX8FmcgTac2ocffmAffPCB/fCHP7RvfvOb9oMf/EDaM2BWnftvBoavfy6CMVrKrGPd3oH1OgMJw9oTnBP+xDXhYJN6Dga9wPMYg9GnpLo9eHft3qNZ3mjNO5p7cLVvdQX57vUG1m67o5sR3i/X02TG7fy0m3TfJojAYSX+sqCnQCk1VCeUE4SB6tqdg3cty5o2Gj+y+fzEcsPTKlq0m+ljBCzGLD/mMXdMhadn9jTDL6BNc78NnFFsVEvmm1d1zO8V0P77Npu412zjlsc1eV2jozTosCtm8K0keOVpIpQnP7xv4cmrIpzRrUyhjr8udav7AayErd0V0ABunMsBlDi4QBTPdaMzyrTpSgVzvWlmWO2w/cxLDLpKjjcioDmSO9/kDLWXnwaFTP/cvIeNzZ12W8g1T/vVAtk0fAoCWKlj9VJt34ViJEm8W9xe+bzBIG3k4m2NRw5z7xDaEXBfLmkvZo5963Q7cjgww9RRjlbc5bqwSHYBCZfU67QNXKQEzzfKus75QjntwH4bzuRyoZzOrmotM2CDqV+n07F2G/MJNw2dTT2minsCxVlDMvFVsVE2Z+oVv92iImX5pkxb7SO9F8LwxUWObXiU30S/l/BJ9RSNYcULgupjoFa4XUdYx7MlTmXqNpmObT6fybUvC2iOy8AAvHLXzo4pqR6qNtebLfYhHc+p4572SUCLN6T1PCmzbEvZvhu/2sG1S5SQBvn+eno7tnPbhND228vc789/M4fz0kDlMFtpysS33z8w9q+ORicKjOoLp8TdSUJawCnO6kvyoEXnlbNZo+d+V9Tv6iXtwdIrZnY74AKaOpMFn4HAhczFSjBx9BqKvzUY9KWtOT3F0cfE5Ti8fVrJkBEjkr3dOAP5+c9/bj/72c/s0SMYRxZzPhHOrogkonPM0WZN7aW6f+9tObs4PvlQ3vucbDouyXRZPGKUxhiMcaheuF3jMap51TODUc1jDwqZYFHWlICGoEPInD7u9vNMiwuLxVCeSDV/CBzM37frCC6Lgcg/P9JEK+JDg/G227Cjg7c1PqfTE5vMntoqT/EKi++u17aYu+Ks7Q9pLEfdqC/8JTSEdOI1t/wYXK8WL+frvQLa32mhC0vuKTI3a4QEZikAnaRjVq+0b4QTPYZa2zVnbmvse9Z4w48uBnD6J/NJrjIX0ngJQU7pyE5mirIgjBw4pwM8SZdMzeURaf1JeedX0cG8fVkCmmAgpinMo6KWyVySuuUEZvb3rVZLG5ypM5MM7qbRpEko4tOi/ZGPt/0ifxPvdpGk56Z5loAWsC7b7rjASocOxT1iNalutFdeHXHVvZwb3uIkfIg2OJH3ZpcLBp6JkObcel70pfJ/VuIdJiuIWHx4+f6IL8uz4wQrRQglzQamr02PCzRGi+ZmBB5+IQQ0YBQ/copRxfVuy3ZrWaav9pfqJITZzaOsb/VqGx7lOx+HvKee6Qh4FtnTv3Q6q2OYabLfDgJcNxg1mjWdzWy5nImfE0+nvbG+ykauUJjiUP6V+3ix8ygexNnBxp0/CfhUF1cis+d0DthcJfs0yB3m2xns76OyrdvpL3u/P//NXM5LQ03cURJBrQfEFVJg1JFNJhPDXfVaLp1dMPcOqubH94Fj1eebNXjhd9fpz1RZx8WbqPntgAv4WV0FlxYiQzhzk0diQh4dHqk/T06e2mo19kUZPPskHHdmzff1kBdekBVzs173VfW0Cn8TUPu45eEaNLhAF9LevP+e+uv4+ANpNWOO97maeamqweYbxiG4Vv29JlCkaSKaCGhOc7RdQyb6a2u1Ooofl9XaNp6e2mx+nLZ2kBZ4oG26jceWcEYjo530p8KrZDbovWmHB3dssZzZaPzUFiv2ocG33RxtYTwXR2Uc81zvVC/n6+GX8F3AEd+V+Fnk8kpc7BXQ/ocGjOHaVuIPc2vg7hgmkbhLtrKMODQIaHhvTGaNCGVruKQaK54epwvGHbjRUc7EO0Jmue8jc91ZglMIaLWa5TV3PuJDPEE+5eSpE1EWA1eKBy4o8s47h5OX73lUmZRqh1Wfp9oUxWzc34gGzYUTzzcQGIm/xGdNTvJ66BBAk9ZuJ83SbK42yT21MnEmPo2caPBGtfcPlJKR3Up86duyB7Y/jb7zgcNgAdYBe679h3oapyAr7T1AS9JstaQhmc2m0tzyjVwqp0UB1+Z67CRvNJOA9/b+9m7X7ez7yOXsFBQVfReptu/LtkeKq5xBcVyYY9bHvkS0jI16y5bLlQT2FTaQQnTgE1rJIGau6fb3++uz+7RExOifot5ihC4EnRKZi4/LC/L1I5UetxB0wTXhJqiNmWNWt0a9KVPf1XJt9+7ds1azY9Pp3Oazse9HEsla2RoPA+CI8vQJJS734oXwiYkoKrF9diLC03jjzIfXsWxL2b4bv9rBtUuUkGC9v57bOLvRK5co5Kyk+/PfTH12Gs0jeOtMdLfLSnRvoA3p4/FUWpRcjECqd+qgoC/p6WZxt+HuOv2Z6l/i4nUbdDb8r5vzZb4PWiM6jwJNpkve92jTWbhDC9HIOoZL7/lyrJh44AZaM/EY7JGX9p0FTp87yY8fe7k54vll6vZJWngWZ8hZiEejee/O29Zqt2w4emiz5GkVCunu9qvmbfCCWGQFXwa+3Q6cu/F+hdaqaZn208voc73S/rNB7741Gz3tH5/On1q+mideyENH3TaYeFOq/cQYC6qTrhl368zazXt2dHhP42w4PrH5nH1ovv3gpmC8wTsmU0c0aTJ3TEIaOCaRMmnSbqrsl5nPXgHtDzpNW8IYpi5BQGutfS2TEA/sRcuJXZP6S/o22aNmVkvCl16pHwFZ8vCjAZw0czDnADoJURq2Cb+1V41rFRBIkpCiAi2exFsRh0Cg0OwVaf3bKpNSncSrz4tPuOCz6nFDAppn6TV3GELYyoKoGx76mExwGoKmiYCbeAhaLVfJ+yHpq6tU6ftKPmWO+6/ObPf+5Gc+fZaAFuVwTgsbhZBGW2k7EwBCBytteN3qtDuG63lWZXCzzY8B6cw3sIMRp/0gEI1O2jhhRIkVZ1b6nBcXAuEOk7VdJrlcKKdzakLrMPXLtRKMZrHb7Vuz0ZGwhhZhMZ+ZsWCSRAzBGjxV0QhogSOxzLdZ3G4taYe3hbyi7/SV4HzRNm3Doyx3I88CRmGqCkPlq+AUB2MF4cW7GwExGROHB0fWaR8IX2bSos1LhyHyiJUEPOUt1sD7QvUv6+G4k9qalpA2+4y2+nuZUerThHPkuA2fatY3eb2Da5fIPLV5E+bx/f4+2sWJSH/Z8/78N3M5Lw3Md8TJyyWkC//rPS1OTGfH7tFvM8Oiz/xx4GvZlzvJX/SD6/Rnqmu06vpVPw/+18/9MjmAo5qXBR+N+kRD3XSp1STMxqE8187mJ7ZYYObt1iQuGCDIEUevVghkMHbB3MWcepk6fZLWIeD0gzmEBfiGdTt3rdfr2nI5sfFkKI/LchYmnmR74TQtnioYvcdCfO3gqik3YsKiDW6KPZOGv5YJXp3OkUx0Jzi6wdGX5ha3fIl55nbCZWtGYE7hP1qtnD1gAzs8uG+NRstG46E0hPl67PvQboC8MH45oA38tOcsbWMAhL5AQ3z7uhErljSMdb6Lb24nXJ9dq70C2t8+OrQFZkXrzOp5Jq+MDQloYXDCIPMVKWd/nJhKqaax6arRXIIcEISpcQYMpISkgpDyxlJMVni0I+06ncEAl9jKySgQxc++6k2O/BKjT5sR0DYQw9NXmRQ6Lo7q83imc1mwP75RAS3aQjOpSymkUR+QDud1CC0wpWLOOz2ZeC3meHXEUw7V2qrkxi35lu3caBtf7jCs2ykudu+EppJWXvTK9vGGsnz1MjQP5aBT2zN37LCSaWdmrRZaQ2KtYNqJKZt7PFLfSjiLVboo5/UU0NwjkqiTFjSINdJu9azbHVgut/sTd3UcCJ8mChdaQ4MGjG6jgEa9KjjKrQ4fy7i4CuzFM6PGrJi4mvW7R9IkupfTqRGPhXGUpSChPi5os2sWlW2RfypGo8dpDk+ckvjZaYtTFtErkSPZrBRjSuP0hsZQWaM9V9G3e14981Gq3/6xHtDdzAUw7QHVZqIL3e3Pf/PTi6WBXK9zwi30jdVo+n00fmyrHCbd5yLPdzu/aku2323W5IXdXac/UyWrrbpevW8JTETiEMRieDm9ot9jLqzXOjbo39PiFI5CCDkCHGCCNYfWfCGLeQZmDZyHZnAfZ55X5/7rwe7j87XTD3HlEtAw1zs8OLSsntlwNLL5PPYdYXacrBiYc7RvjV5ikT60Ra8Z3GieBiR7z8AvnOBhDsrYIlRQzdpNYtvelZO98eTYprOReyIl9qlc7d+ecbjZO0XjysfMKXLmlds6Zx9a0w4G96zTHth0MjE8ra4Kd/vlZ1e9QthizPKrCmvNRlPWNO+8/Y4RO/jBgwdSYLAVKNJyjnma61ftqAQLKqv+5N4dq88W1h3NrTZZWh3g4ApUJo65dYV6mRyIsMBZr62tyc/W1sTsMcd1iJtIcpa0hLdHuctGmGO2rZmYcTHzbsXCWgIgzCGsmsS8U9CkhRDgjFNZ1/IKgo4Dk5rVYea0knP7OqSKJJtME0IsbcAZAvttlrbOua8bWoLRaGTtVtd6fY9KPzyFIEb7QkvC1/GshMxtuKLdLqB5+wjCDZPFM8Y7WhP2mbCniD0GmLTcv39fts3D4anNM1Tmwo5KcxLxSDhUefFaXNI6iRcsODTYczW04+NHIvSEJbhz9IYdHz+xxXjisKm5sxBvfOBBUkvfCohoFjunJlFnTwIxzsCTZW6rxdyIbUb8q4ePPrC7R2/LfTGu90fjts3nGFvj8Q9zWTRtydXvmbiRcClp20Gt6voL9OZsWnNOEz55dbMQYF+hBsLKZvOJvLvev4sm+cAa9bbNl0zegfeb+LNZkSqN3Hzzyd3tgQBjPhbjmBM4mB9wCjKbn2pcd9pdazb6KWh5mjdF+2A1XOsfQhlzbGjOYr65Pa191WoCD7c0q+eGkLFaLazTxqKjq7mbkAjl0g68i/Mzr1orr1pf8JRQIFAh52fgfnOZM6IxW68XwkW2KKCFXMsMMC2UVyefq1bguX0X83bQV7VQ1lBorpf52ObLkdXsgYJWZ7WW9g67u/dYSL965apjWVqx5N35rbfesi996Uv267/+68qc8f21r31N8Q6PT0/0rMpvX70GL+/LvRq0//3//D/sg/c/tIc/fWjrydoa67q0aGAeas0GjNIyt2Yts3a9IfmLgLl4e2zVUS2aLbO1rbBOqSPB5opNgnvwVrNuKzbv4iK8VrPFcin34QBysVpYo40jhIaCNk9nU0NKZtAHisA4hbAWxKAQdBJBhyxIagauCJeMHGmoIhdXlwbYi+/jQZzL5P7krEFUSed5OQLzkeqh8j2LuC/LDLM/zySSyrU4bU15LxaYNi7lrvXu3Ts2HB5rlZBcUeuCxMCd1cb4pkROJjHqRt4j0QAAIABJREFUVFa0LN/rdZ2/xd4/5V+WEXlSD35iuLVEGnsBvH2+SsqKJy7VvZ00golYwYktM2Ku4JKfvXdaLVWe4AUBSl27ghmkayOj5Kudd1uwJ5+dVfAgXpGWXC6UU3yw/5y56p69FcSZAQ/YTtHr4jBhYHhxfPr0sbTUgFbp2MOJF0SZIQMvjYi99dmt5dm464h10TZtw6NsnuPnnnzSI39PG9ZaxIlVdOnl2VuiFcqO2t/r474YM5uR5cRDs1x0BRqj+mqPCgODccEeSOrhbWTlstnIFBAc3DwY9G02GVl/MJBAqK0twWRIg+b0xL/fHdtlC2/4agfXLpF/Igb7x/v+PgJEe3rnEoVG0v35x1s/PyNNMiOFfjDaa7W2tZuHMvnObWqjyYnMn4Pu4UGOJtOf0QrXmtwiAe06/ZmAdzP9Q2bPgP9mZz33O5xjqVbMtUJE5o7k0dVa1moO7PDwrvp4OBzZcjXRnvhandV815TFfOP5lBq05175174A16ChyWZxnX5otgbyWDiZnNhiGUGK6cNERUR/gv+4RWPwJvsqNRXxDNjQdrSIOO9yLRqLSOyhvGf9ft8m04mNJiOr1ZYS2sBXP+J8k5W7Wl50m08dReO2MoKvgHflfdua9Z4dDh7I8gkN2nT6JDlCoU3Xa5dof5oHqAS5sQXm137t1+y3f/u3xReHEPe5z33OfvSjH9mTp5iREp/PnQ9VacJWQ2717V4B7e//r1+2+7/wC3b60bGNno6sYQ2pbBGotEK9WJmtlrZaLGRd0sLDXLslYOTLpa3yhWu2m67JYkNkZrl1u227d/eO3bt31x68cU/qcZxAIHgIkPW6LVZLmS4g9XV7PaksNemC9hv97Df8DeajFNxiaubt7RLQLoYNYUqVhC0fKRoxxD+D4eh2YExn0q7RL6EGhjHV2r++CYDFmcF088dFc41+2lcDmK/wvONeKnmCqWPXGs2WEQduuZraKnd3ycBAG5YVCsOFtgDTvvwv8+xC7dlExj1EiFwulNP5VUtZOJMCA4L5REPmfc0GQazb8nSJcLpazJKQ4ngP7gPzEu679dmtZXzr46r8VgPtEm0KnNtt3pn9VFQvapWYNGWR8uPVGi1ZzXr9gbWarETmEtKWy7kYc1Z2ve1Ul+88PxFpGEAJ9yBOLkL/2c/+gr373nv2qU99ynDl/vjRQ3d4RC5JMCALH1LnwGe3qTfzZAfXLpFtAvZGPxaf7++jgH6R7MoX+/PfzO4ZaWTy7rgIM4DL/W7nSB4doQWnp0+F/9433qfOFEUpjv+hjYmnL/V8nf5MFaePbuZ4BvxvppBL5pI0L8CpgBWLKy1rtQbW6x3KtGqs/S5D7UNUoGSsZm5jcy7Z+tuZPFGFRE8Yi+wH7bbv2HpVs7GcQwxtXXjvq1KR6JTXXUCLPWjg7eb+71qN+HGH1sXJ0WJl4/GpvF9abZnUDwGjOL9cLEjdXMydm7WhfYk/YO//Gg/TBOS+r3i2k+mJTWcnCRfo8+v1OyGGEMCc5yOIfWbvvvOufeELX5CV1XQ6LYSxg4MDe//99+3Djz7UM+Zvvn1Vj70C2le+8j9bo9u3O5/+BTs+PrEPfvozWy9zactWswXqD23G7bba1qzVZJKwSo5A6FgYbMPUCLNG9qrlK2nOPvXWA3vrzQf2xptv2IM3H1i/35P2B/O9Ffusmk2t/OPND6GjiWMAOQkQp+RMV4K0r6emm4RNIaBBGhzNteaeOKsqo/ryNGj7ESVNSBsv3cAKjSWwoEGsLjqyre3e3bvaKD9fuMCCkiSYeJHGjSyrxJJCtu83Cr70Dbld5NjPJPKlD3hpyDKzRr0mwXw2X0gQxb22tEfLqc0XBHlcy2EKjDqu1/nefQmENvIitTk7zYXaUzAOkc82Yb0pGEdtZCwsLRD0Bo01phKHh0dGgNe5hPWRTIDYh4VGgYNaCe5nmPrt1tLhybd8t9FnGmdRn2j3WedteJTp0nAtH8TVTta7tYuk9DueTTsd17ijicftvq+khRYlwYGgoQhalSpRh36va1/8wq/a7//+f2G/9Zu/Zb/6V3/VPv/5X7GnT57a8clQRWlxE838JwJagP4S5wrAz/zqWWkSHUy4xwJFI+vbnbv3rN6o2Wg4FE2QAEZsTu1HqzIFgVTPKufMCt78iyoiXjH3aNUVP698dovgUtSK1iXhTA3lj3sDrNda1m0T+Hcg6xvceq/Xc1sX5t23sT1Fw17tC9HAUnhGYD7ovSWPhXjVxHHLakWQ4mofcM145Jz69dWGwm7taVbC05rmWRZGw7SPhWQPE9Ns9azfPbRGo22Tycim06dm2VLgYp69Vdty1CbZLKTGqYGpH51fo9EsFiOsY9bY695RzDf2BU9np7ZYlgG5HUABKM5VHNkFafUJczoWEZz54bmRcCuYOL733ntSTgC/UFJ861vfsp/+7KdSXkQ+zP+v4rFXQPvyl/9Hy7pdaw161n/zTavXMhs+fmqz8cSauEqXV7mFzB3xxCgPe/UkSKSN+mhDMLMK9Ox1WvbuO2/b4KBn7XZLZo1Iu8y7xycn0pAEU0nMJzoEFSWHkwSQJQE5TjCQ6R+P4n2gkt+DTI4YVWaz2mHV5xudGBnFwxswcYysNs9ev3iGmZ7qF6Y6qj8yigtoICkISkwozLbQQBKck1ykfUombumzyLZy3m5Y5dUVLi+a25lwpkwRdd8kTr3xVolLdTxXEgMHnEFdy3489iSxX43NKeBYjX2POIeQx8OL1ubshl4oh41JiLy2CQC5XCinsyuibJ0YBr7KnBMBbbmUpyj2YLVaDUNQn81nWvBAoJeQpuJZJKEm++uyW0va4W2hvzb6LI2j8yscb7fhEc/TcCxvy6uNKm7cpDSRJ62BKtSEG+xXRIaaz2fSpKn9MvWl/nwTeXl7MANlQeOzn/2M/c7v/C377Gc/q7EF4T88OLBGq2l/+Rfft9PTUy0GJFuPJOiSn9djBz5lS272agfXLpF9IgIb/Vh8HvAsHuhiFyc231/8bn/+m99fII02pNN3mbYxr9dNOzq8KxPo2XxukymmbuEsJFauydf7O8bOZrkv8e46/ZmqHRh9/VZcAP7XL+SCOQTmcU5MoBrKH1Yg3QlDuzWwg4P7uj8ZPrJVPpYzBnmzvU3NuWCrX5lkzAex8Kt9gXW7c/CuHPfkOePwWN4Jve+iIziHBkOd+co098IVpVlpbtR2D+1r9kU9FpFl6cPCUqOt/ePd7qFNpmMbDj8yqy3cm7nW4EOQvXDJzy9hWuB1/roaECv61dtMjFLtLFrXrdO+Yz0W02trG09ObTZlkdPj2O5WtJLP7suNJ9BvzfFJyGIuY64nJuynP/1pQ47gPXwx2rM/+ZM/kYlj0P2Yp+N+I/NbfrNXQPvKV/4ns0bNaq26de4d2eBTb1nWqNvo6RObDIfWyLK0T2xpC2JXNerWxuRshYQL4+jsIPMQ+9RwINJu1u3+fbzYoHGbC8B46UNDdnx8bJPpTNoQNvo16g0F5l2uShekwWAGvfZ1VUcSvaO/+bHKk4B+OwW0QMyyltoFHw1LZmnBBNKUkrlCcHNBjUGBiQGCCwIapqKsIrOvxgEQRLGKgRQSv+rz611HS56VS9mO3ZTqOgkEHrOGezwhoVmlysRGA19gyBYzHKiUvDPaMyYBNHAhzu+WcPEnF2rPDpMV/Rrl3AycS7h4vg7Dmjw4ggusGhEfCiBBoFjUyFfYXiePhhi8pk21UbPqebeWlOhtCcJWpL8xAW23VJVR5O/MWEx6CaG9GsAdDWqjKTpCbDj2KjL5EZJiPMazG0HPGTexB4Cx4Ay+9iphJpzV7LOf/bT9B7/1G9assxi01H5XxtLg8MC+973v2Xg0ltltLL457MvFE6qrKm93fQGwG7rYwbVL5KsKVmlI9dv9FT+jd6ofXvB6f/6bHz8jTao/gMa0BdNWvKJ1On3rdg60gktcrMVi5C73CTkhHPE202du3kirbslxnf5MTbi51jwD/i8MZDCyvugS9Ae6r7ldjU0thp9o9Ozg8IHCLpwOH9t8kUzrsNiBdsWAfWF1/xgVVPRJZutV3Q4Gn9I4ZPF0NGahPQnLEQJHc4nzIvSl+vO1BBf4GaOy5L18IREGBRPdhnW7d+SJdLGY2snph7Zez5JiIeFumntfPohiLDo/WW1dMT6NEBYIaMyJdWu1DmzQP1JIHMyPcSRjFgtn+1oU8Nr3rnyGsiaEK83BeDdfLLQojbzAj8XUn//85/av//W/tr/4/l/YYj4vPLkGHxN5lDnf/qu9XhxZjWzgqKOFMFCzzi+/a++0/pbVW5n97B/+E3vyo58K2Rq1pjbZo0Wz2dxw5zFo1KyhYLGgZN3GiqGW2zxfWXM2kXfGZq1hq2xt68XE8vnY6rWVteo4eUxOAeSBLbN2ZrbQQhqGKwnp13VdsbutjJPm4pr+gufq97jYRK3b0SXUjSMxolQ4HiUhhbe+l8LjOij+CBvfk2by9HQor479Qdf6/YEcHWDXjFv+TI5ZQOqSUHh56W9swNZtFLyR4iXcuBMRBhEaWeyNG42azeYje/x4LWchuPU96N+1+WSpVXNbL7WPESc04A5oeLEh/xKad40ifVLDOxRSKYKGB4mfL4DNBwrei7nf4eE9Ceqj5UReQN3j/G2DSHU8noF7epzGxEb1U3o5ilkYQbpPT59oUuj37mhvSrdzauPJE6tBgzSoQArGQWTkY46cIOwQ+qzfTWbEhLOo22I4lzmxxs8+Zo+qJbrk3Rp5X6OTP/l0LwQEWf6oH6ARuTQm8mbauW+d9qH1e0c2mT5W8GJP70tzPjGT7Rl4trfETx6+PAjEOPL+crqnzi9C9bDvcDId2mw6VaiRbmdgw1Hb8jVuy+P7l9eC175k5tm0wAB9nEyGdjCYW4PYnI2+TN3ydXiYhu5uj73oo+3nrzjkiuZw4Tf8jdbybLEEd8fi0drtnsLlSIhhEUq82j54vQy4UJ/9q4+qKlXifWwd0Hy4sNlsJHNzQgC1Wj2rZy1byWnKvjaUkAl47UulotZrKSEQ1ETTU8InT57YN77xDfvhD3+oxXviwj5+/NjYkxbdQXp4yldROKOZezVof/RH/61s+ZcEfcW8pJlZ82hg3btHhoLm+NFD/er52vrNptzwL/C4WK9Zp9mSJg1eEm+PGRMrgWcxgWzUrd5qWI0gcs2mLfOVPXzyxJ48Obb5Yik32rhfB7hoTgRUCSyVzpStLrjBs/hVuxYG1u+Lr1JaOiuOaodVn8d7ncvk/visCaCSzvOiBY4i3O/Pn4/2/JSX752jurHhXWtP5KV/ma2XCGCm1QqCc6IRWCwXIgIwpGgxxdPsbZCvimy8usZNpfnn5rIfDgGGss7stXMBrW6LOW1aWLPRsna7b/V6W7SM56s1OCNskTBaTujnVuOZLy/Unp1VcO/vMvPo2/LJla5SZTDvQkjnkHZMsjoas7ng4q6nW2nvHgIaewGSNkEg3t+q3Vqeg7tpHF2sHdvwKL8q8WA7TUwKUau4V6t9TKkZeKiEPuS2WtW0HwVGLas1JVhNp0N3sy+NqgtqPvQ9X5EkYw9bw964f9fefvuttLcvt1a7Y9/5znfsW9/+lp2cnKbIICq0oCvl2E6aqbPoQtnk613t4Nolsks0r4R59dtt+Pu7gH415dWu9+e/mdf5aRzlELjY1+ETtPbirhrWbtyVcJavF9qUvlwOzbIkmKfFKeggmmXXzmyW/NLurtOfqdKOkTfRgvPhfxMlXCwPWgSN46C/GFuxis8d/c+MiWk7cwGaiENbLGc2GuPyPWlu2IN4W5qkVrxmf4I4EPdlzZJ8R2Ow1exo+wHOIVYEKTa86KbFsdQfYZb+mkEk4W3gqjdW41P4yvP0W9etUR9Yr3vXWu2mFpUQ0Fh0KkOF3AbopPqmuYMaFfOHaBf9CrflW2zcYgHazD60Q+t0DrT4OZk8teXy1HHhms3CnBGeHVqO1VBo1eANHz56aI8ePZJwFjHQwuEcaTlYjH0Vj70C2t//yh/YYkXcIXdXXKtnVmtk1hh0rXsf16pNGz9+YvOTodVmC+sokBzmdWZtpNzlymo5JikMYhDWBbT5ihgamc1XuUwjT4Yj++jhY5tM54avBzRgEtCwb9beokRrhei+KiogS0gLSgEyuUAfhNkJOU+dZdeVHmrYpExLKl4gn3Kq/EnJiydnMWKVdJ4XeaeBemEBLZWiAeCBHstyiytdQOhwL48aF/jiHbPVbsmtK+ajaKCi/M0vgVWCW6XOm2kuf3fRrM6EM7CSVoSykymahFMmavfMtVwSHb6tyYB9aey3ImYaQUohbmiXEOqqgnfZEvriorW8YModJqvEJy83wbmsxBWunClRm9YQQCc2tNdN+Na2WhBiIXMhrdOTCfFiMTN+igUm2AqqW+W71rkyqtL7aIcvLGz0mQj2ReEY+WwVS08UhH87TcCsUkblUjit+4QXZL1mksD9tq9IkuN0PrHFYqqYaVmGuaNrZ71nfeWPcTOfT/Vrd9q2XCwNrfRPfvJT+/qf/qls2XHEkgCtRvh+trLOtENtKR/tNvYmnuzg2iUyTbAuYV79dn/FoxeqKa92vT//zbzOTyOyzQeaHzj5amie163duGP9/pE1mpk2pbMxndhCEucUV9G0MPiJgLYJ8c278+G/mfZ53jGnKSS8FqDodxzCaMwmphAc9gDATWs1Du3o6J7SDkfHcvGuuFISzK/apsD8DaLzPBv9auUd4NFcWreatbVAdniAc4gD7Q3XPrTliZmcZLig7ZpNX1r2BtM/V+2j2wYygBJ8FXXzLRnCoKqAlhZYs1pXAlq/37XZfGgnp48rAtp5MHmROJk6WnOH8yA+Dmlf9F0ai9wmCxX2BmN2Pujf1VhGQJvOniQBLeWp7ttuZ7zb30bGPQIadBxeCBkhY7EuQ14gdi484FrPuCe9W1TBM76GAtrf/cO/LS+NCFww/KxWI6ABkEa/b4fvfcYe3H/TxqOpffj+h7JDbZA4X1i2XFpTm7ohtg4sxnMtq/v+IRihk7GNhjN7+gQEndhaQfsatsSWVSiwlrCXNTJbQnDVb8zQBLAGRcjQO1UTNk41ouO1QdMsY0Mx5mByzezp6bgQ2WSWqQEkjlFFlOgh+yXluPHnxgS0siS1o4qvmpjS3jvVz9uZgJA4FQYN5qAE5F0JCXGkATLmq1wIyyqz9gJKxUsrGFANtR9kdmbTn2+08Qo3ldac+zXw33+4sKCeFdPLFYLHwr0zZmjSVnKxPRjcsWbTGWriXymgd5rA0dLuag0psQSwv+f+vLqc9a5S+x2muSzDU5HHBfIpstz+PtUblTWoLwGNMQWRQoD3mHf05WLBAkjD+r1DETKesZKEZ0Nf6SprQo3kFZQx7Rm7cJyKSwMsCSZZcjdPyrM0wUUDti72tccLORMNCpDxbRLafbQrb9UijVnPgxgnDZzKKkBmr3cgD0+LxdTG06HVsmVyHkN+4D9qxxIdFvO5Vt9++MOf2A9/8CP7d9//vn396//cfvijH0pzxn4nKIuoRnRl0Sye0h/xYqv5N3m7g2uXyDwBe//YKxqzkWHRDRtPr3KzP//NnM5Po7qkP4rtB1rIOoAFwJ71ewcKlcDey8n0VKE4GCMiBOzDJMCLmHZfyNss+yXdXac/U5VvDuvOh/+Lg1BlJInho+SqgOYxHoXHed3q9Z4EtFaza+PJWBpUHFW4qVjU+qJQirFcHc+3BS7Rlltw1pzji/aaj0R715p38OCH4y40QtMZe49KjYW0nqKVzncEt3YLWnQDVajiGDjjvGPMca41BI9ZYIUaNa3b6tvh0YF46ydPHxnObda5O8TzCgWtIu/qNW95Vv3dQBN2skj504jgE9QgntPENF7w4CiB1Bcy13nahzZ4wxr1tuFhdTx5nHhNb4eyJE+y1lzOmItftGtz7DHmEcI4uM7RhoknwjHYQvwMsGWPMho1nH05zfd4u/BDr+qxV4P2v/y9/9psvdA+jjqrzwlua7wGNjtW6w2s8dY7dvTgbXv/o4f2wUcPrVGrac9YbTGxTN96TAg8DQZ7WG80bDqe23Q0MyywVkuYPlzrN2xVq9uaiVdxb2AeV4rplPMM6CbhKDqTez2X5oUrkMRdaUs4g2lbN7QPTpjgbFb6S37eaSAJDGughqvl/Z3/rXTtjQhoURJnjlRKPFa4guJGsHPTHjfvcQIAfJbWbNblFILgxe0WLsd7IgI4PEBwEUHA0cYKArCWYMMzf1d0S7qI+kTZzzpTd08TX3p7zv67n0l0EKiNyg94QNypf6kJxHxtMXevju12V6ZoOAzhh+dKtucpJAMbSskHJkgEwPECuPnEUPaqC+/RCgZ/EozVhGe0aofJKvN1CAT8zoZH+YZvt7/3t/40hCNPB87SNkz81MdZ3SbjqfYi4jim0WjZbIojnoWI3zqFIqAMxjIeLyV65Kw8ueZbfSMtBWPQC1hLTefwpGTvo7LW51/tb4++gVYHeKrnyDA9q77StfoTWDhBB2Qi2EmA7bQHCgQ6m08VlyfPp9bqNm05n2u4E7aDVTi6Ds+0QIGFjNPR2B4+fGwfPnxkkwmbmktBnzSBt5TrgHehmecCVdT7eZ13cO0SBaUKRhs2v9zfRwH3zbRXuduf/2ZOF0iDwxcJZXhsrVmjWbecOJyrtWge+9CaTVakJ/IkJ9qhQNXgu3t6LRmdzdJfyt11+jNVmD66meMC8L+Zgp6RS9Qjzj62QV+NQREMaB4aVPo0k9ZmMHgg3uB0+KGCVosPKEpyTFYeZ4xVjWGVUDKJTh3JpKxLkeXH/AJ4sU+XhWBYLvVOrWH9wX31B4sko/ETzaUuLNeJZpoEDRzIvZ4wLecBcC45qRKuMGe4cKIFwhytfs2Ojo4sq7ft6ZNjw0R7neK7OnoFBa6ePY/difN5ICSDzstzLrvaZ4wTeHr2xFM/FofFWegZ1iyD/hvWbh9owWw0fqT2RgBvzDnFZ8mJF60hPxQHaGS5BqVca+fjtmDVNxqKhiyEMHF28l/hGls5lqukfpUFtOj1SnOA+cTW/GxqtTVBppHuV5ajtcG5RzMzOxpY+2/8mn3pD/4bq33uF+yk17WTrG7rXt9yJGviNOGRcT7TrzlfWGe+sDfbXfvsnXt2lNXtIKvbIGtYr163Tpbp185q1snMWphL1mvWrOXWMH5ra6zTL+ncmqg7YdJQb4IuWimFAQOhkgBXtExdX9zdrosw2UomAaoc9aV7+G3XnZhYCDDsmYFYLuzp06eyAYdBHwyO5IJ9uUTbgqe/ZtI0oJXymBK3q/1RG2d8nfKXgpVPlOw3WtrJyYnNZzNpQ+7eeUMOIpaLtS1XDOqAFzSS6wo8xRRFnlHeK3KOuqs91TY4XuSYPNZye/Lkcerfuky/ur0jwxRsnWKVePy0lZsEyLMjGijPQ0SMS5VV4puPLDRp5bPnBzXG7Xm/smQYBRZ/IM55PrP5bCgvYtiaHxzckcMUFnHQLmoGYUkjmUIwnBBMGUUSQqEeBe4EDsX5We0m3SfH84SAmGh1A5I4vca4XtoqRyA7kUa5kbWsUe8oJhOmwDKFg5FfsQD3SR89z/65qbzpZz8402eJFshsJhZNGPFLy1dTOahgMbLR6FqzfWhZ1k77dPk+8jq/dq/w4vr5DXtOb0VvEc5YRNUC6sJWK0zq8SKNO/SutRp9W68xLWuK+ZaDsySkPKdqveRsY86iGmne4JFw0PFQ3Ogar8JsQZnacjGVF1Jc7qOg8Fhp1W8Ch+MceXN+wcfGUOImtZFqsABW7HV3L+7z+Uyeo5vNjsYmiyn+TVpgYWQnDVgJI9JUCqpcvuDW3qrigMrOUVtOrJYjnLmQtsZV5npmWT632nrhNqcIaU2z7Auft//yH3zZhm/csY8aTXuybtii2bOs1bFGVrNuVpNnxzvNmnUXU6tPTqyXL6yxGFm3trBOfWWdbGXd2srallt7bdbKa9Zc16yB605WymqZQXrbVrMWSuI1v5QmCWuS63HFjGBGHLBabqva2pYIlTBk7GtLz8WYwb7zLLHxcda42oHIbXuAxgjN2MqdgdRWNhwe2+npiVb0CeyMuVfNmmJQGBxuq7sQM6PFZQZAmvh0vm1NFBcdxMBHay5Xvqd2csqq08oOD91UgLblyxDQbl1DrlUh5CXJTM/IBSENz3a4OsbE62AwsIP+obxqETwT8xMxQDCtsgADXq6NOo9JkblYYXL0jEq8wNcwA6o/AzZfy+XucPTU5ouxtGhHh/fNaj1bzXO55Mf8FXNgrcqJ9WPEvxqj/QWC9VYW5fjpmkxfLUWzDsuzsPHkRJ7DCFpNuIlmk5ATsWIPfUfrtneau5Vt/XhXijF59iH6lYQ4zN+Hw6eKu9VuNw3TdwR0ZwQvyt2RzhdytVwjOhecwPl1ObuWr/kbFGeyyBBvLu4J74TT2VhbErDiIQQGC6R0lWtXPFYpmsnX86Bd+2gM84smKDWbhSUWBlkonEwn4smODu8k6zCENPKJ9FU8rF6/WAiKRdxbJIwJ2rCQtLyOeFaezSbSbqEs6HUPbJ3DnbOgyiIL33mGpZDmbRZtj7J4pISvK85EQ88/7zVx/Mof/r7Vakt3pyp1o0+OgAqzMACLijFrt83YD3P3yH7x879s//6737PZcGyNdWbZak0oNcM

