<snapdata remixID="10674069"><project name="21-22 U1L3.1 Student" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAD4VJREFUeF7tnXtUVVUex78XeVyDBAQRRLw6mrMgMmxSS3M0sZhqaTCuXsu3qa1VMmU+0tSg8rXKqNBxykdiluWrl9OyVPJRVqRlPnJsdBQQVFAUEZSnd9aBUO71nnv23meffe7FfdbyH+/v99u/329/+O2z9zl7H4s93maHi+vl4lKkF19w9ZP8P5kBbhmwSAC55VIaYsiABJAhaVKFXwYsAFwOwfyakJZkBtQzIAGUdLjMwKigMcgqf8/w7EgADU+x9zWwqe1mDLTeh44FMSisKzA0AAmgoen1PuM1TosifnkKIsZdEkDjcut1lp3hawzASAglgF6HiTEOq8FnNISGAmgrsyOvlbEl3JjuuHGs+sAHVbY6ooCNqISGANgyMQkRn351NSgJIVH/ChdKvikF69p8QtzubzW/IeFkPLE8iSB3AJWq53zV5ueiML4TiT9SRlAGlodlYUTQSOrW5l+Yi1mlM6j11BSoAXzFbnNp69yVWHxasUnVsROd2uBKyVkmx22JnrFWnpfdPG4nzsScR4hPCFNfKEq9T/XE7urdzPpNFbkAuOLiUVyBr6ZDrEOxBFAztcQCWpMNUkO87gd1AXjZ3gary8n/EuyVlciPaEka41U5CSB1ylwq8IKv0TgPCJkB/Lj8B1TYo6gzc7LXbaj5z0EqPQkgVbqEwMcLQiYAl1/M1ZUR2qFYAsie7p4BvbAr8kd2AwSaeiohFYBRO3bDv/udBC5pi9BAKAHUzqcridkhc/FC8HQ2ZQqtc1fOoe2JMAqNa6LEALpaXmFq8Q+losEDUbk9m8iEBJAoTQ5C+9v9hli/OHpFRo2V5SswtmQMtbYmgBHr/o2WSQ9RGyZRIK2CEkCSbF6T4T3ZIG29xbDxsMRtrhe3DM0jUnMLIO+q58ojEgiDO6W5UFVbk1NbM9S3hjdlSTZm3vctUVLNFDILvsaYfed21A9g2KJlCBrxpJA8nh07DBVrPxTSFksj/9wbhT8l+F9VfcBC9pfN0pZeHbPhawohcwUUUfWcE01SBfV2Dq3+unMxCAr1uU7NEwGM8Y3Bseh82hANlSedGTsMwS0fGISINV8Y6piacU+BcJPKo8ZGv8+drsPQKGPfEqbpgGdunoC3Wi+kUREmSwLhdfeAZlRAJSPnZ0xG2cI3hCXHuSEt8JrKe0oV/KrtFiRaB5qWM7WGLR13w3dHTyK/XE5CzILQjCpIA15jRg/nVGHiXaeJEmyUkKfc7znH5/PgHPjcs1TfLNj/jh6I2v6TUblza1cEhBE2X6zMjdYVn5lV0FPhazGpHyxhDZM05klIY6+YVQXL3n4d52dN1QWHmnJ83wC8vjOSi+2day9h3mNnuNiiMeKp8DUuvzTGohtAxZBZEPKuggOGBWLKqnCafiaSFVkFfeGLy7YaIr9ECznDx6UCKkZ828cg+pA503seED7+YjBGzmF/8VKrI9e/XoblU89rien+PeWmIVjbZr1uO0YYcAUfNwAVQ+2PnkaLiLZG+O7WZsVHq3D2qRFM7f7j3TA8MD6ISZdWyegquCL8fQwLHE7rluHyltZ5aDG5n2o7XIZgs+8HWasgy8yWtccWp57DxkUXWdXd6pXEXEArn1aG2NZj9M2yDExZlOnWBFcALf7+6HC2So/PzLosEIoEUAnMiCroqZONAaf74duqnbB/6HpvUGNHcwVQMRr1/T74x3djBolVsfKbzShKTqJWFwlh+uBi5Gy8TO2jmoKnwtf0yYZwAJVkedOsWCSAPKugN8CnxGsKgN4Eoa+/BRurOnCrSlqGnk44heP7qrXEVH+/K+BufBv5PbO+kYpdcnsiz+K4+cw0AHtf2onC2r5GxuvSdvXB/TjV+3aqdr2lCs4NnY8prV6gik2EcKW1EvGH/1rflMcAqGxM17spiTV5+eEBsFeTV5l2XXyx/Ii+R240vj4SegLlpVdoVOplPXHY3Th4MyZmzrwai0cBqHhlFoS0s2JvqYKeBOGzC2fgy0FbHP6QPA7AHZUZOFrzd+q/dr0KdWeKUNCZ/HluQqIV87aKW0hnXZIRsX2SJPe3/t4XVQHXL7l5HIBmVsHCOBtqC8gfEXpLFRS1jVINRGWyoXZ5JIBmQkgzFN8/JggTl7PtWyWpGs4yrFVQsbO/3SHE+sWyNKtLxx18HjcJaRrpT1XTcaD6KV3BsyrTQOgtVdCMSYmywGyz93DbDR5bAc2sgqf690T1L2SHIw1LD8HQtGBW1qn19FRBURDurNyBxKL+9bF5NYBmQuipVdBuBx700beF08iZ8eTzz+Ptsjev/mF5DYBqpaBV6vMInWPOpiJSCJ9fEYb7Rol5TUvJk94qaFQl7FrYGcdrjzl0JW8AkUI2aGgezUFmpkHKrGfFxY8NxuVNG4lcFXkvWJRXi1EdC4n8UhPivedXbatkswDQTAhJq+D8b9ri9nutuqCgUeZRBZ+5ORVvtXb//h2JT+726TYbAAMfHYrwZR+Q5IO7DCmEIqvggZ2VmNqvSHesX7fdigHWRGY7WpvEmw2AZlbBktRxKF+5TLOT3jsajajO2mdaaxoiFOBRBVnvB4/UHEHcya6anjYrAM2CsLbwBApj1V/BCk5OR0hKw0lb74xoOMVJxJW9qgILRrB9IcDZP5qZ8RtlCzDt/BSiEJsdgNb+iWj7xVai4HkIFXSJRF2x+6GuKYCLh3eGj4XsC0E8/ONVBUkrYf/TfbGr6jti15sdgKKqoL2mBvlh145Pc5fxpgCKroIfz7mAlTNLiYHQEnRXCbXu91zZpgVQzT/7Jfd7RZz1uC7DuAzMxZeTtJJL+vup3gmoPriPVBxmAqg4ybMKqm1UZ4GvvlhQPopTS3r6DLqnTYYD6Bcbj3Y5B4ghIRUknfE2tecMoOgqmDm+BJuWlpOGqCnnvGGdFT6eAGo67SRgOIBKex2KL8Ni5bP2VpyShMvZDecQ015mA8i7Cir2lI3rykcHQ/Nvpk2HKfLB09Md2hUCYP1fGIehmKXqaVVA0VVw5t+K8fPX/LZwKv7bbZ5xxLElb6gm1M4cCAPQJywcMcfJTpNK6D4F73w3CZkhkVhdA5x9aiQqPnpfMzgtAVcVUA3AglcK0LLzSvQf6o8DIFvK0Gq/8Xee94ISQNKsA4g+eBy+HbTX3w76VGBtj8B6yzXWUuxpPx+vLnkOycnJyMnJoWjRUVQNQKtfBd564lYH4WgMwW0HM67+36zFgRgxcS/qblmLXCxl9kFRHB97EicO8zvpSlZAiu4gHYonZS1E4L9Sr7N80m83rMN3oHv37hg4kO54WjUA1arg3fgcwQcTrvOhps4P09/9C15bvAM/YzRKsIsiAw2iPKugBJAy/VoQKvd6mZmZKgDugXX4dsTFxeGhh+g+oOMOwHYh/8VLg+93iEQbwO34Dkm4BPpv5yUH5qPqEp/vIEsAKQGMzP4BAT3uuk6rbGEGzs+YhIsXL2Jtz4b39pQheHf0PMxeOhF9+vTBsWOO77HRNO0OQOcq6GoIHv7cL6jt+gHyof9+lGcVlADSUPCHrHMVbDrDfbjz5PpJSFpaGpYsWcJg3bWKFoDx0dswIXF0vbKRk5BG73gNwxJARkQUCJWvJClfSxJxaQGodi9opG88IJQAGtlDHG2TABj/YytMWNyaY6vuTfEAUISzu2x87ledfRW2DigiSVptkACYN9ICkS+spgTlo7LCmM