<snapdata remixID="10214178"><project name="thinge" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAKf0lEQVR4Xu2d+68dVRXHv7f24UVLUwG1VUQNqEABG6jxUYErNkgC+IsxREOEBPijlFAM0RDCL4IJmmovYBVjIRVBECTKy9Z3U6pc+uAeMjNnzp6Zs/dea685c8+Zc7/96ebMen7Xmn0e99xPFwaDwQCVf2dxGhuxufpQ7efH8UNcj+8Fr5/AP7ENHw5ezy5INlIOqcYsh2Qj5ZBqZB9uxJLWsXksNBfwNTyHi3BFdIGki7/Hz/F53Og1i12T4pbXNTVqbKR87ENSqLiu0TpkM7aAWcBX8Sw+iavGsj+LA7gK+3RVtbQK5QrV5kvHPloOoeLe1Ty8C/guzuJ92Fir/gT+gW34iLqjJ/AArsPtNXvfY7GAvpy+2kIx2IdTZlbn4V3ArOxDeBB7cduog//ib/gQPqZewEkYNnM2a9LkYB8alXQ2XcwjuIDVkp7HMnZhSVdlxeoveAafxtX5I9WfUwJZc/tyWGOxD6emVcPQPKIL+Ax+iqtxc8q+jNm+iRfzxz6OS1vFaVNLG9+yaPZRH18bTau+4gn4C/wAX8fd5uX5Ix7PfS/H9eYYB3Av9uEus3/myD4K+WZtHtEFPIxHsAe34hj+jB24pNUCWJ3L3GUtljjsw6Ka32fS8wgu4ArewiLOzatYwUksYmtyFwfwfezDPblf9eeUQNXc1Zq0MdiHU2oW5xFcwOap9zv8BF/AN7Vzn4hdM6flJGYfExlFHqSLeXgX8GX8Fp/BF1tV/iJ+hUvx1VoM32OpSVJqS7EN1cE+4hNK0dhnK74JqaZ/Cg/jS/iWuDP/wmu4ABd57WLXLLnEYjwG7MOJMu15jC3gMu7HEu4IzvUMTmETtkTnfhL/wVac57WJXSsdpBxSjVkcyUbKkcVgH8VEJK0krWPzSDoBs0Cv43l8AruCC3gEP8NufCO6oJKNlMNy6jV9pBxSjVk8yUbKwT6A2gL+Ab/ElbhB1OWvOIJPYbdoZzHQxo7Vyj4syvt9up7HaAGP4xi2Y4eq8lWsYgM2jNk+iR/hWnxXFSNkG4rtC+qrmX04pfowj8oCHsV27FQtT2Z0CD/GXnxnZD/AKhY8SxkL2PRpxpSKOY7xmn2PxeKwD6fONOaRL+BzOIgr8DVp3tHr2qO6GsTi0yyiWjv7cOpYtLX4tJ1H8puQasIjeAy7cRPewAu4EJeZFrj0LWOZgrR0Yh9OwLWex8LBwX2DJdxpHmH2UcUWnIPNWDTFOI0VnMLbwY9tNEGXsT83Yx/FR0d9msfC8mB/7Y+SNAOv2pzFGWzEplS3mv0ZnMGmljFaFZD/ERP7KDVcy3ksvDR4atD2125/wq/xOXzFtANtfMuE2a94sn/so1CkjaZtfC3zyF8D/h2v4KO4OHmBJvkFBWusau3sY3JfGFmreeQL+H+cwAewLWkB38H/8H58cORj+cJn06cZU1NQtXb20b95jN4FP41HcQ1u0cw8tzmKl7ATn1XbawxTY/pqZh8apXU2azEP08cwr+AwLsaesS5ewJO4DNequgvZhmKrgiYasQ8n2LTmUVvA3+AhfBnfThxj3fzfeAPn48JoDI2NVESsVvbh1NNorbHpah5jJ6DE+SBTxY1C4sdIWklaZ5kkGymHVGOWQ7KRckg1xvogGyZya5MNI517xXWyYQI6kQ2jWyCNFdkwQ5XIhimEmBdWD9kwmtu/pU0XTJV5YfWoPoax8kDIVHGba9XQt/vWWLM4D7JhlKcb2TB1ociGUS5OaWb5VWE1xawxVRLbH5nPWh9kw1gnmeg3aabKvLB6yIZRLNIsMlXmhdVDNoxiAduadMFUsX5dqk0vXfRBNowwEbJh4gKRDWO4pcmGcaKRDeNZoC5ZJGU6KUdmRzZMoZakFdkwhlNQ4rZI3JcspWQj5TCUPeYi5ZBqnHYfZMOQcRO9D7R/rG5l9ZANQ8ZNvoDTYvWQDUPGzegEJBvG8KKIbBi/aNqnzqq3xaeZPXUeqm/DhPaCTBWnzFozVXwz6eM8yIYZTrJvTJXQodC3PsiGGU6SbBi30mTDJL4WJBumLlgbvksb37KKlHmQDeP5D1gS979mbv2SwHpl3JANQ8bN6AaaBquHbBgyboIHPtkwbZ4LFb5kwziRyIZRLEzVhGwYnWAa7ovGRspmnQfZMAFlJV5K5ibZdMlUKcuWckg1TrsPsmEitzbZMNK5V1wnGyagE9kwugXSWJENM1SJbJhCCLJhNLdNSxsyVZyAh/Ag9uK20QNkwyiWaxZZJLuwpKi8bsI+nB5WLo1P9CwW2TDKdSQbpi4U2TDKxSnNyIYplCAbJnFxyFRxgh3GI9iDW1FqkijlRMwnPQ+yYRRjIRvGibSCkyi5NCt4C4s4V6Fg1d/5ZLHIhkmSz2bcBVPF+rUvWweFVxd9kA0jTIRsmLhAZMMYbmmyYZxoZMN4FqhLFkmZTsqR2ZENU6glaUU2jOEU7DtTpWy5732QDUM2TPT21f6xOtkwQxmP4xi2Y4fqTFzFKjaQDZNrRTYMgEMNTou0RcdxFNuxs2bmeywWp5mzyUeRasiuT4Op0qyrr33kT8FVnodGcJ+N9qiu+lp8mrlTWSRSf5aaLD7so1CAbJgcNPkYduMmlHwXaUl918mGsagGkA0z1K1vTJXQuPvWB9kww0mSDeNWmmyYxNM8hUUSC92Gi9LGt6xpPfZBNgzZMN570vplh1TGDdkwZMOMFpBsmEROy9N4FNfgltod7Hss9rSbyj/RvDpIjbme+zB9DEOmilvDaTFVqjdCn+dRW8AY30Nz52c2Gs6IxkbKZ2WRSHHL65oaNTZSvvXeB9kwgQ2ZdaZKWTbZMJ4BkqkinXvF9TZMFV2GwmqW5+F9DUimSsp447ZdMVWyrKHYk6veReqqD+8C+vgr88IiYR9uqZ7AA7gOt6v31addW1ZP8F3wvLJI5oWpMi99qD6GsfJAyFRxh4tVQ9/xZI01i/MgG0b5BEQ2TF0osmGUi1OakQ1TKEE2TOLiTJpFsgOXJFYwGXP24XSsMm7IhlHsF9kwTiSyYRJPsCZJyvo1I8WeBk26YKrMSx9kwwibRTZMXCCyYQxHE9kwTjSyYTwL1CWLpEwn5cjsyIYp1JK0IhvGcAr2nalSttz3PsiGIRsmevtq/+iebJihjGTDuH0K8V58G0c2DNkwtb1YL4wbsmEax4H2KafqZvFpnkLrlXGj+jZM6EUCmSpOGbJhDO8EMzjRwcF9gyXcafMeflSxBedgMxZNMU5jBafwNrbiPJN/5rSM/bkv+yg+OurTPMiGGa492TDu/icbJvEsXI9MlZhEbTg1bXzLmlLmQTYM2TDeXbZ+2YFsGGxLOj/fIRtmpBfZMGTDjJZhvTBuTB/D9JlFUj0e2YdTY1qMG7JhAk/YGu6LxkZ6PUA2zGAwqIp0FqexEZuDuvWdRVI2xj7ciCUOjqSVtDNZppDN2FOwhlci3dWzzCKRaq9eZx86tTQ7E7IhG0ansdmqK6ZKVhDZMJGx+Lgjs8AiIRvGDW0W5kE2jPls0zs2OS5N7o4m0ryyelQfw8wTi2QXljTzrtnMIlNlXvogG0a5jmTD1IUiG0a5OKUZ2TCFErPGhnkPiIbFeit+rpAAAAAASUVORK5CYII=</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAgAElEQVR4Xu29f4xc5XXH/T131xaJFKwoEiGNSIR2k8YolCRSTRsSgeOdOwZELcV5HSghroN37lCCKkLFH3GiOEqcP1ABVYR67qyJaxwK8RtHchHgubPOghLS4kpJKBGkiVc0b0TzQ4oi04pE9u49