Afstande

Størrelser

200

Den tredje planet fra Solen

Hvad er Jorden?

200

Solen, alle planeterne, en masse asteroider, støv og kometer.

Hvad består solsystemet af?

eller

Hvad er solsystemet?

200
Den giver tidevand på jorden. 
Hvad er Månen? 
200

Planet med flest måner, som er blevet fundet.

Hvad er Jupiter? 

300

Nævn hvad den her model er god til at beskrive.

Hvilken rækkefølge planeterne kommer i

Hvordan planeterne ser ud

(at de kredser om Solen)

300

Den mindste planet.

Hvad er Merkur? 

300

En kugle af gas, der kredser om Solen i en fast bane uden at støde ind i noget.

Hvad er en gasplanet?

300

Den tid det tager Jorden at kredse om Solen.

Hvad er et år? 

eller 

Hvad er 365 dage (mere præcist: 365,25)

300

88 døgn

Hvad er den tid, det tager Merkur at kredse om Solen? 

400

En planet med meget tydelige ringe omkring

Hvad er Saturn? 

400

At planeterne drejer om sig selv.

Hvad er rotation?

400

Når en del af Jorden vender væk fra Solen. 

Hvad er nat? 

400

Planeter uden måner

Hvad er Merkur og Venus?

500

Den varmeste planet.

Hvad er Venus? 

500

En kugle af støv og is, som suser rundt i Solsystemet Den får en hale af ild, når den kommer for tæt på Solen.

Hvad er en komet?

500

Er med en temperatur på -220 grader den koldeste planet i solsystemet.

Hvad er Neptun? 

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