7VygfN7xJAmmypyJICOHpeCB6dRvdQndY9b6l8jXFJAGl72IU8KYCKqlFV0NvAkwByAK/RBA2AL6wOR/8nGp7G6L1qq+0YFEB+lo3e9ozQlxWQQ1ZpAORRBU8eqcWTXfVty+QQNhcTEkAOaaQF8I1dkYjrHUDd8q/ZlZg+UP9OOOqGDVSQAHJILi2AtFVw83vlePPJEg6eep4JCSCHPmEBcNWJ9ghv38Jt6x+kl+LDly9w8PDGMyHXAZ36XFkHdL7UZsQZo0uwJYvfK/Y3Hn6ABJABwGkDirBvW+WNyAv3mCWABAA23guO6VKIU/+r5d4JN7JBCSAhgDcyJEbGLgGUABrJl6ZtCaAEUBMSIwUkgBJAI/nStC0BlABqQmKkgGkABqePNTIul7atIYNhDR3ktl1X64DCHdVoMDI4HVEhDcfMqV17865fz/S0OBR/TAPQZmff38ucyH3RgPLPzSUBZM4uk6IE0AuHYFkBmVh3VDKlArrwO8/Si0M0Yk1IADnkWwLInkQJIHvurmpKANmTKAFkz53HA2ib636HWt6L5s8uJYASQA4ZYDchAWTPnayAHHInAeSQRE81IYdgsT1j2jqg2DDJW5MAkueKh6QE0CmLEkAeWJHbkABKAMlpMUBSAigBNAArcpMSQBMB/GxGG7y4qhSH8ukOLJezYHLAvU5S5D2gfaPjd9UihhXgzAXtDyhKAL0OK3KHzQSw0cvqWjsCUtQPM5IAkven10mKAnDXa5HoHat97kxhSR3ajypwyKME0OuwIndYFIDOwy+Jh78eq0b3Z09BAkiSLS+V8WQAm6b0x8N98fSiVapZlq/kSwBVM/D7u+3QtZ0ftwxt2vMwZmS97WBPAsgtvWINiaiALMMvaRZWbxuDBRteAimAdtssUtOGyMl1QBPWAY0EsGk4lkF5mtBIADVTJFbA6Ap47qMYhAb5CAlKAigkzXwbMRpAUdUvefYZfJ5zSTM5sgJqpkisgJEABlotKF/XQUhAJNVPcUQCKKQ7yBsxEkBR1U+JlgTAlJQUfPJLPHlyDJCUkxCBkxBRAI7O2ICsbXdq4mKxWHBlw15g4gZNWaMEJICCAOwY4Yvjy90fC8Krk++YkEu8DJOZY0Pq6gXAZ/t5NU9lRwIoCEBR1U8JhwbAEeMfxj1P/47UXsdRVVVFBQ8PYQlgMwMw+ZVtyC/uRFwB8/JycahDP6yZXYWsWad5MEVlQwIoAMAet/jjp4woqo5hFVaqn3KRPgmZN28eEqa9U6+z5aU+yHh1NWvTTHoSQAEAih5+aQD09fXFxppr96Y+m5cgKSmJCSYWJQlgMwIw9PETKK24Qs3Bp6V/hjX42ndPepT8jPDwcGo7LAoSQIMBfPDOlvgyLYKlb6h1SNb+XBkdktoRYzMdz8QpWDYT48aNo/aBVkECaDCAoobfiko7gh5h+ybx+vXrEDhkMvyylyM3NxcRERFYs2cUir6/A1u3bqVlikpeAthMAGStfkr4a9asQatHpiK55WmHpRh/f39UV1dTAUUrLAE0EMCRiUHIei6Mtk+Y5PUA2K1bNwwZMgRpae4PPmdyTENJAmgggKKG39yiWnQa651fZv8/OQVffXVkDkwAAAAASUVORK5CYII=</thumbnail><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="flat" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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BRxb58rVpvKXbcCeoMwCvUIVxu+Tm4JhUZ58Chg2q0let0hTYqVM1/QOgpT3HW83W+gEhUV/3iK5iUFFZ1x/COTTegEEp/oTjVFCI1BXKEixfr/6rNxrUkNFBgxVcRbgZQCbmRSZ0FxtbpO0JrR2K8qeqendOiEnCDAqBEFvtYi7YQh5mbJMAh0ZvVkUh5Y5nMMsJSCr5yC7XnJd3cWTfmxaYmUG7N2Knqe7SQq9nOtkuoRY5/uF2ySXxrpCC4uboZk9vV2rAHw/THkC/HikuDwrNswmdJNbN9S1CvnSns67WiaNciokIJnn4L0LjAHv2v8a0me1Zdr1QgVOqbBWDq+CQKoTW85aTV6sYiqnVEigTTNjl71KtH2FUwMaLi+3SHbzgIIzbBUEOobqFijiTgE2rWI6p1hEwNuAo2tPaI3ORhyf8XMW6PNQnuphYD096jZJqFdiBmoMNcUMdY4qdu1aNSxUId0kLwIH7yGud7XFT8gEljjaWofSlS9Pegu5F7Wm97ag9Lai/PwTlZ2wPhM8pF2/mwIerxUE55dF4Dduk5xf1kgOKptAm6a9J5q9fwJb+3qdAs+0imvJFXnZaGM3sMPRowT4Y+wKS2BB3iEM3mEMX/pEzYA98ZkFOkEV3vmy/ARMQBTbZ5vlmYDTxD78VB20Sj36fbZrVSRe9RHIXiMle1/sm2Npgfm0ngnBWZbKo6wKCNQdcAJki27epo2iAXt1O+36JLddq2AFVD/0KbdJuj3KrvqQyZn5qA5aczEavCeavSveqN1CfLRFXH4NEcJyLWT0WlX8JITUTOkngab/oWS+Q3u4homqAQ+Zr9umBM/6yYqxeiAgOMdtlDPJp3wC03SoU4fi8d52kQo0lD/TrpEp6O4jJPegXariq0bX0gGFVUo7W4XxClp8wYZQmaz3ElLeqUdr9LLDb1QN2OOZmaenaQr8jtLA4pJO7JRdTR4zkCrSKe5XZ9NU14NVP410IcvEC3D/SHFHx6EW22tYMlQ3qSuWHrbaynat1Nc7Adn0wa7XjBqW9D4wygZcuhW9QB+CYhcuiIAJKP7lNgv/YugB80xNb92J1AkCjd0GCQrdsVVyfw94hSU6fN7RnQWlAxXWSTSIGBSf2u42pPY8vbxKom7AgxfqsLoiXiqvWo6qkcDFbpP8qsYYsZo+Q4d8V0vbReIHsSrsS8XIXS2SPSC+9YVbWcHRgxW4LVwVzO4HgdRulyK1cwXbc0fdgD1omfk6TgWX+QGQMXonkEphxKwBkvgdydo0M2LZ5hmJ2LZTga1axf0Xfz/8JZBP668guMjfqIwWBoHUvr9Eauu/VJY6DgZcuhXdrvcD2KOy6jm6CgL/cRsxDCKdVcyN/JQ2dbxjw7wr3p0iX0xFBehNLZI7vKIpHNwrgXxar4DwkJnIL5OV55e+75WNqtieIi4GvP583ahTSgc2+HVAeeTXRWAFCCa5jaWNJBLzadP0Ieg6mWjbxBT9lUJTX2uRWTwpq8YFoND6zgzuUMV+NYbi9JAJyNr/7XrSee0qfy3iYsBeHzIL9GeqMHamYsi9DzV9CthzVpPE/pzmNk0fvWzXKp7EBVzdIu6xoS68iCfX9TVd6Cw96bxDxEtJvHzvire0p/PK86pnEScDXnYrejKAfaonwpllEVDMWrIYw/63jnxa1vgIDVJFqg0Z74lm7yp/aISkBy5VURjSKu/MCTxRDBNoRrfPa+lAhUwMy0tUSd53vd53vjV/4mbAGyzSIYVC6VZ01HYdqrmXIQT4o9skR4eQN5CUj+pmA5ZioWe63uYZaweSJPpBL24Rl0/CV9jHpY7um+o6UKFfhVM53DICqZ2vRGq3S/xRFTcD9qhk2vVwBW7whxCj9EZABQfkGuWuKFO6T4euvRKKx2vXw1WNUa4laO0KdKTQue5ImfNx0LniEr8jrceLYGJc6klyHakxZyC1/a3+IYijAXt0nPl6OwQH+UeKkbolIJhbUGz+TpN8FDVCM9UZ2lm6zSzeXs2pqOkPT6+c1SLZCeHlj07mfFovgODU6Cim0m4JNCzp2tP56z6/gRlXA97gPf1/hVVKG3TwVmLQv1OKW91micwOUDM0vVnX5hkam9vnQbd4hfif9IcM2lmyfeyzZ1iVZek6HL1FgB9aJotyKiQgq7tIHXgCZPCLFc4sY3hcDdgrPbNQx2rX3qr8BExAFT/KNcstAaepKXybDtm261UiHFJTIE6GQE8ZKbnfEsVXCSzYQP9f/0Lp7x1ukRvxBSKZZ7v2dG76XzCVxNmAPWJOu14P4Ihg6DHqcgQ+LtZh2OxVZa6tVKZpZrsU9Glb9UVM1zst4g6OmObA5XZkdEvRkvluGngyJgiUQGrwi/9OHbPnNwJNEncD3vAjbco3lG5FO4GCZHAI8Jdsk+xvM4oZ6tyjwF42a4yKNgWObxX3yqjoDVpnwdFWRekowaagczF+sAQUuKzhXGcBUjI+0ExxN+BlV8He9oF3BwqSwUsEVPCTXKP8wVYcM9TZWYFHbNUXJV0KeaNVshtHSXNQWguOHqXAH4OKz7hGCZzc4Mplemt6Ag3YJ+7OfL0KgmN8CscwPREQLNIGDMv1l7dthdSmmZmA7m6rvijpUuDIVnET/cpfPq3jIeBT4VFauD1oFcHY+qz8qXQxQQP2r6ObqfZbuKC0QQf/xe4f1m4jCTAl2yR7Bpym6vAz1NlDAe/wDn5qJ/Bii7hb1h4mmhEKGf29Kvg0fTTb97lqAd7RIg5qmC2fn6hAA/a5qc6n2oJOTPc5LMN1Q0AVP881i7WbD7Sp8wSAHdm82gmkIAeOkOyfa48UnQi6iTZ2LsEdCoyKjmoq7eGK4bn6ToyV2fLW8j+nAQewXpx2vRTASQGEZsgvEyiqYFiuUV61EUybpvcDor2Dl0Vcn2oR9zsW6QlUig7VTfLF0p7O3ww0EYMHT0BxX30RY2WOLF4xGQ04IPxOu3pvVG8eUHiGXUZABA9kG2WErUDa1Pkn+JeoL+1R6JhWyU31JZjFQfKOfh9dezpzgx+L+1SONAGurnelx9O9aMDlUKxijDNPv48UHq5iKqdUSECBU3JNYuWGDW2aOQzQGyssicO7J/BQi7i7xRnO0rQekhL4uBFwnGlZX9vpDa6c15tKGnCAPXTa1YP/6wBTMPRnBIrY2h0o3tWmdZ82dV4DsIl1wiIpSHdtkVws/2GbT+uvILgokm2h6C8REMHh9Vm5qS8sNOC+CNX483S7PiPAt2oMw+l9EFDg8VyTDLcRVJs63qtpV9moLXqaZEqLZK19+r1anvmMXgHFz6udz3l2EJg3sB0Tf/6H28454pdl7c9NAw64b067eg+O/D3gNAzvERCc6TbKOTbCaNN0DpAhNmqLoKbvtIj7VAR1f0Wy7qT1hVmlna1+EId6klzDfzd5CydOOh2vb/zmWTl5vqx3tmnABlaMs0DPgOJsA6mYAtjBbZL/sw3EdHV+IcDFtumKqJ4/tYg7NqLaP5e9eKg69V0HuSTm6e6o96wn/U987+mS+c5vbodCacCl6yGLPul2fUyA71kkKZZSFHg21yTb2VbcXbpZvyYsnKvAGrZpi6KeAlJbjpZZAZzdZoZG3tFvC0rv+GbMZGSWoAj8db+pOPXiL2680YC7SFtlwM483Qop/COoRcC4yxEQnO82ym9sYzJD02cq5CzbdEVRjwI3tIp7ZBS1Fxzdd9mBCg1R1E/NXxC46vgbcPnJ134JCQ3YQgP2JO2y+K8Pvpnfd1cuYAMEitjFHShWHYjwqGYGLoG+C6C/AQKxTyHo3GikzHkzSoV2pPUEEfwuSpqptXsC48+9CLcfMvkrP6QBW2rAZ2l6wszFt41/p/BdrungCbzkNskWwaepLMMMzVyo0FMqm8XRPRCY1CLuCVGhk8/ohVCw91FpWA86l/RfUvq+96HdPt/SmVfA3bCy6ha0p88z4PnFjcff/elMKFIRX4aRkH+Z2yQn26T0AR0yqBOpd2zSFGUtdSiut7vMnmt7DQVHb1GgrFdTbK8lyfrczBycOPE3eHnz//SIgVfAFl8BC2T8Kx2H4emlZT2lnuS17k/tij3cZrHqcIzp6kwS4Dh/Ckx2FIFcNFKyp9pKQQfpKoUGeNtnettL8hNhAs9u9y+cOPF0vL/2B71WQQO23IA9eQ8uvg65Ar8ONvD7+N8BjRj2ikiHgVxlpZihgzdU1L1R1mAO6ovA4v6QQTtLdl5fA8P6ecHRgxS4Paz8zFs7galjHsC4iaeXFYgGHAEDXlBM4+5FM1HQlctqKgfVQEBxtdvc84boNUSueuoMda5X4IiqA3Di5wQUOr5Vcla/Z5939JcArNyvnEupdwLX//h2XPCb8p+bowFHwIA9ia/lx+LvSy7g+jdDYB+3Se4xk6rvLDN06BaK4gt9j+SIMgh8tAADBu0vr1hzl6M7zfm0Xg7BiWXUwyGWEDj/9Ctww1HeXinlf2jAETFgT+Yji6/CrMIe5XeXI6sjoMg1FDDszTWkvboA/s9qU8fbgvBA/yMnL6ICv2wV9xLbKy9k9M+q2N92nUnXp6Kl73unjX6wYhQ04AgZ8CJdG95T0Ut1YMWN5oSKCdzgNok1mze0qfNtANZtm1kxVSsm6OwWyaWtkNKLCIWmCg6891d2sF1rUvW9t877pe97n/tWdTeoaMARMmBP6pv5ffHYkkuTut6N1i0pHJQdIN6VpxWfNs3cB+gYK8REXEQKcswIyV5jexmLNtAh/Qp4TIGhtmtNmr6Xtnil9I5vLl39m4I04IgZsCf3sSWX4c38Pklb7+brFfyvHtj8rUZ533zyr2Zs0/QugDxkg5YYaHi9RdyvRaGOjoxuJ1q6Eu4XBb1J0Pjg7o+VzHfpSktrKpcGHEED9m5Be7eivVvS/ARMQHGH2ywHB5yl7PAz1HlQAb6TVjax3gbKYS2SvdmXUAEHWeroPingq3sZBpyX4b9K4LZD/4oJZ/vzkDoNOIIG7EmeVRiFRxZfyd8PAwQEOCLbJDcaSNVnipmaHl2ETOlzIAeUQ+CfLeJuXc5AG8Z0OHqcAJNs0JJUDZf+8hpcc6x/fxXQgCNqwJ7sJ5dcgNfzkT/qNAq/y/PrCtj87dUlZ4PYNnW8h7G8h7L4qZmA7t8iub/UHMZQgHxaz4fgNEPpmGY5AqdccjYm/+B+X5nQgCNswN7GHN4GHd5GHfwETuBut0n2DTxLGQnaNHMgoNY8HFaGZJuHPNkibqROPOnI6M2iONRmqHHSNm+1+aXXjJ787jO+l0UDjrABe9Jzhd3w4OI/+r4wGPCrBERwTLZRrHhytk0d770H605wiuK6EWDUSHGnRUl73lHvpVM+CxBw017/2psl831j47cDyUQDjrgBe/KfWjoBr3YcFsgCYdDlCAiW1hUx7O1mCX1v5unqHCHA9eyPHwT0gRbJjfAjkqkYOkjXzDfgcQE2NZUzaXne3GjWmwf89agN5zcvCKx0GnAMDNg7rtB7KnpecaPAFgoDf05gmtsko2zgMUMz/1Uom+5DMwT4/khxH/UhlLEQHUN1CyniMQDNxpImJJEAN6yf3Xa2dyJdkCXTgGNgwF4J7xS+hxmLbwlyrTD2MgKiOCnbLJeHDWSGOscpn4r1pQ0K3Nsq7t6+BDMYpOBoiwJWHaFpsPygUp3b4MoZad1mAg04KMRfjitm0pSf5SxNV9z8Z5eehpc7flJ+Eo6smkBdCpu/PUBerjqATxPb1JkDYD2fwiU6TBGy/R6S9f9Jm4CpFhw9UoHrAk6TiPApwc/qsnKtVywN2FzLY2HAHq57F03DR52bmSOX1EyCh91GCf0hmBma/pVCLkpqG3yu+/YWcQ/xOaaRcPm0ngnBWUaSxTPJIilibP3sL96xpwGba3RsDPi9zu0wbdGfzZFLcCYBfp1tklDPiHxUM/0XQ98VgCd0+LAWi+jcfA+ZE/qdjWpKKWT0WlXwFlil8ARvaCcO6jdbnl9+Kg24UpDVj4+NAXsI/rH0JLzQcUL1NDizbAJFxbdmN8tzZU8IYGCbZiYAGujDIgEBiJp6AAAgAElEQVTItjKkAH8cKe7RVoorQ1Te0akArHhIsAy5Ngx5rB4YK668u6IYGrC59sTKgD1sUxfdjfc7tzJHMLmZ/u42yY5hlj9DB6+uqPP+AuFm/T40ogG6wa6SC+bFTx/09Rbi/bV0wGqrlJ6M5i9/H6wVuLOfKwf1NIwGHPBiXS587Az4g84tMWXRveYIJjiTKM7ONgf7ukJfeNvUuRjAL/oax5/3TUAhv2uV7Il9j7RzxJL1deP6ztIRhuvYqdAKVZc0uPLL3pTQgM31KXYG7KF7seNYPL+01zVmjnDMMxWB781ukifCKnOmDhpSRIMVe1WHxcDHvFqEDNpDsu/5GNNoqHxGd4IiUu81mwKkgpP6Zft+jZAGbKojQCwN2MM3fdGdeLeT+/YHvpQE/3AbZZvA8/SSoE2dqwAcE6aG+OTWC1ok9+so17PU0YNTwG1RrsFn7cWi4KCVslLWU6o0YJ/p9xLOOgP2q/Shn+gWxTp4+wbzEzABAS7KNsmpAafpMXybDt0EKL4WVv6Y5f1U0TCoVd5sj3JdeUe9W2D+HF4bZRDAHCjGNuTkyXLLSKQBr4e/YVv1niEw+omtAXsUnYV6Eoq41CjRhCbTInbPDRRvo/xQPm2avhEQbgzuD/0zWsQ9159Q4UXpSOsVIvh5eArCzayKZ4vA2P45qejBukQa8NcQyu7isTbgkgm3q7ddXUu4vwqJyP6K24hhENEwqp2uzjcF+GcYuWOY84P+cAftLChEvbZ8Ru+CYr+o11GF/nvqBQdJVpZUOpcGXCmx6sfH3oCHtusmRcDbYKChekycWQ4BEfwu2yihPUU7QzN/Vuj+5WjlmL4IyEktkg193+++VPb1c4XWFZzS60k79DU2Lj9X4Kp+rhxXbT004GrJVT4v9gZcugqer8dCcGXleDijUgIKjMk1ibcpgvHPdE3vICj/uy7jAiOUUAG3VdxMhCT3KFU30CH5QukIw1jU01tPUoJf12Vr26WOBmxu1SfCgEsm3K53A4jcqS/mloJvmd7qbMSwOSKLfYtYQaA2de4HsEcFUzi0RwLy0xbJ/j4OgDoyur1o6Uo4tpu2iOCw+qzcXGu/aMC1Eix/fmIMeOgn6hRTeBmCxvLxcGQ1BBT4fa5JflrN3FrnzNT0bkXIA7XG4fwSgVdbxI3NCScFR/dRYHLceivAh6o4qCHnz0OQNGBzKyQxBrzsKvhI8PgyI6tLi9g/N1D+YiTZCkna1HkEwM5h5I5bToEeOlJyt8alro60Hi+CiXGpB8BLRcVBK+XkFb9qogH7RbLvOIky4JIJL9A7vPfi+kbDETUSeEeLGJYbKJ/UGKfi6dM1s5dA76l4Iid0R+D5FnG3jROafFovgCC099Z9ZDmjXjBWsjLPx5jJPA+YryH5uYR6jjV0oa5dLJaeil7LTMbkZlHg5lxTOO/mzlDnaQW2Sy59/yoX4AcjxY3VrdtCRm9WxaH+UTIbSYDr6105KoisvAIOgmr3MRN3BVy6Cp6vB0O4VZ2JZaYp/DA3QIxvCzhNnYNSwO0maox7DoU+3iq54XGrM+/oQwB2iWBd5zS4cmZQumnAQZH9atxEGnDJhNv1BgCHm0Od2Ewfog6bu6t+9dzRoIm0aeYlQIcFnScJ8RVobRW3LU61LthQ1+qfLz0ZvWlU6lLBz/pl5dog9dKAg6T75diJNeD1VZsLC/GyKIaYw53MTKr4c65ZDjRd/Qx1jlLgj6bzxjTfjBZxY7ejXMdQ3SJVLB1h2Gx53z4Vxdj6XPDv2NOAza2ExBpw6Sp4ge4LxV/N4U50ph+7TXKdaQJt6rwJYAPTeeOYTyE7tUrW+Ib1QbNc4mhrHTAt6DzVxlfFGwDG9svJP6qNUck8GnAltGobm2gD9tCl5+s1IgjlndXaWhe52QtRxObuQJllUnmbpk8A5Hcmc8Y1lwCTR4r7gzjW1+HoUWLn3ZK/dQAHreqa+wqHBmxuhSfegDdUXamwAC8rsJE57MnMpMB9uSbZy3T1beq8C2Ad03njma/4rRaZ/Vwca8un9UwIzrKlNgXu6OfKwab10IDNEU+8AZduRc/XPSDwtjDkJyACKpgtwDi3UQJ5nSV9o06QFMZ3J3/kN67GXlvxaFifWntri7iRfX2nLwYdGf29KI7ua1zQPy8Cl6zkinemsfEPDdgcchrwMtbp+Xq5CEI7ycdcy81nUsVN9U048W2R+UFl782A+9Uvxm/32xb9GxYGlT5RcRW6WavkXo1r0XlHvcNERoVVX0owri4rV4SVnwZsjjwNeDnWmQX6kir42op/6+8DKMa5zRL4+7i9GbBXzpgtL0Xr5pP8qyzRkfT3LZKL7XMTupYOKKxSej1pK8NtLi570vkuw3m/lI4GbI4+DXg51umFuosU4b2cz0+tBAR3ev+SnzVA/ldrqHLm92XAA/p/XLoKTklnOeE4pk8CMrRFstk+h0V0wJKhukldsWTCa5soQRSzFaUDFZ40ka+3HDRgcx2gAa/AOt2uFwhisU+suVW0fCbFAgjGuU1yvUkBfRmwp+UH25yLXb9u/E0okxhM5rq8RdyTTCY0nSvvqHegh3ewR9CfZ+qBseKafUOgp6JowEG3+4v4NOBuWGfa9VkFYrUBvaEldU+qE+NmrSauoXyfpynHgFdf9R2cv+8OpqXFNV9nCvWDRshb78e1QK+ugqMHKwLdtvae+gaMlTdlqS0cacDmOkED7oZ1ul13ECD0W0HmlkHNmfLLvuu9quZIVQYox4C90Adt/xt8b+PAv5KusopoTRPgvJHinh4t1ZWrzaf1VxBcVPnM3mcIcGW9K8f7HbfWeLYZcK31fDZfFznqVyy/4tCAeyCZXqDjRTHBL9AxjtOWAsbNapLXw6yxXANep/lNTNhz1zClxia3AgtWxqJBO8sHsX+8PJ/RK6D4uW/NE/y6ISsX+BbPx0A0YB9h9hGKBtwLIKddnwCwo7l2RCxTCie7A+QyG1SXa8Ce1sN2PAnbr3+3DbIjr0GB37SKe37kCymjgEJG71LFfmUM7XWIKg7rl5Oba40T1HwacFBkvxqXBtwL6/SnurV04nlz7YhMpkeXfdf7oi2KKzFgZ42Xcdoeo22RHnUd7z0Dd70JgmLUC+lLv0LrC07pyejv9DW2h59/CMXYhpxY/aZFbA3407R1dzRpwH38JqXb9RQBLqzyFy6O037jNol1VzyVGLDXlKOH/wxbObE6XS+0tSaQE0dKNhH7bev6mu7sLJ2elKkQ+ItFxUEr5cT6DUziasAV9svIcBpwGZid+fogBEn/4vApUYzLNsszZSAzPqRSA95o7Wdx8oj9jeuMacK3W8RNzIlTHRndXhSPA2gos59tCwUHrZaVeWWOD3UYDdgcfhpwGayHfKzfSNXjJQDJ5KU4x22WM8tAFdqQSg3YE3rcLofhG+v9LTTNcUos0KNHSi4xZy8vdXTfFPo+ylSB6/u5clSUek0DNtetZBpKFXwzC/XnWkRo+7NWIbn2KYJ/lp5wbhTvX/tWf6ox4M0GPYbjd/2R1XVFRZwC/24VN1HbuHak9XgRTOyxR4KzG7LS7QEhNveVBmyuOzTgClg77eFu0l6BVD+GXuw2ya/8CGQiRjUG7Ok6acQB2HhtK++qm8Dmaw4FDmkVN1EvWS9N64UpwSkrgkwJflqXld/7CthQMBqwIdCJvaVaJd/B83XDOsHLAPpXGSIK015NpUp7OD8QBbGfaazWgL+ZnoGf7BTbcwUMt1CfbZHcdoaThp6uw9FbBPjhMiELRXFQfU68E5X4SRiB9Hyt6ElrXgFXuEAyC/Qnqri2wmnRGK6Y5M7EOOwfvRMLqjVgrzGn7TEGzhreV/z8+EBgnxZx7/EhTqRC5B31Xi0aktLH/5ZC7t1IiY+xWMn9sCJDrBWF064V7bZFA66CuNOuf/H29q9iqq1T3i4C42Y3yRRbBfalqxYD3m79e3D4juP6SsGfl0fgby3ieocYJOqjG+paKKAOegfN16LOi3uwUY+jARto/nof6eD6erwMwUAD6QJNIYI/dAzAuLkiiwJNFHDwWgzYkzZ+zG5Yd+AbAatMSngZ2SLZmUmpdvk61bm9oiugJDIyWTMN2CRtg7ky7XqYAjcaTOl3qrlaxLjcQAn18G+/iqrVgL+78R04ePtf+yUn6XGmtYg7KokQaMB2dZ0GbFc/fFXjtOutAA7xNaiBYALcUlCMm9MsHxtIZyRFrQbsiTxvnx2xxoA5RvTGPYmg+L2RMtvbSz1RHxqwXe2mAdvVD1/VDGrXNRtQeip6HV8DBxfsY1WMyzXLLcGlCCeyHwa8y9evx37bnBNOAbHLKn9pkWzithqjAdu1kGnAdvXDdzWZ+XqgCu70PbDPAUVwV2cK42avKnN9Dm1FOD8MOCVFXLTftmjs/5EVNUVdhABbjxT3n1GvoxL9NOBKaAU/lgYcPOPQMzjt6m3BZ+d2c4pFpavegfKH0EEFKMAPA/bktQy7Ent+85IAlSYptN7cIrnDElUxH8Kyqt00YKvaEYyYtVQHrLKgdCu60hNSghG0LKoAU4pdD1q9HWgiC4L7ZcD9Gz4tXQWvVB/ph8It6EiXhBRk0xGSfc0aQQEL4RVwwIArDE8DrhBYVIdn2nUvBezYgEDQqcC4XKNMiirPSnX7ZcBe3j2/eTFahl1VqQSO74aAANeMFPeYpMChAdvVaRqwXf0IVI2zQCdBcVygSfoIrooHkCqZr/XnjvrJyU8Dbur/YekqWISvdPrRo3rUObvJ2zk/YtkegwZsV4dowHb1I1A1O6nWz+q6Ff21QBP1HPxXbpNcHFLuUNP6acBeIfttezZ22fSGUGuKS3IFLm0V9xdxqae3OmjAdnWZBmxXPwJXk5mvI1XQFnii5RIo8LgUMc4dKIl64nR5xn4b8JoDZuPcfb5rso1xzpUvID9otMz9MM5FerXRgO3qMA3Yrn4YUePM00uQwslGkgnOdBsl8S+v+m3AXu8O/vZp+O5G1r9hZmSZ1ZpEgXNaxT2z1ji2z6cB29UhGrBd/TCmxlmg/4JiywATeofYjnOb5KkAc0QmdBAGPGjgf3HmmN0jw8BmoQLMyyO/3miZG+vHy2nAdq1CGrBd/TCmJrNAd1LFowElPN9tkt8EFDuSYYMwYA/EETueiG+tf28kmdgmWiCnjpTsRbbp8lMPDdhPmrXHogHXzjCyEZz5ei4E/hml4MXSVW+jBGXskWUdlAFn1nwRp7buGVkulgmf2yLuepZp8lUODdhXnDUHowHXjDDaAZx29W4Rb19zFYrL3GYx871yzWLNBwjKgL1KfrrTT7BlOpGn6/neSIWe0Cq52L6fTgP2fcnUFJAGXBO+6E/OzNftVVDL97SvQzHObRajT1ZHjXyQBrzxOk/jpN0PjBoSW/W+2SLuRraKq1UXDbhWgv7OpwH7yzOS0ZwFejoUlT+pLLhqzQEY9w+RfCQLNyg6SAP2yjhh10Px9UGPG6wo1qmOahH3+jhWSAO2q6s0YLv6EZoaZ4E+CsVOZQpwlz3hbMfWlmWKDnNY0Ab8jfUexXG7HB5miXHK/VKLuFvEqaDPaqEB29VVGrBd/QhNTWahbqlF/KsMAdf3b8S410UWlDGWQ5YRCNqAvTTn7PW93FpNuTSh+0FADmqRbOxesqYB+7E2/ItBA/aPZeQjOe3qbcfX01aR/xPFuGyzxO4vJRONM2HAozb/3V9GbXn5fibqSUCOp1vE/Xbc6qQB29VRGrBd/QhdTXq+zhDBiC8JEdzeAIx7s1E+CF1gRAWYMGAt4qzfH5YZDWCriGKySrZA9hop2fusElWjGBpwjQB9nk4D9hlo1MM5H+qm6IeXANRDMV8E47JNcmPU6wpbvzkDdmYBclPY9cYk/8Mt4u4ak1pKZdCA++7mbAzre5BPI1wddpZPocoK89wIDC9r4LJBUslgjvWHgLNAj/MeyKrPY9xba8hsf6ImO4opA84dLhPa1PlPiCdexarRRejue0juwbgUpenbxwNFAVLLzrKs5M/eWO/jze3tz+X83ItTSe7lx3+WO5iu/J8cMj6YyNGLSgOOXs+ouBsCJg14umZ+JtCr2Qg/CMjUFsmO8SMSY0SDwN8d5UHbvAKOxmKlyvIImDRgT9F0dVwB+ER0ee3pdZRCd2yV3N99CMUQESBAA/6iSbwCjsCCpcS+CYRgwCcLcEnfyjiiLwIC/fNIyXGrsb5AxeTnNGAacEyWMsv4jIBpA/69bt2QxodzAazJLlRN4D1AJqaweOII+d+nVUfhxEgRoAHTgCO1YCm2bwKmDdhTNEOdMxQ4u291HLE8AQXeFujvWiQ3kWSSR4AGTANO3qqPecVhGPCDun5zAZ3eVfAqMcfrU3nyskAnjhT3Op8CMkwECdCAacARXLaU3BuBMAzY09Om6QsAOZXd6ZmAAM8A8Iz3DnIiARowDZi/BTEjEJYBz1BnXQW8q2B+vkrgUYVMbJXsvYRDAp8RoAHTgPnbEDMCYRmwh3G6OhMFOD5mSGspZ5qiOLFVZj9QSxDOjScBGjANOJ4rO8FVhWnA9+ngDfuh7o0E419WuvwFKE5skdyTZEECPRGgAdOA+dsRMwJhGrCHsk0d78GiI2OGtcxy9KauW81uOcdtlhmTw+JKgAZMA47r2k5sXeEb8NDNgeKLCWvA1UBqYovMej1hdbPcGgjQgGnANSwfTrWRQNgGvOwq2HvKd6yNfHzU1OE90ZxC/cQR8hYPEvERbFJC0YBpwElZ64mp0wYDnq6Z7QX6VByhKzDP27VqCfIT95F3PopjjazJDAEaMA3YzEpjFmMEbDDgrqvg9L2A7Gms8OATvaPQSQtRnLi/zFkcfDpmiDsBGjANOO5rPHH12WLA09X5vgAPR70BAnkDXbtWXRn1WqjfLgI0YBqwXSuSamomYIsBe4XM0MwDCt2t5qLCCfCiAt4TzTeEk55Z406ABkwDjvsaT1x9NhnwTE2PKkKmRqwJT3nf8bZI9k8R0025ESNAA6YBR2zJUm5fBGwyYE9rmzreAfPf6Uu3BT9/uGvzjNlTLNBCCQkgQAOmASdgmSerRNsMeLpmDhCoxVeTMkVQnDRScg8la6Ww2rAJ0IBpwGGvQeb3mYBtBuyVN12dfwmwpc+l1hrO+0fBxBZxY/m6VK1wOD94AjRgGnDwq4wZjBKw0YCnaebwFNSKh5kEuMHbtWqkzErabl1G1yGT9U2ABkwD7nuVcESkCNhowB7ANnW8bRo3DgumAlfWo27i7vI2D4sIqwnM+yUCNGAaMH8lYkbAVgOeoc6xngkaxr1YIZM6UZg4Wua8Yzg305FArwSeSOsEb0AK0CIgnw2u9P/HAfPnxcehGNaQXAK2GvCyq2Bvz+TBBrrzEaCTOoGJoyT3iYF8TEECJFADARpwDfA41R4ClhvwLwH8NjhaOjsFmTgYAyZuJq94hyXwQwIkEAECNOAINIkS+yZgswFP1w1XAvLvCrBa35VUNML7ftl7ovnqimZxMAmQgBUEaMBWtIEiaiVgswF33YZOjwek9N2XD59/Ldu16iYfYjEECZBASARowCGBZ1p/CdhuwPdrerU6yLsAVqqh8icF6m2ecVcNMTiVBEjAEgI0YEsaQRm1EbDdgLuugh3ve2Dv++AKP/JAEcVJe0ju/goncjgJkIDFBGjAFjeH0sonEAUDnq7rDRbUe09El/UR4F7vO96R4j5a1gQOIgESiBQBGnCk2kWxPRGIggEvuwr23gk+trdOKnBHHWTiCMk+w46TAAnElwANOL69TVRlUTHgabr+xil0ek8vd/e5rojOiXvInJcT1TwWSwIJJUADTmjj41Z2VAzY4z5dnRsEOHxZD1QgE4vonNQqs9+KW19YDwmQQM8EaMBcHbEgECUDnqaZLVPQJwGdKJBJI8X1no7mhwRIIGEEaMAJa3hcy42SAXs9uEvXb95f3p4f136wLhIggb4J0ID7ZsQRESAQNQOOAFJKJAESCJgADThgwAxvhgAN2AxnZiEBEvCPAA3YP5aMFCIBGnCI8JmaBEigKgI04KqwcZJtBGjAtnWEekiABPoiQAPuixB/HgkCNOBItIkiSYAEliNAA+ZyiAUBGnAs2sgiSCBRBGjAiWp3fIulAce3t6yMBOJKgAYc184mrC4acMIaznJJIAYEaMAxaCJLAGjAXAUkQAJRI0ADjlrHqLdbAjRgLgwSIIGoEaABR61j1EsD5hogARKIBQEacCzayCJ4Bcw1QAIkEDUCNOCodYx6eQXMNUACJBALAjTgWLSRRfAKmGuABEggagRowFHrGPXyCphrwBiBLdM6QQTjg0yoirNeyMmEIHMwtp0EaMAG+5LWp/hLFhBveWyT4XBX2ymg8KWwWsRZucP5F2WQjG2LTQO2rSPx0kMDNthPR59Rg+mSlerF9QDvvwA/NOAA4VoamgZsaWNiIosGbLCRNOAAYdOAA4Sb3NA04OT23kTlNGATlJfloAEHCJsGHCDc5IamASe39yYqpwGboEwDDp4yDTh4xgnMQANOYNMNlkwDNgibV8ABwqYBBwg3uaFpwMntvYnKacAmKPMKOHjKNODgGScwAw04gU03WDIN2CBsXgEbhF1GKle24/ovg1OSh9CAk9z94GvnX0DBM/48Aw3YIOwyUtGAy4CU8CE04IQvgIDLpwEHDHj58DRgg7DLSEUDLgNSwofQgBO+AAIunwYcMGAasEHAFaaiAVcILIHDacAJbLrBkmnABmHzCtgg7DJS0YDLgJTwITTghC+AgMunAQcMmFfABgFXmIoGXCGwBA6nASew6QZLpgEbhM0rYIOwy0hFAy4DUsKH0IATvgACLp8GHDBgXgEbBFxhKhpwhcASOJwGnMCmGyyZBmwQNq+ADcIuIxUNuAxICR9CA074Agi4fBpwwIB5BWwQcIWpKjXg9HlmDmfP/YZnDlfYysCG04ADQ8vAAGjABpcBr4ANwi4jFQ24DEgJH0IDTvgCCLh8GnDAgHkFbBBwhalowBUCS+BwGnACm26wZBqwQdi8AjYIu4xUNOAyICV8CA044Qsg4PJpwAED5hWwQcAVpqIBVwgsgcNpwAlsusGSacAGYfMK2CDsMlLRgMuAlPAhNOCEL4CAy6cBBwyYV8AGAVeYigZcIbAEDqcBJ7DpBkumARuEzStgg7DLSEUDLgNSwofQgBO+AAIunwYcMGBeARsEXGEqGnCFwBI4nAacwKYbLJkGbBB2Wp8ZDxQFSGlX2kr+7I31Pt7c3v5czs8rzb38+M9yGwQXUKqcfHtCJaG5EUcltOIxlgYcjz7aWgUN2NbOUJd1BGjA1rUkcEE04MARJzoBDTjR7WfxlRCgAVdCKx5jacDx6KOtVdCAbe0MdVlHgAZsXUsCF0QDDhxxohPQgBPdfhZfCQEacCW04jGWBhyPPtpaBQ3Y1s5Ql3UEaMDWtSRwQTTgwBEnOgENONHtZ/GVEKABV0IrHmNpwPHoo61V0IBt7Qx1WUeABmxdSwIXRAMOHHGiE9CAE91+Fl8JARpwJbTiMZYGHI8+2loFDdjWzlCXdQRowNa1JHBBNODAESc6AQ040e1n8ZUQoAFXQiseY2nA8eijrVXQgG3tDHVZR4AGbF1LAhdEAw4ccaIT0IAT3X4WXwkBGnAltOIxlgYcjz7aWgUN2NbOUJd1BGjA1rUkcEE04MARJzoBDTjR7WfxlRCgAVdCKx5jacDx6KOtVdCAbe0MdVlHgAZsXUsCF0QDDhxxohPQgBPdfhZfCQEacCW0eh+r09Nfl9bcq/5FDCYSDTgYrozaRYAGzJVAAmUSoAGXCaqMYTolfS9EMhBMRkon22rGNOAymskhVROgAVeNjhOTRoAG7E/H9f70alD5+MvR9FkAk1HnmfHst/zJVHsUGnDtDBmhZwI0YK4OEiiTAA24TFB9DNOpzlEA/tjLX0tPdJlxfrK0vjPHn6zVRaEBV8eNs8ojQAMujxNHkQBowP4sAp3itEEwssxoDwEyGXX1k6X1zQ/KnOPbMBqwbygZqBsCNGAuCxIokwANuExQvQzTaZl1UNR3q4w0bTkzbq8yRkXTaMAV4eLgCgnQgCsExuHJJUADrr33OtU5FsCVNUdS3F16gKuuwbsyXlpzvB4C0ICDIsu4HgEaMNcBCZRJgAZcJqjeroCnOo8A2Ln2SJ9H6IBisvedsYxxvf/19UMD9hUng61AgAbMJUECZRKgAZcJqodhOm2og2IxW1uUXmcvgOhkFD0zzt3vRx4asB8UGaMnAjRgrg0SKJMADbhMUD0Z8FTnJACX1hal7NkflsxYMFn2yD1Y9qwVBtKAqyXHeeUQoAGXQ4ljSADgU9A1rgKd6vwdwHdqDFPN9HdKD2+lZLLsMevxSgLQgCuhxbGVEqABV0qM4xNLgFfA1bdep62/MYqdr1cfwbeZb5feMS6ZcfaZvqLSgPsixJ/XQoAGXAs9zk0UARpw9e3WqZnTAD2/+giBzPzPcmb8QncZaMCBcGfQZQRowFwKJFAmARpwmaC6Gab3O89BsU31EQKf6Rlw13fGo1zPmEsfGnDg3BOdgAac6Paz+EoI0IArofXFWJ02eBiKdS9VNzuUWd6t6cneQ1zfPMY9VATjg1ShirNeyMmEIHMwtp0EaMB29oWqLCRAA66uKTo1MwHQQE2sOmV9z5rzQca987EfOQ+/0IL3563T94QqRtCAq4AWkyk04Jg0kmUET4AGXB1jvT/zElSHVTfbnllPv/ZdPPzCSHhmPG/h6r4JowH7hjJygWjAkWsZBYdFgAZcOXm9b8g2SKWeq3ym3TMe//cueOSFlpIhf7pkQE1iacA14Yv0ZBpwpNtH8SYJ0IArp61T0xcAcmrlM6Mzw7si7vpvJPKFfhULpwFXjCw2E2jAsWklCwmaAA24csJ6v/M6FBtXPjN6MzoK/ZYZcQseeaHc0xYBGnD0eu2XYnPCJNoAAAhtSURBVBqwXyQZJ/YEaMCVtVjvS++AlDxZ2ax4jF64pLFkwt6V8RP//n6vRYVpwJo+nU9fh7jkaMAhwmfqaBGgAVfWL53iXAbBuMpmxW/0JwvX+PzhrWde2/ErBYZqwM4ZGj/i0amIBhydXlFpyARowJU1QO93slA4lc2K9+j/zVsXD/+r6/vif731rVKxNOB497y36mjAye09K6+QAA24fGA6xfk+BA+XPyN5I2d/4JSepH5tzqbXXXj3Xj8Og4DyCjgM7J/npAGHip/Jo0SABlx+t3SKcxUEx5Q