r4bZxev1zNznPve5d2Y8X/4C5pzzzPl8v+eemd2dO9LU8EslCb4Mg38irT8h0KdKEnzdINw6pKnhZxVyrS+V662L9EhkH+moUg8zXvSVGaflKPrKjBd9ZcZp2HzV2r2SZgEf1b0bPMiTApkoSXAyHRaz6KaG6xQ6H0Ov2yy3HTfLShfFPsx5UQ9zVvSVOSv6ypwVfWXOaph8lXoBtzBEGj6g0IWyVO80x2Ie2dDa/QIZ9yW4wzwrfST7MGNGPcw4LUfRV2a86CszTvRVOk7D5CurBTyrB94W44/zgrGNJdn5o3R4ekc3dd8HFYtzHi6YmJLtv3NZe3Ut9pFMl3okM6Kv0jOir9Iz4/Uqmdmw+cpqAbcwNDS8U4BrfAm2JGMxj4g0PKLA02UJ7jfPso9kH73ZUQ87b9FX9JWdc3pn0Vfnl6+sF3ALQ6ThDwWypySVwy7M1tT6VoXu8iX4kIt6pjXYR2dS1MPUQZ3j6Cv6KpuD6Ks0/IbxepVpAR/V2hYP8lVfgsvTgOoWG2n4Qgz9wmapHnFRz7QG++g66NTD1EQd4ugr+iqDfbqm0lfnj68yLeAWhoaG3xbguC/BPVnMFml4twIbyhJ8Iksd21z2cTY56mHrpLPz6Cv6yo2T6KteHIf1euVgAe97v2DxuTVYO7FRdvzaxmxzuv/i0zg1rxi7siw7f2JTI2tOQ9nHMkPqkdVNZ/LpqzMs6Cv6ajWBUZ+PzAt46V3wPQJc6EtQtbFYpGFNgVfLEtxtk+8qp6Eh+2j/bp96uDJV+6dE9BV95dBR7VL0VZvDMF+vnCzgxzV881ro/Di8rZuk8oM0Tjum9Q8vID58CjJxgwSvpcl1Hcs+AOrh2lUAfUVfuXcVfdViOuzXKycLuP0qpFYFvI/7UvHTmC3SegTE3/GlWkuTl1cs+6AeeXiLvqKv6KvuBEZ1Ppwt4KUfiTyrkNpmqRw0MdtRrd8i0GpZgqtM4ouKaWjIPoqCbXAO9eB8GNgkdQh9RV+lNo1BQhpfOV3AszpTWkS8tyzBpMHzbP0O48QYvNumZLppEl9UDPugHnl4jb6ir+ir7gRGcT6cLuClX4gfVOBEOeHblRqtb4EAJn0JbsnDlFlrRhqyj6wQHeZTD4cwHZSiHg4gOixBPRzCdFDKVI9Ia3Opvg0p6bkd03BiEfi5wpsoy/TLneIbOnOpIJ4fA96zSYL5pJr9eJx99IN69zOpB/XIgwB9lQdV+5qjpoeHeN7pAm6hb2q4O4ZeWpbq9s4LuHbAg7xckmC3vVT5Z7KP/BmnOYF6pKGVfyz1yJ9xmhOoRxpa+cea6eG9y/kCVlVpoj4fQyqbpTK7stWjWp/yoPUSKhMiovljsD+BfdizyyOTeuRB1b4m9bBnl0cm9ciDqn1NEz0EeNj5Am6/C575tCKe9iX46MoWIg2/J/BmSjL9sH1rxWWyj+JYm5xEPUwoFRdDPYpjbXIS9TChVFxMkh5AfGkuC7jVYqS1WYUcKktQb/13Q8OKQLf5Up0qDkH2k9hHdoYuK1APlzSz16Ie2Rm6rEA9XNLMXquXHs7/Cnrl021q+BGFfAvAgaX/v12gnyxJ8P3sbRVXgX0Ux9rkJOphQqm4GOpRHGuTk6iHCaXiYnrpkesCbrU4q+HBRchNrX8fgz46NaAfO0qSg30kESr2cepRLO+k06hHEqFiH6cexfJOOq2bHgUs4JmDi9CbBAoP3qNTMj2Qn/tNBsg+khgV+fisUo8ieSedRT2SCBX7OPUolnfSad30eH0BR1p7WYD/Tipi8fg6QC4DZOlrCvViQF8EcNKiVj9T2Ec/6Z97NvWgHnkQoK/yoGpfcwT0kPW5LWAFrhDIbwH9VVsDeYdCLxLgeXtNis9kH8Uz73Ui9aAeeRCgr/Kgal9zFPRQyPpc/go66c+v+TEke2PaZFIPG2r55VCP/NjaVKYeNtTyyxkVPXL5GJLJB5B5I478zLu6MvUojrXJSdTDhFJxMdSjONYmJ42SHrnciKN9Cy65tCyVLreirB/woENyK0r2YTI0RcTQV0VQNj+DepizKiKSehRB2fwMMz3g9laUo3YzbX6phLkhs0TSV1nouc+lHu6ZZqlIPbLQc59rqofzL2OItHZQIYZfR6iTvlQH8mNJ7MO9KbNUpB5Z6LnPpR7umWapSD2y0HOfa6qH068jHMUvVG5J19DwxBi826aEXzju3sqtm7nMlBYR7y1LMGlSn3qYULKPoR6cc3v3dM8cRV85vRFHQ8NnBVLzpXLQRKBI67cotFqW4CqT+KJi2Af1yMNr9BV9RV91JzCK8+FsAUcaBoBs9aXipzFZpPUI0MO+BGGavLxi2Qf1yMNb9BV9RV91JzCq8+FkAT+u4ZvXQufH4W3dJJUfpDHaMa1/eAHx4VOQiRskeC1NrutY9gFQD9euAugr+sq9q+irFtNhv145WcANrd0jkAt9Cao2Ros0rCn01bJU77bJd5XDPtokqYcrR7Xr0Ff0lVtH0VcreQ7z9SrzAm7ovvcLFp9bg7UTG2XH0j2f09ltTvdffBqn5hVjV5Zl50/SZbuJZh9nOFIPN55qL1/OxzJN+oq+Wk1g1OfDwQIOvy3AcV+Ce7LYK9LwbgU2lCX4RJY6trkNZR+rXlVSD1szrcijr86GyDl3YKr2Jy943V2Bclh9lWkBR1r/K0D3+BJc7sJWkYYvALLLl8q/uqhnWoN9dCZFPUwd1I0f56MTGfqKvmoR4HUXyLiAaz8UeHtKUjmczVLt7KbWtyriXb5UP+SinmmNSNlHJ1bUw9RB3RYwfUVfZfNQ5xcw9NX54ivrBdzQ8E4BrvEl2OLSYpGGRxR4uizB/S7rdqvFPnpTph52LqSv6Cs75/TOoq/OL19ZLeBZPfC2GH+cF4xtLMnOH7k0WlP3fVCxOOfhgokp2f47l7VX12IfyXSpRzIj+io9I/oqPTNer5KZDZuvrBZwpOEDCiyUJbgzGUn6iIaG9wsw7ktwR/ps8wz2YcaKephxWo6ir8x40VdmnOirdJyGyVepF/Cs1v88hj4lwERJgpPp0JhFNzVcp8C8B7l2Sir/YZaVLop9mPOiHuas6CtzVvSVOSv6ypzVMPkq9QKOtP6EIj5aluoD5kjSRza0dofA2+xL5fr02ckZ7COZ0coI6mHGi74y47QcRV+Z8aKvzDgNm69SLeCG1m8U6Od8CTakw2EXHWl4XCH3laXymF2Fzlnsw44m9ejNjb6ir3i96u4Bzse5bFIt4EjDlwDvLl+mn7QbtXRZkc5cB8T3+hKsT5fZO5p92NGkHvSVnXOSuHHOexHi9crOdcNwvTJewJGGn1fgz8oS3GiHwy6roeFjAvynL8HX7CqcncU+slGkHp350Vf0VYsA54PzkWYSjBZwQx+8RDB+QoEryhL8NM0BWWMbGr5PgOcVC5Nluf2XWeqxjyz02rnU41yG9BV9tUyA88H5SDMNRgs40vo+QH/jS7ArTXFXsZGGewB5uy+VnVlqso8s9M7kUo/VP1XhfLhwFn1FX7nw0eoag+yrxAUcaf1qhX7zJN46sU22ncoDUFLNQ3po7Tr8fl4gn/Kl8kxSfKfH2YcNtc451GPlixHOhytn0Vf0lSsvrawzyL5KXMBNDb8bw3ukLNMP5QHHtGZDZ271EN9ckuBjpjkr49iHDbXuOdSjzYa+oq86EeB8cD5MJqPnAm5qbUcM/E1ZqlebFMs7pqG1Zzzgn0tS3Z/mLPaRhpZ5LPXgfJi7xTySvqKvzN1iHjmIvuq6gOd09/gC3nFCgB1TEsyZt5lf5KyGGxXYP45fTW6U3QsmJ7EPE0p2MdSD82HnnN5Z9BV9NSq+6rqAG1r/igd9Z0mCz+QBw7ZmU8NvxJBXylL5okkN9mFCyT6GenA+7N3TPZO+oq9GwVcdF/ATWn/vGuiLYxib2CQ7f5EHCNuax3TfuxexOH8actn1UvlZrzrsw5ayeR714HyYu8U8kr6ir8zdYh45aL7quIAbGj7iQV4qSeWr5q0VF9nU+hdi6PqyBDf3OpV9FKMJ9SiGs+kp1MOUVDFx1KMYzqanDJIe5yzgo1rbPAb5x5IEf2raUD/imhr+1yL07zZL9Win89lHsapQj2J5J51GPZIIFfs49SiWd9Jpg6LHOQs40vq/CfSBkgT/ktREPx9vavjXCrnDl8pfdnoe7KNYdahHsbyTTqMeSYSKfZx6FMs76bRB0eOsBdzQ+t960BtKElyb1MAgPN7U8KkY8nhZKv+08vmwj/6oQz36w73bqdSDeuRBgL5yR/WNBfwaxu97ExZOCLwtJZn+d3dH5FepqTN/oYiP/AHjk1vk1v9tnXREH3oL+8iPea/K1KM/3LsvYM7HICnC+RgkNVo30en/fLyxgBV4i0DeVJLK7YOFqfezaWr9QYX+wZfg71uRkYb/wD76pyD16B/7TidTD+qRBwH6yg3V1xdwpLW9Ark5RjxZltt+66Z0MVUauvciD96JRehHWyeOQb7HPoph3+kU6tE/9tRjsNhTD+qRRGDpHXD9RYU+5Etwb1LCID4eaXgXIFe1n5s+yz76qxL16C//1adTD+qRBwH6KjvV5R9BxwBOZi/X1wrrFICwj76KsOJw6jEoSrSfB/WgHnkQoK+yUb1AIg3j4V9csmQEHfIXEuwjm59dZ1MP10Sz1aMe2fi5zqYeGYleIE2t/x+gvwb0lxmL9SldLgHkwqUfQb/KPvokwxvHUo9+K3D2+dSDeuRBgL7KTlXWt94BvyLARYA8B8SnsxctsoK3BtArFfrj1qkC+QD7KJL/6rOoRz/pn3s29aAeeRCgr1xQVch6af0imB9DcoHTvgb/rN+eXR6Z1CMPqvY1qYc9uzwyqYcbqrwRhxuOmaoMwgfCMzWwlMw+XFB0V4N6uGPpohL1cEHRXY1B0IO3onSnp3Ul3trNGl0uidQjF6zWRamHNbpcEqmHO6z8MgZ3LK0qDcpNwa2e/Iok9pGVoNt86uGWZ9Zq1CMrQbf5g6IHv47Qra6pqw3K12KlfuKrEthHVoJu86mHW55Zq1GPrATd5g+KHucs4Fab/CJ7t2J3qzZIXwydpWP2kYWe+1zq4Z5plorUIws997mDpEfHBfyE1t+7BvriGMYmNsnOX7hHYF/xmO579yIW509DLrteKj/rVYl92HM2zaQenA9Tr6SJo6/oqzR+MY0dNF91XMCtZppa/4pC3+lL8BnT5oqIizT8hkBeKUnliybnsQ8TSvYx1IPzYe+e7pn0FX01Cr7quoDndPf4Av7khEB3TEkwlweMtDVnNdyokP3j+J/JjbJ7wSSffZhQsouhHpwPO+f0zqKv6KtR8VXXBdx+F1zboZDtvgTX5AEkbc1Iw6cFeqAk1f1pctlHGlrmsdSD82HuFvNI+oq+MneLeeQg+qrnAm4v4fC7MbxHyjL9kHmr7iMbOnOrh/jmkgQfs6nOPmyodc+hHm029BV91YkA54PzYTIZiQs40vrVCv3mSbx1YptsO2VS1HXMIT20dh1+Py+QT/lSecamPvuwodY5h3qc4UJf0VerCXA+OB+mU5G4gFuFIq3vA/Q3vgS7TAu7jIs03API232p7MxSl31kobdyqKjHSpL0FX11th84H5wPs5kwWsANffASwfgJBa4oS/BTs9Juohoavk+A5xULk2W5PdPXJbKP7JpQj3MZ0lf01TIBzgfnI800GC3g9rvg8PMALvcluCnNAVljIw0fBfCCL8HXstZiH9kJUo/ODDkf2bxFX9FX2RzUld9A7w/jBby0vF4CvLt8mX4yD1ira0Y6cx0Q3+tLsN7leZGG7MMCKPXoDY2+sjDV6y/uOee9yNFX56+vUi3ghtZvFOjnfAk22CFJlxVpeFwh95Wl8li6zN7R7MOOJvWgr+yck/jChXPeAxGvV3auG4brVaoF3H4XXH9CoE+VJPi6HRazrKaGn1XItb5UrjfLSBfFPtLxoh5mvOgrM07LUfSVGS/6yozTsPkq9QI+qns3eJAnBTJRkuBkOixm0U0N1yl0PoZet1luO26WlS6KfZjzoh7mrOgrc1b0lTkr+sqc1TD5KvUCbr8LDh9Q6EJZqneaYzGPbGjtfoGM+xLcYZ6VPpJ9mDGjHmaclqPoKzNe9JUZJ/oqHadh8pXVAp7VA2+L8cd5wdjGkuz8UTo8vaObuu+DisU5DxdMTMn237msvboW+0imSz2SGdFX6RnRV+mZ8XqVzGzYfGW1gFsYGhreKcA1vgRbkrGYR0QaHlHg6bIE95tn2Ueyj97sqIedt+gr+srOOb2z6Kvzy1fWC7iFIdLwhwLZU5LKYRdma2p9q0J3+RJ8yEU90xrsozMp6mHqoM5x9BV9lc1B9FUafsN4vcq0gI9qbYsH+aovweVpQHWLjTR8IYZ+YbNUj7ioZ1qDfXQddOphaqIOcfQVfZXBPl1T6avzx1eZFnALQ0PDbwtw3JfgnixmizS8W4ENZQk+kaWObS77OJsc9bB10tl59BV95cZJ9FUvjsN6vXKwgPe9X7D43BqsndgoO35tY7Y53X/xaZyaV4xdWZadP7GpkTWnoexjmSH1yOqmM/n01RkW9BV9tZrAqM9H5gW89C74HgEu9CWo2lgs0rCmwKtlCe62yXeV09CQfbR/t089XJmq/VMi+oq+cuiodin6qs1hmK9XThbw4xq+eS10fhze1k1S+UEapx3T+ocXEB8+BZm4QYLX0uS6jmUfAPVw7SqAvqKv3LuKvmoxHfbrlZMF3H4VUqsC3sd9qfhpzBZpPQLi7/hSraXJyyuWfVCPPLxFX9FX9FV3AqM6H84W8NKPRJ5VSG2zVA6amO2o1m8RaLUswVUm8UXFNDRkH0XBNjiHenA+DGySOoS+oq9Sm8YgIY2vnC7gWZ0pLSLeW5Zg0uB5tn6HcWIM3m1TMt00iS8qhn1Qjzy8Rl/RV/RVdwKjOB9OF/DSL8QPKnCiLMGXe5mtoeGXBJj0JbglD1NmrRlpyD6yQnSYTz0cwnRQino4gOiwBPVwCNNBKVM9Iq3NSWsLlxIWpulzOqbhxCLwc4U3UZbplzvlNXTmUkE8Pwa8Z5ME86a1i4xjH0XSTj6LeiQzKjKCehRJO/ks6pHMqMgIUz08xPNOF3CryaaGu2PopWWpbu+8gGsHPMjLJQl2Fwkl7VnsIy2xfOOpR75801anHmmJ5RtPPfLlm7a6mR7eu5wvYFWVJurzMaSyWSqzK5/4Ua1PedB6CZUJEdG0TRUZzz6KpJ18FvVIZlRkBPUoknbyWdQjmVGRESZ6CPCw8wXcfhc882lFPO1L8NGVTUcafk/gzZRk+uEiYdiexT5syeWTRz3y4WpblXrYkssnj3rkw9W2apIeQHxpLgu49YQjrc0q5FBZgnrrvxsaVgS6zZfqlG1D/chjH/2g3v1M6kE98iBAX+VB1b7mKOjh/K+gV+JuavgRhXwLwIGl/79doJ8sSfB9e1mKz2QfxTPvdSL1oB55EKCv8qBqX3MU9Mh1AbfQz2p4cBFyU+vfx6CPTg3ox46SbMI+kggV+zj1KJZ30mnUI4lQsY9Tj2J5J53WTY8CFvDMwUXoTQKFB+/RKZkeyM/9JgNkH0mMinx8VqlHkbyTzqIeSYSKfZx6FMs76bRuery+gCOtvSzAfycVsXh8HSCXAbL0NYV6MaAvAjhpUaufKeyjn/TPPZt6UI88CNBXeVC1rzkCesj63BawAlcI5LeA/qqtgbxDoRcJ8Ly9JsVnso/imfc6kXpQjzwI0Fd5ULWvOQp6KGR9Ln8FnfTn1/wYkr0xbTKphw21/HKoR35sbSpTDxtq+eWMih65fAzJ5APIvBFHfuZdXZl6FMfa5CTqYUKpuBjqURxrk5NGSY9cbsTRvgWXXFqWSpdbUdYPeNAhuRUl+zAZmiJi6KsiKJufQT3MWRURST2KoGx+hpkecHsrStObUPPLGMyFzBJJPbLQc59LPdwzzVKRemSh5z531PRw/mUMkdYOKsTw6wh10pfqQH4siX24H64sFalHFnruc6mHe6ZZKlKPLPTc55rq4fTrCEfxC5Vb0jU0PDEG77Yp4ReOu7dy62YuM6VFxHvLEkya1KceJpTsY6gH59zePd0zR9FXTm/E0dDwWYHUfKkcNBEo0votCq2WJbjKJL6oGPZBPfLwGn1FX9FX3QmM4nw4W8CRhgEgW32p+GlMFmk9AvSwL0GYJi+vWPZBPfLwFn1FX9FX3QmM6nw4WcCPa/jmtdD5cXhbN0nlB2mMdkzrH15AfPgUZOIGCV5Lk+s6ln0A1MO1qwD6ir5y7yr6qsV02K9XThZwQ2v3CORCX4KqjdEiDWsKfbUs1btt8l3lsI82SerhylHtOvQVfeXWUfTVSp7DfL3KvIAbuu/9gsXn1mDtxEbZsXTP53R2m9P9F5/GqXnF2JVl2fmTdNluotnHGY7Uw42n2suX87FMk76ir1YTGPX5cLCAw28LcNyX4J4s9oo0vFuBDWUJPpGljm1uQ9nHqleV1MPWTCvy6KuzIXLOHZiq/ckLXndXoBxWX2VawJHW/wrQPb4El7uwVaThC4Ds8qXyry7qmdZgH51JUQ9TB3Xjx/noRIa+oq9aBHjdBTIu4NoPBd6eklQOZ7NUO7up9a2KeJcv1Q+5qGdaI1L20YkV9TB1ULcFTF/RV9k81PkFDH11vvjKegE3NLxTgGt8Cba4tFik4REFni5LcL/Lut1qsY/elKmHnQvpK/rKzjm9s+ir88tXVgt4Vg+8LcYf5wVjG0uy80cujdbUfR9ULM55uGBiSrb/zmXt1bXYRzJd6pHMiL5Kz4i+Ss+M16tkZsPmK6sFHGn4gAILZQnuTEaSPqKh4f0CjPsS3JE+2zyDfZixoh5mnJaj6CszXvSVGSf6Kh2nYfJV6gU8q/U/j6FPCTBRkuBkOjRm0U0N1ykw70GunZLKf5hlpYtiH+a8qIc5K/rKnBV9Zc6KvjJnNUy+Sr2AI60/oYiPlqX6gDmS9JENrd0h8Db7Urk+fXZyBvtIZrQygnqY8aKvzDgtR9FXZrzoKzNOw+arVAu4ofUbBfo5X4IN6XDYRUcaHlfIfWWpPGZXoXMW+7CjST16c6Ov6Cter7p7gPNxLptUCzjS8CXAu8uX6SftRi1dVqQz1wHxvb4E69Nl9o5mH3Y0qQd9ZeecJG6c816EeL2yc90wXK+MF3Ck4ecV+LOyBDfa4bDLamj4mAD/6UvwNbsKZ2exj2wUqUdnfvQVfdUiwPngfKSZBKMF3NAHLxGMn1DgirIEP01zQNbYhobvE+B5xcJkWW7/ZZZ67CMLvXYu9TiXIX1FXy0T4HxwPtJMg9ECjrS+D9Df+BLsSlPcVWyk4R5A3u5LZWeWmuwjC70zudRj9U9VOB8unEVf0VcufLS6xiD7KnEBR1q/WqHfPIm3TmyTbafyAJRU85AeWrsOv58XyKd8qTyTFN/pcfZhQ61zDvVY+WKE8+HKWfQVfeXKSyvrDLKvEhdwU8PvxvAeKcv0Q3nAMa3Z0JlbPcQ3lyT4mGnOyjj2YUOtew71aLOhr+irTgQ4H5wPk8nouYCbWtsRA39TlurVJsXyjmlo7RkP+OeSVPenOYt9pKFlHks9OB/mbjGPpK/oK3O3mEcOoq+6LuA53T2+gHecEGDHlARz5m3mFzmr4UYF9o/jV5MbZfeCyUnsw4SSXQz14HzYOad3Fn1FX42Kr7ou4IbWv+JB31mS4DN5wLCt2dTwGzHklbJUvmhSg32YULKPoR6cD3v3dM+kr+irUfBVxwX8hNbfuwb64hjGJjbJzl/kAcK25jHd9+5FLM6fhlx2vVR+1qsO+7ClbJ5HPTgf5m4xj6Sv6Ctzt5hHDpqvOi7ghoaPeJCXSlL5qnlrxUU2tf6FGLq+LMHNvU5lH8VoQj2K4Wx6CvUwJVVMHPUohrPpKYOkxzkL+KjWNo9B/rEkwZ+aNtSPuKaG/7UI/bvNUj3a6Xz2Uawq1KNY3kmnUY8kQsU+Tj2K5Z102qDocc4CjrT+bwJ9oCTBvyQ10c/Hmxr+tULu8KXyl52eB/soVh3qUSzvpNOoRxKhYh+nHsXyTjptUPQ4awE3tP63HvSGkgTXJjUwCI83NXwqhjxelso/rXw+7KM/6lCP/nDvdir1oB55EKCv3FF9YwG/hvH73oSFEwJvS0mm/93dEflVaurMXyjiI3/A+OQWufV/Wycd0Yfewj7yY96rMvXoD/fuC5jzMUiKcD4GSY3WTXT6Px9vLGAF3iKQN5WkcvtgYer9bJpaf1Chf/Al+PtWZKThP7CP/ilIPfrHvtPJ1IN65EGAvnJD9fUFHGltr0BujhFPluW237opXUyVhu69yIN3YhH60daJY5DvsY9i2Hc6hXr0jz31GCz21IN6JBFYegdcf1GhD/kS3JuUMIiPRxreBchV7eemz7KP/qpEPfrLf/Xp1IN65EGAvspOdflH0DGAk9nL9bXCOgUg7KOvIqw4nHoMihLt50E9qEceBOirbFQvkEjDePgXlywZQYf8hQT7yOZn19nUwzXRbPWoRzZ+rrOpR0aiF0hT6/8H6K8B/WXGYn1Kl0sAuXDpR9Cvso8+yfDGsdSj3wqcfT71oB55EKCvslOV9a13wK8IcBEgzwHx6exFi6zgrQH0SoX+uHWqQD7APorkv/os6tFP+ueeTT2oRx4E6CsXVBWyXlq/CObHkFzgtK/BP+u3Z5dHJvXIg6p9Tephzy6PTOrhhipvxOGGY6Yqg/CB8EwNLCWzDxcU3dWgHu5YuqhEPVxQdFdjEPTgrSjd6Wldibd2s0aXS8/j460AACAASURBVCL1yAWrdVHqYY0ul0Tq4Q4rv4zBHUurSoNyU3CrJ78iiX1kJeg2n3q45Zm1GvXIStBt/qDowa8jdKtr6mqD8rVYqZ/4qgT2kZWg23zq4ZZn1mrUIytBt/mDosc5C7jVJr/I3q3Y3aoN0hdDZ+mYfWSh5z6XerhnmqUi9chCz33uIOnRcQE/ofX3roG+OIaxiU2y8xfuEdhXPKb73r2IxfnTkMuul8rPelViH/acTTOpB+fD1Ctp4ugr+iqNX0xjB81XHRdwq5mm1r+i0Hf6EnzGtLki4iINvyGQV0pS+aLJeezDhJJ9DPXgfNi7p3smfUVfjYKvui7gOd09voA/OSHQHVMSzOUBI23NWQ03KmT/OP5ncqPsXjDJZx8mlOxiqAfnw845vbPoK/pqVHzVdQG33wXXdihkuy/BNXkASVsz0vBpgR4oSXV/mlz2kYaWeSz14HyYu8U8kr6ir8zdYh45iL7quYDbSzj8bgzvkbJMP2TeqvvIhs7c6iG+uSTBx2yqsw8bat1zqEebDX1FX3UiwPngfJhMRuICjrR+tUK/eRJvndgm206ZFHUdc0gPrV2H388L5FO+VJ6xqc8+bKh1zqEeZ7jQV/TVagKcD86H6VQkLuBWoUjr+wD9jS/BLtPCLuMiDfcA8nZfKjuz1GUfWeitHCrqsZIkfUVfne0Hzgfnw2wmjBZwQx+8RDB+QoEryhL81Ky0m6iGhu8T4HnFwmRZbs/0dYnsI7sm1ONchvQVfbVMgPPB+UgzDUYLuP0uOPw8gMt9CW5Kc0DW2EjDRwG84Evwtay12Ed2gtSjM0PORzZv0Vf0VTYHdeU30PvDeAEvLa+XAO8uX6afzAPW6pqRzlwHxPf6Eqx3eV6kIfuwAEo9ekOjryxM9fqLe855L3L01fnrq1QLuKH1GwX6OV+CDXZI0mVFGh5XyH1lqTyWLrN3NPuwo0k96Cs75yS+cOGc90