/I+EjFa9622ACqckyetaLpmjQgE2R7j4PDThc/sweIQI04PKbpVOddwEEs3VU+TKiOVL1UBmTu9WEeBqwCco956ABh8uf2SNEgAZcXrN0itMCwfTyRnPUCgQKQL5ZRs9dZIIMDdgEZRpwuJSZPRYEaMDltVGnONdBcGR5oznqSwRU75IxuQNMUaEBmyLNW9Dhkmb2yBOgAZfXQp3qfAxgtfJGc9QKBnyAjMndZYoKDdgUaRpwuKSZPfIEaMB9t1CnZvYC9J6+R3LEVwgIPsUit1n2R6cpOjRgU6RpwOGSZvbIE6AB991CneLcCsEhfY/kiK8QUNwqY9xDTZKhAZuk/dVcfAgrXP7MHiECNODem6WPoh4LnfkAVolQW+2RqrKXjMneZ1IQDdgkbRpwuLSZPdIEaMB9GPDUzAGA/inSTQ5LvOBjGeWuYTo9Ddg08S/n4xVwuPyZPUIEaMB9GvBdgO4XoZbaJPU6Ge0a3w2LBhzuEqABh8uf2SNEgAbcc7N05tqroqO/d/u5LkIttUdqUVpkz+wM04JowKaJ8wo4XOLMHlkCNOBeDHhq+lBAbo5sc0MUvmjJqgtX3e/VxjAk0IDDoP5FTl4Bh8uf2SNEgAbcqwHfB8iYCLXTGqlPv7bjc9/+5e1dRyMZ/tCADQNfIR0NOFz+zB4hAjTg7pulMwavjnzdRxFqpVVSz/vTeTeffvshh4UhigYcBnVeAYdLndkjSYAG3IMBT03/GJA/RLKpIYt+9+PBaD3jybNeyMmEMKTQgMOgTgMOlzqzR5IADbhHA54ByIhINjVk0bc9chQunXw6DTjkPoSVnregwyLPvJEjQAP+ast0hrMu8pgbuWZaIvjwyybjhbe2pgFb0g/TMmjApokzX2QJ0IC7MeCpznEAJkW2qSEKd99fH3uf/QhUQQMOsQ9hpqYBh0mfuSNFgAbcrQE/CmCnSDXSErE3PHAMrpzyKxqwJf0IQwYNOAzqzBlJAjTgL7dN78lkUK+zItlMC0Qf/Nup+E9uGA3Ygl6EJYEGHBZ55o0cARrwCgZ8v3MyFJdErpEWCH5j7tdwwPldG1/xFrQFDQlJAg04JPBMGz0CNOAVDHiq838Avh29Toav+Nrp4/CH6T8P34DTp48H4PmALvvf7uD09rPeYK44r9o4n+WodX74jV9BAQ3YupZQkK0EaMBfdEbvG7oJUsXXbO2V7br2P38m3py7SegGbDunuOujAce9w6zPNwI04OUMeIrzawjO8w1uggK9mtsch/x2yucVh3kLOkHYrSyVBmxlWyjKRgI04OUMeKrzDwBb2dgn2zVNmnIKbnzgZzRg2xtlQB8N2ABkpogHARpwVx/1vqGbI1V8MR5dNV/FXmc/itz7Q2nA5tFbl5EGbF1LKMhWAjTgZQY8JXMWRM+0tU8263rh7W1wxGV//ZJE3oK2uWPBaqMBB8uX0WNEgAa8zICnOi8D+EaMWmuslEvvPgO3P3IkDdgYcbsT0YDt7g/VWUSABgzolCHbQlLPWtSWSElpPeP/8N4ng2jAkepacGJpwMGxZeSYEaABewacvhAip8SstUbKefa/38FPJ97xlVy8BW0Ev5VJaMBWtoWibCRAAwZ0aua/gG5kY39s13Thn8/BXU/8kAZse6MM6qMBG4TNVNEmkHQD1inpHSHyRLS7GJ763U57Hh8tWJMGHF4LrMtMA7auJRRkKwEacPpyiJxoa39s1vX3V3bC8dfc1K1E3oK2uXPBaqMBB8uX0WNEIPEGPNVxAaRj1FJjpZx9+0W496kDaMDGiEcjEQ04Gn2iSgsIJNmAdWp6F0AesqAN0ZRQkNVk7+y8aIqn6qAI0ICDIsu4sSOQbAN2rgbwxf6JsetuoAXdK6PdvQPNwOCRJEADjmTbKDoMAgk34PcArB0G98jnFP2hjMrdFvk6WIDvBGjAviNlwLgSSKoB61SnFcC0uPY12Lq0gMXFJtl/zuJg8zB6FAnQgKPYNWoOhUCCDfh6AEeEAj3ySfXPMjp3YOTLYAGBEKABB4KVQeNIIMEG/AmAgXHsaeA1ie4vo3J/CTwPE0SSAA04km2j6DAIJNGAdarjPTx0dxi8Y5DzU4xym0RQjEEtLCEAAjTgAKAyZDwJJNSAvYeHDo5nR4OuSm6R0dkfBZ2F8aNLgAYc3d5RuWECSTNgfX7rBrz74XwAKxtGHY90UtxTRs2eEo9iWEUQBGjAQVBlzFgSSJwB3585EKp3xrKZwRf1sYx21wg+DTNEmQANOMrdo3ajBBJnwFMd7+GhHxiFHJ9kf5TR7tHxKYeVBEGABhwEVcaMJYEkGbDetdYArLyKd/s5FctmBl2UyEgZlZ0ZdBrGjzYBGnC0+0f1BgkkyoDvz/wIqt0f32OQeURTvSuj3UER1U7ZBgnQgA3CZqpoE0iUAU/NTAF0dLQ7Fpr6K2W0e3xo2Zk4MgRowJFpFYWGTSApBqx3r7cGGuo/DJt3dPPLzjI6+7fo6qdyUwRowKZIM0/kCSTGgKekj4bI7yPfsDAKUGRljDs0jNTMGT0CNODo9YyKQyKQGAOemp4JyO4hYY52WsWlMsb9RbSLoHpTBP4/1laf0j7ZdB4AAAAASUVORK5CYII=</pentrails><costumes><list id="2"><item><costume name="Untitled" center-x="240" center-y="180" 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Motion</comment><comment x="383" y="14.666666666666629" w="154" collapsed="false">EXPERIMENT!  Change the inputs (arguments) to the repeat, move, and turn blocks.  Observe the impact each change has on the drawings on the stage.</comment><comment x="183.6396484375" y="161.3333333333334" w="90" collapsed="false">To make copies of this script, right click (CTRL+CLICK on Mac) on the top-most block and select duplicate.</comment><script x="61" y="308.66666666666663"><block s="down"></block><block s="doRepeat"><l>8</l><script><block s="forward"><l>100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>8</l></block></block></script></block><block s="up"></block></script></scripts></sprite><sprite name="2: Polygon" idx="2" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,211,0,1" pen="tip" id="46"><costumes><list struct="atomic" id="47"></list></costumes><sounds><list struct="atomic" id="48"></list></sounds><blocks></blocks><variables></variables><scripts><script x="18" y="20.00000000000003"><block s="receiveKey"><l><option>up