DE65Wd64bhepVqAbffBdefEOhTJQm+bofFLKup4WcVcq0vlevNMtJFsY90vKiHGS/6yozTchR9ZcaLvjLjNGy+Sr2Aj+reDR7kSYFMlCQ4mQ6LWXRTw3UKnY+h122W246bZaWLYh/mvKiHOSv6ypwVfWXOir4yZzVMvkq9gNvvgsMHFLpQluqd5ljMIxtau18g474Ed5hnpY9kH2bMqIcZp+Uo+sqMF31lxom+SsdpmHxltYBn9cDbYvxxXjC2sSQ7f5QOT+/opu77oGJxzsMFE1Oy/Xcua6+uxT6S6VKPZEb0VXpG9FV6ZrxeJTMbNl9ZLeAWhoaGdwpwjS/BlmQs5hGRhkcUeLoswf3mWfaR7KM3O+ph5y36ir6yc07vLPrq/PKV9QJuYYg0/KFA9pSkctiF2Zpa36rQXb4EH3JRz7QG++hMinqYOqhzHH1FX2VzEH2Vht8wXq8yLeCjWtviQb7qS3B5GlDdYiMNX4ihX9gs1SMu6pnWYB9dB516mJqoQxx9RV9lsE/XVPrq/PFVpgXcwtDQ8NsCHPcluCeL2SIN71ZgQ1mCT2SpY5vLPs4mRz1snXR2Hn1FX7lxEn3Vi+OwXq8cLOB97xcsPrcGayc2yo5f25htTvdffBqn5hVjV5Zl509samTNaSj7WGZIPbK66Uw+fXWGBX1FX60mMOrzkXkBL70LvkeAC30JqjYWizSsKfBqWYK7bfJd5TQ0ZB/t3+1TD1emav+UiL6irxw6ql2KvmpzGObrlZMF/LiGb14LnR+Ht3WTVH6QxmnHtP7hBcSHT0EmbpDgtTS5rmPZB0A9XLsKoK/oK/euoq9aTIf9euVkAbdfhdSqgPdxXyp+GrNFWo+A+Du+VGtp8vKKZR/UIw9v0Vf0FX3VncCozoezBbz0I5FnFVLbLJWDJmY7qvVbBFotS3CVSXxRMQ0N2UdRsA3OoR6cDwObpA6hr+ir1KYxSEjjK6cLeFZnSouI95YlmDR4nq3fYZwYg3fblEw3TeKLimEf1CMPr9FX9BV91Z3AKM6H0wW89AvxgwqcKEvw5V5ma2j4JQEmfQluycOUWWtGGrKPrBAd5lMPhzAdlKIeDiA6LEE9HMJ0UMpUj0hrc9LawqWEhWn6nI5pOLEI/FzhTZRl+uVOeQ2duVQQz48B79kkwbxp7SLj2EeRtJPPoh7JjIqMoB5F0k4+i3okMyoywlQPD/G80wXcarKp4e4YemlZqts7L+DaAQ/yckmC3UVCSXsW+0hLLN946pEv37TVqUdaYvnGU498+aatbqaH9y7nC1hVpYn6fAypbJbK7MonflTrUx60XkJlQkQ0bVNFxrOPImknn0U9khkVGUE9iqSdfBb1SGZUZISJHgI87HwBt98Fz3xaEU/7Enx0ZdORht8TeDMlmX64SBi2Z7EPW3L55FGPfLjaVqUetuTyyaMe+XC1rZqkBxBfmssCbj3hSGuzCjlUlqDe+u+GhhWBbvOlOmXbUD/y2Ec/qHc/k3pQjzwI0Fd5ULWvOQp6OP8r6JW4mxp+RCHfAnBg6f9vF+gnSxJ8316W4jPZR/HMe51IPahHHgToqzyo2tccBT1yXcAt9LMaHlyE3NT69zHoo1MD+rGjJJuwjyRCxT5OPYrlnXQa9UgiVOzj1KNY3kmnddOjgAU8c3ARepNA4cF7dEqmB/Jzv8kA2UcSoyIfn1XqUSTvpLOoRxKhYh+nHsXyTjqtmx6vL+BIay8L8N9JRSweXwfIZYAsfU2hXgzoiwBOWtTqZwr76Cf9c8+mHtQjDwL0VR5U7WuOgB6yPrcFrMAVAvktoL9qayDvUOhFAjxvr0nxmeyjeOa9TqQe1CMPAvRVHlTta46CHgpZn8tfQSf9+TU/hmRvTJtM6mFDLb8c6pEfW5vK1MOGWn45o6JHLh9DMvkAMm/EkZ95V1emHsWxNjmJephQKi6GehTH2uSkUdIjlxtxtG/BJZeWpdLlVpT1Ax50SG5FyT5MhqaIGPqqCMrmZ1APc1ZFRFKPIiibn2GmB9zeitL0JtT8MgZzIbNEUo8s9NznUg/3TLNUpB5Z6LnPHTU9nH8ZQ6S1gwox/DpCnfSlOpAfS2If7ocrS0XqkYWe+1zq4Z5plorUIws997mmejj9OsJR/ELllnQNDU+MwbttSviF4+6t3LqZy0xpEfHesgSTJvWphwkl+xjqwTm3d0/3zFH0ldMbcTQ0fFYgNV8qB00EirR+i0KrZQmuMokvKoZ9UI88vEZf0Vf0VXcCozgfzhZwpGEAyFZfKn4ak0VajwA97EsQpsnLK5Z9UI88vEVf0Vf0VXcCozofThbw4xq+eS10fhze1k1S+UEaox3T+ocXEB8+BZm4QYLX0uS6jmUfAPVw7SqAvqKv3LuKvmoxHfbrlZMF3NDaPQK50JegamO0SMOaQl8tS/Vum3xXOeyjTZJ6uHJUuw59RV+5dRR9tZLnMF+vMi/ghu57v2DxuTVYO7FRdizd8zmd3eZ0/8WncWpeMXZlWXb+JF22m2j2cYYj9XDjqfby5Xws06Sv6KvVBEZ9Phws4PDbAhz3Jbgni70iDe9WYENZgk9kqWOb21D2sepVJfWwNdOKPPrqbIiccweman/ygtfdFSiH1VeZFnCk9b8CdI8vweUubBVp+AIgu3yp/KuLeqY12EdnUtTD1EHd+HE+OpGhr+irFgFed4GMC7j2Q4G3pySVw9ks1c5uan2rIt7lS/VDLuqZ1oiUfXRiRT1MHdRtAdNX9FU2D3V+AUNfnS++sl7ADQ3vFOAaX4ItLi0WaXhEgafLEtzvsm63WuyjN2XqYedC+oq+snNO7yz66vzyldUCntUDb4vxx3nB2MaS7PyRS6M1dd8HFYtzHi6YmJLtv3NZe3Ut9pFMl3okM6Kv0jOir9Iz4/Uqmdmw+cpqAUcaPqDAQlmCO5ORpI9oaHi/AOO+BHekzzbPYB9mrKiHGaflKPrKjBd9ZcaJvkrHaZh8lXoBz2r9z2PoUwJMlCQ4mQ6NWXRTw3UKzHuQa6ek8h9mWemi2Ic5L+phzoq+MmdFX5mzoq/MWQ2Tr1Iv4EjrTyjio2WpPmCOJH1kQ2t3CLzNvlSuT5+dnME+khmtjKAeZrzoKzNOy1H0lRkv+sqM07D5KtUCbmj9RoF+zpdgQzocdtGRhscVcl9ZKo/ZVeicxT7saFKP3tzoK/qK16vuHuB8nMsm1QKONHwJ8O7yZfpJu1FLlxXpzHVAfK8vwfp0mb2j2YcdTepBX9k5J4kb57wXIV6v7Fw3DNcr4wUcafh5Bf6sLMGNdjjsshoaPibAf/oSfM2uwtlZ7CMbRerRmR99RV+1CHA+OB9pJsFoATf0wUsE4ycUuKIswU/THJA1tqHh+wR4XrEwWZbbf5mlHvvIQq+dSz3OZUhf0VfLBDgfnI8002C0gCOt7wP0N74Eu9IUdxUbabgHkLf7UtmZpSb7yELvTC71WP1TFc6HC2fRV/SVCx+trjHIvkpcwJHWr1boN0/irRPbZNupPAAl1Tykh9auw+/nBfIpXyrPJMV3epx92FDrnEM9Vr4Y4Xy4chZ9RV+58tLKOoPsq8QF3NTwuzG8R8oy/VAecExrNnTmVg/xzSUJPmaaszKOfdhQ655DPdps6Cv6qhMBzgfnw2Qyei7gptZ2xMDflKV6tUmxvGMaWnvGA/65JNX9ac5iH2lomcdSD86HuVvMI+kr+srcLeaRg+irrgt4TnePL+AdJwTYMSXBnHmb+UXOarhRgf3j+NXkRtm9YHIS+zChZBdDPTgfds7pnUVf0Vej4quuC7ih9a940HeWJPhMHjBsazY1/EYMeaUslS+a1GAfJpTsY6gH58PePd0z6Sv6ahR81XEBP6H1966BvjiGsYlNsvMXeYCwrXlM9717EYvzpyGXXS+Vn/Wqwz5sKZvnUQ/Oh7lbzCPpK/rK3C3mkYPmq44LuKHhIx7kpZJUvmreWnGRTa1/IYauL0twc69T2UcxmlCPYjibnkI9TEkVE0c9iuFsesog6XHOAj6qtc1jkH8sSfCnpg31I66p4X8tQv9us1SPdjqffRSrCvUolnfSadQjiVCxj1OPYnknnTYoepyzgCOt/5tAHyhJ8C9JTfTz8aaGf62QO3yp/GWn58E+ilWHehTLO+k06pFEqNjHqUexvJNOGxQ9zlrADa3/rQe9oSTBtUkNDMLjTQ2fiiGPl6XyTyufD/vojzrUoz/cu51KPahHHgToK3dU31jAr2H8vjdh4YTA21KS6X93d0R+lZo68xeK+MgfMD65RW7939ZJR/Sht7CP/Jj3qkw9+sO9+wLmfAySIpyPQVKjdROd/s/HGwtYgbcI5E0lqdw+WJh6P5um1h9U6B98Cf6+FRlp+A/so38KUo/+se90MvWgHnkQoK/cUH19AUda2yuQm2PEk2W57bduShdTpaF7L/LgnViEfrR14hjke+yjGPadTqEe/WNPPQaLPfWgHkkElt4B119U6EO+BPcmJQzi45GGdwFyVfu56bPso78qUY/+8l99OvWgHnkQoK+yU13+EXQM4GT2cn2tsE4BCPvoqwgrDqceg6JE+3lQD+qRBwH6KhvVCyTSMB7+xSVLRtAhfyHBPrL52XU29XBNNFs96pGNn+ts6pGR6AXS1Pr/AfprQH+ZsVif0uUSQC5c+hH0q+yjTzK8cSz16LcCZ59PPahHHgToq+xUZX3rHfArAlwEyHNAfDp70SIreGsAvVKhP26dKpAPsI8i+a8+i3r0k/65Z1MP6pEHAfrKBVWFrJfWL4L5MSQXOO1r8M/67dnlkUk98qBqX5N62LPLI5N6uKHKG3G44ZipyiB8IDxTA0vJ7MMFRXc1qIc7li4qUQ8XFN3VGAQ9eCtKd3paV+Kt3azR5ZJIPXLBal2UelijyyWRerjDyi9jcMfSqtKg3BTc6smvSGIfWQm6zacebnlmrUY9shJ0mz8oevDrCN3qmrraoHwtVuonviqBfWQl6DaferjlmbUa9chK0G3+oOhxzgJutckvsncrdrdqg/TF0Fk6Zh9Z6LnPpR7umWapSD2y0HOfO0h6dFzAT2j9vWugL45hbGKT7PyFewT2FY/pvncvYnH+NOSy66Xys16V2Ic9Z9NM6sH5MPVKmjj6ir5K4xfT2EHzVccF3GqmqfWvKPSdvgSfMW2uiLhIw28I5JWSVL5och77MKFkH0M9OB/27umeSV/RV6Pgq64LeE53jy/gT04IdMeUBHN5wEhbc1bDjQrZP47/mdwouxdM8tmHCSW7GOrB+bBzTu8s+oq+GhVfdV3A7XfBtR0K2e5LcE0eQNLWjDR8WqAHSlLdnyaXfaShZR5LPTgf5m4xj6Sv6Ctzt5hHDqKvei7g9hIOvxvDe6Qs0w+Zt+o+sqEzt3qIby5J8DGb6uzDhlr3HOrRZkNf0VedCHA+OB8mk5G4gCOtX63Qb57EWye2ybZTJkVdxxzSQ2vX4ffzAvmUL5VnbOqzDxtqnXOoxxku9BV9tZoA54PzYToViQu4VSjS+j5Af+NLsMu0sMu4SMM9gLzdl8rOLHXZRxZ6K4eKeqwkSV/RV2f7gfPB+TCbCaMF3NAHLxGMn1DgirIEPzUr7SaqoeH7BHhesTBZltszfV0i+8iuCfU4lyF9RV8tE+B8cD7STIPRAm6/Cw4/D+ByX4Kb0hyQNTbS8FEAL/gSfC1rLfaRnSD16MyQ85HNW/QVfZXNQV35DfT+MF7AS8vrJcC7y5fpJ/OAtbpmpDPXAfG9vgTrXZ4Xacg+LIBSj97Q6CsLU73+4p5z3oscfXX++irVAm5o/UaBfs6XYIMdknRZkYbHFXJfWSqPpcvsHc0+7GhSD/rKzjmJL1w45z0Q8Xpl57phuF6lWsDtd8H1JwT6VEmCr9thMctqavhZhVzrS+V6s4x0UewjHS/qYcaLvjLjtBxFX5nxoq/MOA2br1Iv4KO6d4MHeVIgEyUJTqbDYhbd1HCdQudj6HWb5bbjZlnpotiHOS/qYc6KvjJnRV+Zs6KvzFkNk69SL+D2u+DwAYUulKV6pzkW88iG1u4XyLgvwR3mWekj2YcZM+phxmk5ir4y40VfmXGir9JxGiZfWS3gWT3wthh/nBeMbSzJzh+lw9M7uqn7PqhYnPNwwcSUbP+dy9qra7GPZLrUI5kRfZWeEX2VnhmvV8nMhs1XVgu4haGh4Z0CXONLsCUZi3lEpOERBZ4uS3C/eZZ9JPvozY562HmLvqKv7JzTO4u+Or98Zb2AWxgiDX8okD0lqRx2Ybam1rcqdJcvwYdc1DOtwT46k6Iepg7qHEdf0VfZHERfpeE3jNerTAv4qNa2eJCv+hJcngZUt9hIwxdi6Bc2S/WIi3qmNdhH10GnHqYm6hBHX9FXGezTNZW+On98lWkBtzA0NPy2AMd9Ce7JYrZIw7sV2FCW4BNZ6tjmso+zyVEPWyednUdf0VdunERf9eI4rNcrBwt43/sFi8+twdqJjbLj1zZmm9P9F5/GqXnF2JVl2fkTmxpZcxrKPpYZUo+sbjqTT1+dYUFf0VerCYz6fGRewEvvgu8R4EJfgqqNxSINawq8Wpbgbpt8VzkNDdlH+3f71MOVqdo/JaKv6CuHjmqXoq/aHIb5euVkAT+u4ZvXQufH4W3dJJUfpHHaMa1/eAHx4VOQiRskeC1NrutY9gFQD9euAugr+sq9q+irFtNhv145WcDtVyG1KuB93JeKn8ZskdYjIP6OL9Vamry8YtkH9cjDW/QVfUVfdScwqvPhbAEv/UjkWYXUNkvloInZjmr9FoFWyxJcZRJfVExDQ/ZRFGyDc6gH58PAJqlD6Cv6KrVpDBLS+MrpAp7VmdIi4r1lCSYNnmfrdxgnxuDdNiXTTZP4omLYB/XIw2v0FX1FX3UnMIrz4XQBL/1C/KACJ8oSfLmX2RoafkmASV+CW/IwZdaakYbsIytEh/nUwyFMB6WohwOIDktQD4cwHZQy1SPS2py0tnApYWGaPqdjGk4sAj9XeBNlmX65U15DZy4VxPNjwHs2STBvWrvIOPZRJO3ks6hHMqMiI6hHkbSTz6IeyYyKjDDVw0M873QBt5psarg7hl5alur2zgu4dsCDvFySYHeRUNKexT7SEss3nnrkyzdtdeqRlli+8dQjX75pq5vp4b3L+QJWVWmiPh9DKpulMrvyiR/V+pQHrZdQmRARTdtUkfHso0jayWdRj2RGRUZQjyJpJ59FPZIZFRlhoocADztfwO13wTOfVsTTvgQfXdl0pOH3BN5MSaYfLhKG7Vnsw5ZcPnnUIx+utlWphy25fPKoRz5cbasm6QHEl+aygFtPONLarEIOlSWot/67oWFFoNt8qU7ZNtSPPPbRD+rdz6Qe1CMPAvRVHlTta46CHs7/Cnol7qaGH1HItwAcWPr/2wX6yZIE37eXpfhM9lE8814nUg/qkQcB+ioPqvY1R0GPXBdwC/2shgcXITe1/n0M+ujUgH7sKMkm7COJULGPU49ieSedRj2SCBX7OPUolnfSad30KGABzxxchN4kUHjwHp2S6YH83G8yQPaRxKjIx2eVehTJO+ks6pFEqNjHqUexvJNO66bH6ws40trLAvx3UhGLx9cBchkgS19TqBcD+iKAkxa1+pnCPvpJ/9yzqQf1yIMAfZUHVfuaI6CHrM9tAStwhUB+C+iv2hrIOxR6kQDP22tSfCb7KJ55rxOpB/XIgwB9lQdV+5qjoIdC1ufyV9BJf37NjyHZG9Mmk3rYUMsvh3rkx9amMvWwoZZfzqjokcvHkEw+gMwbceRn3tWVqUdxrE1Ooh4mlIqLoR7FsTY5aZT0yOVGHO1bcMmlZal0uRVl/YAHHZJbUbIPk6EpIoa+KoKy+RnUw5xVEZHUowjK5meY6QG3t6I0vQk1v4zBXMgskdQjCz33udTDPdMsFalHFnruc0dND+dfxhBp7aBCDL+OUCd9qQ7kx5LYh/vhylKRemSh5z6XerhnmqUi9chCz32uqR5Ov45wFL9QuSVdQ8MTY/BumxJ+4bh7K7du5jJTWkS8tyzBpEl96mFCyT6GenDO7d3TPXMUfeX0RhwNDZ8VSM2XykETgSKt36LQalmCq0zii4phH9QjD6/RV/QVfdWdwCjOh7MFHGkYALLVl4qfxmSR1iNAD/sShGny8oplH9QjD2/RV/QVfdWdwKjOh5MF/LiGb14LnR+Ht3WTVH6QxmjHtP7hBcSHT0EmbpDgtTS5rmPZB0A9XLsKoK/oK/euoq9aTIf9euVkATe0do9ALvQlqNoYLdKwptBXy1K92ybfVQ77aJOkHq4c1a5DX9FXbh1FX63kOczXq8wLuKH73i9YfG4N1k5slB1L93xOZ7c53X/xaZyaV4xdWZadP0mX7SaafZzhSD3ceKq9fDkfyzTpK/pqNYFRnw8HCzj8tgDHfQnuyWKvSMO7FdhQluATWerY5jaUfax6VUk9bM20Io++Ohsi59yBqdqfvOB1dwXKYfVVpgUcaf2vAN3jS3C5C1tFGr4AyC5fKv/qop5pDfbRmRT1MHVQN36cj05k6Cv6qkWA110g4wKu/VDg7SlJ5XA2S7Wzm1rfqoh3+VL9kIt6pjUiZR+dWFEPUwd1W8D0FX2VzUOdX8DQV+eLr6wXcEPDOwW4xpdgi0uLRRoeUeDpsgT3u6zbrRb76E2Zeti5kL6ir+yc0zuLvjq/fGW1gGf1wNti/HFeMLaxJDt/5NJoTd33QcXinIcLJqZk++9c1l5di30k06UeyYzoq/SM6Kv0zHi9SmY2bL6yWsCRhg8osFCW4M5kJOkjGhreL8C4L8Ed6bPNM9iHGSvqYcZpOYq+MuNFX5lxoq/ScRomX6VewLNa//MY+pQAEyUJTqZDYxbd1HCdAvMe5NopqfyHWVa6KPZhzot6mLOir8xZ0VfmrOgrc1bD5KvUCzjS+hOK+GhZqg+YI0kf2dDaHQJvsy+V69NnJ2ewj2RGKyOohxkv+sqM03IUfWXGi74y4zRsvkq1gBtav1Ggn/Ml2JAOh110pOFxhdxXlspjdhU6Z7EPO5rUozc3+oq+4vWquwc4H+eySbWAIw1fAry7fJl+0m7U0mVFOnMdEN/rS7A+XWbvaPZhR5N60Fd2zknixjnvRYjXKzvXDcP1yngBRxp+XoE/K0twox0Ou6yGho8J8J++BF+zq3B2FvvIRpF6dOZHX9FXLQKcD85HmkkwWsANffASwfgJBa4oS/DTNAdkjW1o+D4BnlcsTJbl9l9mqcc+stBr51KPcxnSV/TVMgHOB+cjzTQYLeBI6/sA/Y0vwa40xV3FRhruAeTtvlR2ZqnJPrLQO5NLPVb/VIXz4cJZ9BV95cJHq2sMsq8SF3Ck9asV+s2TeOvENtl2Kg9ASTUP6aG16/D7eYF8ypfKM0nxnR5nHzbUOudQj5UvRjgfrpxFX9FXrry0ss4g+ypxATc1/G4M75GyTD+UBxzTmg2dudVDfHNJgo+Z5qyMYx821LrnUI82G/qKvupEgPPB+TCZjJ4LuKm1HTHwN2WpXm1SLO+Yhtae8YB/Lkl1f5qz2EcaWuax1IPzYe4W80j6ir4yd4t55CD6qusCntPd4wt4xwkBdkxJMGfeZn6RsxpuVGD/OH41uVF2L5icxD5MKNnFUA/Oh51zemfRV/TVqPiq6wJuaP0rHvSdJQk+kwcM25pNDb8RQ14pS+WLJjXYhwkl+xjqwfmwd0/3TPqKvhoFX3VcwE9o/b1roC+OYWxik+z8RR4gbGse033vXsTi/GnIZddL5We96rAPW8rmedSD82HuFvNI+oq+MneLeeSg+arjAm5o+IgHeakkla+at1ZcZFPrX4ih68sS3NzrVPZRjCbUoxjOpqdQD1NSxcRRj2I4m54ySHqcs4CPam3zGOQfSxL8qWlD/Yhravhfi9C/2yzVo53OZx/FqkI9iuWddBr1SCJU7OPUo1jeSacNih7nLOBI6/8m8oYvOgAACm1JREFU0AdKEvxLUhP9fLyp4V8r5A5fKn/Z6Xmwj2LVoR7F8k46jXokESr2cepRLO+k0wZFj7MWcEPrf+tBbyhJcG1SA4PweFPDp2LI42Wp/NPK58M++qMO9egP926nUg/qkQcB+sod1TcW8GsYv+9NWDgh8LaUZPrf3R2RX6WmzvyFIj7yB4xPbpFb/7d10hF96C3sIz/mvSpTj/5w776AOR+DpAjnY5DUaN1Ep//z8cYCVuAtAnlTSSq3Dxam3s+mqfUHFfoHX4K/b0VGGv4D++ifgtSjf+w7nUw9qEceBOgrN1RfX8CR1vYK5OYY8WRZbvutm9LFVGno3os8eCcWoR9tnTgG+R77KIZ9p1OoR//YU4/BYk89qEcSgaV3wPUXFfqQL8G9SQmD+Hik4V2AXNV+bvos++ivStSjv/xXn049qEceBOir7FSXfwQdAziZvVxfK6xTAMI++irCisOpx6Ao0X4e1IN65EGAvspG9QKJNIyHf3HJkhF0yF9IsI9sfnadTT1cE81Wj3pk4+c6m3pkJHqBNLX+f4D+GtBfZizWp3S5BJALl34E/Sr76JMMbxxLPfqtwNnnUw/qkQcB+io7VVnfegf8igAXAfIcEJ/OXrTICt4aQK9U6I9bpwrkA+yjSP6rz6Ie/aR/7tnUg3rkQYC+ckFVIeul9YtgfgzJBU77Gvyzfnt2eWRSjzyo2tekHvbs8sikHm6o8kYcbjhmqjIIHwjP1MBSMvtwQdFdDerhjqWLStTDBUV3NQZBD96K0p2e1pV4azdrdLkkUo9csFoXpR7W6HJJpB7usPLLGNyxtKo0KDcFt3ryK5LYR1aCbvOph1ueWatRj6wE3eYPih78OkK3uqauNihfi5X6ia9KYB9ZCbrNpx5ueWatRj2yEnSbPyh6nLOAW23yi+zdit2t2iB9MXSWjtlHFnruc6mHe6ZZKlKPLPTc5w6SHh0X8BNaf+8a6ItjGJvYJDt/4R6BfcVjuu/di1icPw257Hqp/KxXJfZhz9k0k3pwPky9kiaOvqKv0vjFNHbQfNVxAbeaaWr9Kwp9py/BZ0ybKyIu0vAbAnmlJJUvmpzHPkwo2cdQD86HvXu6Z9JX9NUo+KrrAp7T3eML+JMTAt0xJcFcHjDS1pzVcKNC9o/jfyY3yu4Fk3z2YULJLoZ6cD7snNM7i76ir0bFV10XcPtdcG2HQrb7ElyTB5C0NSMNnxbogZJU96fJZR9paJnHUg/Oh7lbzCPpK/rK3C3mkYPoq54LuL2Ew+/G8B4py/RD5q26j2zozK0e4ptLEnzMpjr7sKHWPYd6tNnQV/RVJwKcD86HyWQkLuBI61cr9Jsn8daJbbLtlElR1zGH9NDadfj9vEA+5UvlGZv67MOGWucc6nGGC31FX60mwPngfJhOReICbhWKtL4P0N/4EuwyLewyLtJwDyBv96WyM0td9pGF3sqhoh4rSdJX9NXZfuB8cD7MZsJoATf0wUsE4ycUuKIswU/NSruJamj4PgGeVyxMluX2TF+XyD6ya0I9zmVIX9FXywQ4H5yPNNNgtIDb74LDzwO43JfgpjQHZI2NNHwUwAu+BF/LWot9ZCdIPToz5Hxk8xZ9RV9lc1BXfgO9P4wX8NLyegnw7vJl+sk8YK2uGenMdUB8ry/BepfnRRqyDwug1KM3NPrKwlSvv7jnnPciR1+dv75KtYAbWr9RoJ/zJdhghyRdVqThcYXcV5bKY+kye0ezDzua1IO+snNO4gsXznkPRLxe2bluGK5XqRZw+11w/QmBPlWS4Ot2WMyymhp+ViHX+lK53iwjXRT7SMeLepjxoq/MOC1H0VdmvOgrM07D5qvUC/io7t3gQZ4UyERJgpPpsJhFNzVcp9D5GHrdZrntuFlWuij2Yc6Lepizoq/MWdFX5qzoK3NWw+Sr1Au4/S44fEChC2Wp3mmOxTyyobX7BTLuS3CHeVb6SPZhxox6mHFajqKvzHjRV2ac6Kt0nIbJV1YLeFYPvC3GH+cFYxtLsvNH6fD0jm7qvg8qFuc8XDAxJdt/57L26lrsI5ku9UhmRF+lZ0RfpWfG61Uys2HzldUCbmFoaHinANf4EmxJxmIeEWl4RIGnyxLcb55lH8k+erOjHnbeoq/oKzvn9M6ir84vX1kv4BaGSMMfCmRPSSqHXZitqfWtCt3lS/AhF/VMa7CPzqSoh6mDOsfRV/RVNgfRV2n4DeP1KtMCPqq1LR7kq74El6cB1S020vCFGPqFzVI94qKeaQ320XXQqYepiTrE0Vf0VQb7dE2lr84fX2VawC0MDQ2/LcBxX4J7spgt0vBuBTaUJfhEljq2uezjbHLUw9ZJZ+fRV/SVGyfRV704Duv1ysEC3vd+weJza7B2YqPs+LWN2eZ0/8WncWpeMXZlWXb+xKZG1pyGso9lhtQjq5vO5NNXZ1jQV/TVagKjPh+ZF/DSu+B7BLjQl6BqY7FIw5oCr5YluNsm31VOQ0P20f7dPvVwZar2T4noK/rKoaPapeirNodhvl45WcCPa/jmtdD5cXhbN0nlB2mcdkzrH15AfPgUZOIGCV5Lk+s6ln0A1MO1qwD6ir5y7yr6qsV02K9XThZw+1VIrQp4H/el4qcxW6T1CIi/40u1liYvr1j2QT3y8BZ9RV/RV90JjOp8OFvASz8SeVYhtc1SOWhitqNav0Wg1bIEV5nEFxXT0JB9FAXb4BzqwfkwsEnqEPqKvkptGoOENL5yuoBndaa0iHhvWYJJg+fZ+h3GiTF4t03JdNMkvqgY9kE98vAafUVf0VfdCYzifDhdwEu/ED+owImyBF/uZbaGhl8SYNKX4JY8TJm1ZqQh+8gK0WE+9XAI00Ep6uEAosMS1MMhTAelTPWItDYnrS1cSliYps/pmIYTi8DPFd5EWaZf7pTX0JlLBfH8GPCeTRLMm9YuMo59FEk7+SzqkcyoyAjqUSTt5LOoRzKjIiNM9fAQzztdwK0mmxrujqGXlqW6vfMCrh3wIC+XJNhdJJS0Z7GPtMTyjace+fJNW516pCWWbzz1yJdv2upmenjvcr6AVVWaqM/HkMpmqcyufOJHtT7lQeslVCZERNM2VWQ8+yiSdvJZ1COZUZER1KNI2slnUY9kRkVGmOghwMPOF3D7XfDMpxXxtC/BR1c2HWn4PYE3U5Lph4uEYXsW+7All08e9ciHq21V6mFLLp886pEPV9uqSXoA8aW5LODWE460NquQQ2UJ6q3/bmhYEeg2X6pTtg31I4999IN69zOpB/XIgwB9lQdV+5qjoIfzv4Jeibup4UcU8i0AB5b+/3aBfrIkwfftZSk+k30Uz7zXidSDeuRBgL7Kg6p9zVHQI9cF3EI/q+HBRchNrX8fgz46NaAfO0qyCftIIlTs49SjWN5Jp1GPJELFPk49iuWddFo3PQpYwDMHF6E3CRQevEenZHogP/ebDJB9JDEq8vFZpR5F8k46i3okESr2cepRLO+k07rpsbSAa3OAPJ1UxOLxdwH4fwD5cTtXPwDg/wXw/1nU6mcK++gn/XPPph7UIw8C9FUeVO1rjoAees3/D6DZmT3wn7RkAAAAAElFTkSuQmCC</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-240" y="240" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="186,255,153,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="306" y="10"><block s="receiveKey"><l><option>space</option></l></block><block s="clear"></block></script><script x="449" y="93.49999999999991"><block s="receiveKey"><l><option>1</option></l></block><block s="gotoXY"><l>-240</l><l>-160</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>145,26,68,1</color></block><block s="doRepeat"><l>9</l><script><block s="down"></block><block s="doRepeat"><l>2</l><script><block s="doRepeat"><l>10</l><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>50</l></block><block s="turn"><l>90</l></block><block s="forward"><l>25</l></block><block s="turn"><l>90</l></block></script></block><block s="forward"><l>50</l></block></script></block><block s="turnLeft"><l>180</l></block><block s="forward"><l>25</l></block></script></block><block s="changeYPosition"><l>50</l></block><block s="up"></block></script></block></script><script x="741" y="90.66666666666666"><block s="receiveKey"><l><option>2</option></l></block><block s="gotoXY"><l>-240</l><l>-220</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>186,255,153,1</color></block><block s="doRepeat"><l>6</l><script><block s="down"></block><block s="doRepeat"><l>2</l><script><block s="doRepeat"><l>10</l><script><block s="doRepeat"><l>3</l><script><block s="forward"><l>50</l></block><block s="turnLeft"><l>120</l></block></script></block><block s="forward"><l>50</l></block></script></block><block s="turnLeft"><l>180</l></block></script></block><block s="changeYPosition"><l>84</l></block><block s="up"></block></script></block><block s="gotoXY"><l>-240</l><l>-180</l></block><block s="doRepeat"><l>10</l><script><block s="setHeading"><l>90</l></block><block s="down"></block><block s="forward"><l>480</l></block><block s="changeYPosition"><l>42</l></block><block s="setXPosition"><l>-240</l></block></script></block><block s="up"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="thinge" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>