arrow</option></l></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block></script><comment x="228" y="31.666666666666657" w="119" collapsed="false">Slides 7 - 18&#xD;Part 2: Angles &amp; Turning</comment><script x="18" y="158.00000000000003"><block s="down"><comment w="90" collapsed="false">TRIANGLE</comment></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block></script></block><block s="up"></block></script><script x="22" y="311.66666666666663"><block s="down"><comment w="90" collapsed="false">PENTAGON</comment></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="turn"><l>72</l></block></script></block><block s="up"></block></script><script x="314" y="315.66666666666663"><block s="down"><comment w="90" collapsed="false">HEXAGON</comment></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="turn"><l>60</l></block></script></block><block s="up"></block></script><script x="310" y="154.66666666666666"><block s="down"><comment w="90" collapsed="false">SQUARE</comment></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script></block><block s="up"></block></script><comment x="396" y="31.666666666666657" w="189" collapsed="false">FIRST: Make a triangle, square, pentagon, and hexagon&#xD;NEXT: Look for the pattern.  Write an algorithm that would work for any sized polygon with any number of sides, then code the custom procedure in Snap!</comment><script x="31" y="482.1666666666665"><custom-block s="polygon [sides] %s [size] %s"><l>4</l><l>50</l></custom-block></script></scripts></sprite><sprite name="3: Epic Challenge" idx="3" x="145" y="-147" heading="334.46000000000004" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="183.32,255,31.000000000000004,1" pen="tip" id="103"><costumes><list struct="atomic" id="104"></list></costumes><sounds><list struct="atomic" id="105"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="14.000000000000028"><block s="receiveKey"><l><option>space</option></l></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>100</l><l>0</l></block><block s="clear"></block></script><comment x="226" y="17.666666666666657" w="125" collapsed="false">--EPIC CHALLENGE--&#xD;Slides 19 - 20</comment><script x="455" y="51.50000000000014"><block s="receiveKey"><l><option>space</option></l></block><block s="doRepeat"><l>7</l><script><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>true</bool></l></block><block s="down"></block><block s="setPenHSVA"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="setSize"><l>25</l></block><block s="setHeading"><l>90</l></block><block s="forward"><l>100</l></block><block s="up"></block><block s="doGotoObject"><l><option>random position</option></l></block></script></block><block s="doRepeat"><l>7</l><script><block s="down"></block><block s="setPenHSVA"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="setSize"><l>25</l></block><block s="setHeading"><l>0</l></block><block s="forward"><l>100</l></block><block s="up"></block><block s="doGotoObject"><l><option>random position</option></l></block></script></block><block s="doRepeat"><l>4</l><script><block s="down"></block><block s="setPenHSVA"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="setSize"><l>75</l></block><block s="setHeading"><l><option>random</option></l></block><block s="forward"><l>150</l></block><block s="up"></block><block s="doGotoObject"><l><option>random position</option></l></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="polygon [sides] %&apos;sides&apos; [size] %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="sides"/><script><block s="forward"><block var="size"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block><block s="up"></block></script></block-definition></blocks><variables></variables></project><media name="21-22 U1L3.1 Student" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>