<snapdata remixID="13171969"><project name="U3L1- FRACTAL ART" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U3L1- FRACTAL ART"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="nested triangle, size: %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="size"/><l>9</l></list></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><custom-block s="nested triangle, size: %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>120</l></block></script></block></script><list></list></block></script></block-definition></blocks><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" id="31"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAIABJREFUeF7tnX+AHFWV78+t7glJdNVBYqarg+IuSwBhUfAFjUGS6epARN4qGHb3+UBcXINAunoCooi7jKsRRMh0dYIQlVXB9a38UhckJF09CRIRshLlh2BYdsWFrpqYLLOokDDTc++jJxkcw/yo37eq65v/dO4533M+53S+maa7LiP8AQEQAAEQAAEQiJwAi1wRgiAAAiAAAiAAAgQDxhKAAAiAAAiAgAQCMGAJ0CEJAiAAAiAAAjBg7AAIgAAIgAAISCAAA5YAHZIgAAIgAAIgAAPGDoAACIAACICABAIwYAnQIQkCIAACIAACMGDsAAiAAAiAAAhIIAADlgAdkiAAAiAAAiAAA8YOgAAIgAAIgIAEAjBgCdAhCQIgAAIgAAIwYOwACIAACIAACEggAAOWAB2SIAACIAACIAADxg6AAAiAAAiAgAQCMGAJ0CEJAiAAAiAAAjBg7AAIgAAIgAAISCAAA5YAHZIgAAIgAAIgAAPGDoAACIAACICABAIwYAnQIQkCIAACIAACMGDsAAiAAAiAAAhIIAADlgAdkiAAAiAAAiAAA8YOgAAIgAAIgIAEAjBgCdAhCQIgAAIgAAIwYOwACIAACIAACEggAAOWAB2SIAACIAACIAADxg6AAAiAAAiAgAQCMGAJ0CEJAiAAAiAAAjBg7AAIgAAIgAAISCAAA5YAHZIgAAIgAAIgAAPGDoAACIAACICABAIwYAnQIQkCIAACIAACMGDsAAiAAAiAAAhIIAADlgAdkiAAAiAAAiAAA8YOgAAIgAAIgIAEAjBgCdAhCQIgAAIgAAIwYOwACIAACIAACEggAAOWAB2SIAACIAACIAADxg6AAAiAAAiAgAQCMGAJ0CEJAiAAAiAAAjBg7AAIgAAIgAAISCAAA5YAHZIgAAIgAAIgAAPGDoAACIAACICABAIwYAnQIQkCIAACIAACMGDsAAiAAAiAAAhIIAADlgAdkiAAAiAAAiAAA8YOgAAIgAAIgIAEAjBgCdAhCQIgAAIgAAIwYOwACIAACIAACEggAAOWAB2SIAACIAACIAADxg6AAAiAAAiAgAQCMGAJ0CEJAiAAAiAAAjBg7AAIgAAIgAAISCAAA5YAHZIgAAIgAAIgAAPGDoAACIAACICABAIwYAnQIQkCIAACIAACMGDsAAiAAAiAAAhIIAADlgAdkiAAAiAAAiAAA8YOgAAIgAAIgIAEAjBgCdAhCQIgAAIgAAIwYOwACIAACIAACEggAAOWAB2SIAACIAACIAADxg6AAAiAAAiAgAQCMGAJ0CEJAiAAAiAAAjBg7AAIgAAIgAAISCAAA5YAHZIgAAIgAAIgAAPGDoAACIAACICABAIwYAnQIQkCIAACIAACMGDsAAiAAAiAAAhIIAADlgAdkiAAAiAAAiAAA8YOgAAIgAAIgIAEAjBgCdAhCQIgAAIgAAIwYOwACIAACIAACEggAAOWAB2SIAACIAACIAADxg6AAAiAAAiAgAQCMGAJ0CEJAiAAAiAAAjBg7AAIgAAIgAAISCAAA5YAHZIgAAIgAAIgAAPGDoAACIAACICABAIwYAnQIQkCIAACIAACMGDsAAiAAAiAAAhIIAADlgAdkiAAAiAAAiAAA8YOgAAIgAAIgIAEAjBgCdAhCQIgAAIgAAIwYOwACIAACIAACEggAAOWAB2SIAACIAACIAADxg6AAAiAAAiAgAQCMGAJ0CEJAiAAAiAAAjBg7EBqCKxVC5cKor1eGhZEM3WrfrWXWMSAAAiAwEQEYMDYi9QQqKravwshLCL6maumGTueEeVKlvnnruJwGARAAASmIAADxnqkhkBFLRQZsetmWoNvW0EPDTtpfD2d0LFH7XycSFxQtuo1JzE4AwIgAAJOCMCAnVDCmbYhUFG1HyhEW0uW+WUnTRlq4VIitlC3zA84OY8zIAACIOCUAAzYKSmcawsC1Td1/5nIKtuyw823Xbhry8BUTV03Z3FXsyP7C9bkC0q/6f+PtgCAJkAABGJDAAYcm1GgkKgIVNTCVYyoS7fq506laaiFbwqigbJV/3RUtUEHBEAgPQRgwOmZNTrdT+C6OYtf2+zI/pJxfkZpoH/bRGAq85aeSJzf3jHcPPLCXVt+D3ggAAIgEDQBGHDQRJEvEQQqXdo5TKFPlCxzISMS44sWRKyaKz6gEK1dade+nYiGUCQIgEDiCMCAEzcyFBwQAWao2v3ExA16o/6t8Tn78t3nMqF8rGyZJ9EB5hyQNtKAAAiAAMGAsQSpJbAmV3xnhokfZIeb88feZm69PT3ckX2SCeV03d70UGrhoHEQAIHQCcCAQ0cMgTgTqKrajYLYbt2qfapVZ0XVrmZEb9Qt87w4143aQAAEkk8ABpz8GaIDHwQqbyrMZVn2i6ySeVeTOCMufiKa4m3l39R3+kiLUBAAARCYlgAMeFpEONDuBIx8cRUJsYSIGDHWrzdqa9q9Z/QHAiAgnwAMWP4MUIFkAq3HTe5VOx9lRG8RJK5ggg1FVRJnNLOlpQj3l0QIJmYQia261X9/VPVCBwRAIDgCMODgWCJTgglUc4UPC8Zan4b+CglqRtIKoywRXbBfy53uWKzgy3W7/3uR1AsREACBQAnAgAPFiWRJJlDJF+8WXGzqsc1KFH1Uc1pZEBWFwphb3bFY3TZPi6JWaIAACARPAAYcPFNkTCiBirpkPiNlK+NDR5cG7tsVZhvVrpPmCGXG44L4opaOG93xsWVr844w60RuEACB8AjAgMNji8wJJFDJa33E2ayyXTs/zPKr+eINnIs9Zdvsaem40T0wNsw6kRsEQCA8AjDg8NgicwIJrO/UXr93Fu0Qilhafrb+SBgtXJtfclyWZ+6ZuZeOXDFoPt/ScKo7UWwYNSInCIBA+ARgwOEzhkLCCFRyhRUKo7NKVr0QRumGWriXBP2zbte/Oj6/E93JYsOoEzlBAATCJQADDpcvsieQQC/1Kp3qfduFYJ8v2+btQbZQyWlnMib+ftA66fhe6uXjc0+nO1VskDUiFwiAQDQEYMDRcIZKwggY+cIS4uxG9pqOo0pPbXgpiPKrhy87SLw49EshxEfKdv+PJso5ma6T2CBqRA4QAIHoCMCAo2MNpYQRqOS124iz7WW79sUgSq/kip9hRO/Q7dryqfJNpOs0Nog6kQMEQCAaAjDgaDhDJYEE+rpOPUxRmg8pQ+zYlbtrlp8W1h5aVPmIeJTz7Ak9A/c8PVWuA3XdxPqpEbEgAALREoABR8sbagkjUM0XVgvODtVt8xw/pRs57SZB4pmyXb/cSZ7xum5jneTHGRAAAfkEYMDyZ4AKYkxgvXr67L2050nG+Rmlgf5tXkqtzFt6InF++yyadcQK684XneQY0xUkriZil7qJdZIfZ0AABOQTgAHLnwEqiDkBI188m4S4QLfMhUQkXJbLjFzhASJlnW7XbnYTu1/3JkWws1fatW+7ifV7tqJqnyYuhl3nybQIsY6yZV7lOhYBIJAyAjDglA0c7Xoi4NdEPZm3IGJr89qalQ1zFXNv/J4aHQsyVO1hxugFLoSrm5YUYgsF0SzdMt/hqwAEg0AKCMCAUzBktOifgJ+3kf28fe2/cm8Z0tavN0qIAgF/BGDA/vghOkUE3H4YKqgPcMlCnLZ+ZXGGbnoJwIDTO3t07pKAm68DBfkVJpdlBnY8bf0GBg6JQMAhARiwQ1A4BgItAk4fiBH0Qzxk0U9bv7I4QzedBGDA6Zw7uvZIwMkjIcN4jKXHcn2Hpa1f38CQAARcEIABu4CFoyCw77dg7xcqJJFg2vpN4oxQczIJwICTOTdULZmAnysFJZfuST5t/XqChCAQcEkABuwSGI6DQIvAtfklx2V55p6Ze+nIFYPm863/b32n9vq9s2iHUMTS8rP1R9qJVNr6bafZoZf4EoABx3c2qCzmBKr54g2ciz1l2+wZfWs6r/URZ7PKdu38mJfuqby09esJEoJAwAUBGLALWDgKAuMJVLtOmiOUGY8L4ota/z8jZSvjQ0eXBu7b1Y6k0tZvO84QPcWLAAw4XvNANQkjUM1pZUFUFApjgotNPbZZSVgLrspNW7+u4OAwCLgkAAN2CQzH25OAoXYvJMFOZow13XTIBetgTFzRihGCfU5hHi4wcCMo+ewf+mUkBEXab0tbUUZBu74kQgiRJSbu1a1+V8+2lowb8m1OAAbc5gNGe84IrFWXfoATv40EM4hx5yYslNZf7PqoittYZ6XF65Ssfv3o/iH2zJcvifhBvICimjQTgAGnefro/Y8IVPLFu92+jZy2t2Rl9etHdyxWt83TsPIgECcCMOA4TQO1SCVQUZfMd/NBqrR9KElWv350x8eWrc07pC4YxEHgAAIwYKwECIwj4OarRGn7Wo6sfv3oHhiLZQeBOBGAAcdpGqhFOgGnD9NI24MpZPXrR3eiWOkLhgJAYBwBGDDWAQQOIFDJFVYojM4qWfXCZHDS9mhGWf360Z0sFgsPAnEhAAOOyyRQR2wI9FKv0qnet10I9vmybd5+YGFpu5xAVr9+dKeKjc2ioZDUE4ABp34FAGAiApNdKZi26/lk9etH10ksth4E4kAABhyHKaCGWBKo5LXbiLPtZbv2xbEC03ZBvax+/eg6jY3l0qGoVBGAAadq3GjWDYG+rlMPU5TmQ8oQO3bl7pq19tCiykfEo5xnT+gZuOfpqXIdGOtGNy5nZfXrR9dNbFw4o470EoABp3f26NwBgWq+sFpwdqhum+cYOe0mQeKZsl2/3EEojY91cj5uZ2T160fXbWzcmKOedBGAAadr3ujWJYH16umz99KeJwWJq4nYpbNo1hErrDtfdJJmLJZxfkZpoH+bk5i4nKnMW3oicX571P360fUyo7jwRh3pJAADTufc0bULAka+eDYJcZMi2Nkr7dq3XYTS/tgLdMtc2HpatJtYiWeZkSs8QKSs0+3azW7q8NmvX11PM3LT30RnjVzhMsGYp9kyIZhu16/0WwPik0kABpzMuaHqCAkIImbktcv1hrmauTdRz6YSYYt/JCXZRD39Y8XnjHyhNtTCzwWx3xPRfS4TncSIZuuWebzLOBxvEwIw4DYZJNqILwEvb6vK6iaIt8299BuErixmaetXFud21IUBt+NU0VPsCCTlw0FBfXDMbb9B6coafNr6lcW53XRhwO02UfQTSwJJ+HpMkF+dctNvkLqyhp+2fmVxbjddGHC7TRT9xJZA3B8QMdGDR/zAdNpv0Lp+avYTm7Z+/bBC7D4CMGBsAghERCDOj0ic7NGbftA46TcMXT81+4lNW79+WCEWBowdAIHICcTxkoDpLp/wA8nPhQp+dGXFpq1fWZzbRRe/AbfLJNFHYgjE7Zo8J9cv+oHr50pBP7qyYtPWryzO7aALA26HKaKHRBGI00Xx6zu11++dRTuEIpaWn60/EgbIifqNQjeMXpzkTFu/TpjgzMQEYMDYDBCQQKCaL97AudhTts0eCfKvSFbyWh9xNqts184Ps44D+41KN8yepsqdtn5lcU66Lgw46RNE/YkkUO06aY5QZjwuiC8qW5t3yGiioi6Zz0jZyvjQ0aWB+3aFWcP4fls6UemG2dOUBjxuvmnoVxbnpOvCgJM+QdSfWALVnFYWREXdNk+T0UQlX7xbcLGpxzYrUeiP9SsUxqLUjaK3iTTS1q8szknWhQEneXqoPdEEemlxtlPNPsY57+kZ6N8QZTNGV/F9pIg1g1bzmF7a0nSjvVYtvmeEiSXEBXcTxxjrIEaXk6D/9KLrRisOZ8fmS0R/SkSrhRDDUdXFFMq0tASnEdeaClOEYJt7rNqPXcciwBUBGLArXDgMAsES8GOEXivxa/x9auEDCrHbGLFrhBCOzZsxlhUkLiHBl+t2//e81p+kuMo87UzG6btuWfnp8RXOo2/1e5wR0Zm6Zf7ATx2InZ4ADHh6RjgBAqESkPVWsJ+3vr3ULPst91CHOEVyL6z81Ornre+0zsgPbz+xMGA/9BALAgEQkPVhKD8f/nJbcxw+dBbAqDylcMvKk8j+ID8fdkvzjPww9xMLA/ZDD7EgEBCBqL6WE+TXn9zUHKRuQMgjTeOGlZ/C/Hz9Ke0z8sPdaywM2Cs5xIFAgASieDBF0A8AcVpz0LoBYo8slVNWfgry8wAQzMgPee+xMGDv7BAJAoESkPVISD9NOKk5bo/e9NOvn1gnrPzk9/MITMzID3nvsTBg7+wQCQKBEpB1KYKfJqarOY6XT/jp10/sdKz85PZzCQRm5Ie8v1gYsD9+iAaBQAmEcT2fk2vy/DQxWc1h6/qpWVasrPliRrImPrUuDDiec0FVKSYQ9AX1Ti+K94N8opqj0PVTs6xYWfPFjGRNfHJdGHD8ZoKKUk6gr+vUwxSl+ZAyxI5dubtm+cGx9tCiykfEo5xnT+gZuOdpP7mmij2w5qh0w+onzLyy5osZhTlVb7lhwN64IQoEQiVQzRdWC84O1W3zHD9CRk67SZB4pmzXL/eTx0ns+Jqj1HVSW9zOyJovZhSvTYABx2seqAYERgmsV0+fvZf2PMk4P6M00L/NC5bKvKUnEue3z6JZR6yw7nzRSw43MWM1CxJXE7FLo9J1U2NczsqaL2YUlw3YVwcMOF7zQDUxJWDktMtJCMV1ea1H4nPBdbt/tdtYI188m4S4QLfMha3n6ruMZ0au8ACRsk63aze7jPV8fH/NNymCnb3Srn3bc6IUBMqar8wZyXgdxXmVYMBxng5qiw0BQ9V+RsR+S8TvdVeUcjKR+BPdMo93F7fvH8heTdTnX+4eSt0XIlo157XL9Ya5mrn/R4Nn3YQGSpmvzBlJeh3Fdj1gwLEdDQqLEwEvb+fKfpvRz9vXcWLfzrXI2itZTNPW73ScYcDTEcLPQWA/AbcfLIrDB20wvPgTkLVXssikrd+pOMOAZW0hdBNHwM1Xa+LyVZPEQU5hwbL2ShbqtPULA5a1adBtOwJOHy4RxsMWFOJvL9n1s6aCGrRu2w0wpg3J2itZONLW72Sc8RuwrA2EbiIJOHm8YtweN5hI0CkrWtZeycKctn5hwLI2DbptR8DPg+/9wJCl66dmxDonkLb5pq3fiTYBvwE7f33gJAi8QsDP1W9+MMrS9VMzYp0TSNt809bvgZsAA3b+2sBJEHiFgJ/Lz/1grOaXHCd45p6Ze+nIFYPm861cY5e9N9nIKRc3Nj/sJz9i5RKQtVeyuk5bvzBgWZsG3bYjUM0Xb+Bc7CnbZk+ruUpe6yPOZpXt2vlhNitLN8yekPsPBNI237T1O37X8RswXvkg4JFAteukOUKZ8bggvqiVgpGylfGho0sD9+3ymNJRmCxdR8XhkG8CaZtv2vqFAft+iSABCOwjUM1pZUFUFApjgotNPbZZiYLNqC4jTTCmRKkbRW/QkLdXstjLeh3J6ndMF78By54A9BNNoJcWZzvV7GNEdDgJuoozakbRkCIoS4w+PaoVoW4UvUGDKG3zTXK/WWK1lVbtx172FgbshRpiQGAcgco87UzG6btRGuHYX1is9Xc1Y1dxIYacDmUsVpC4ThAbdBqHc+4JKEQHE9EFbndDYWwGCdH6BxZ3G+u+SvkRsgzYj+4fXkfsjLJV+1cvFGHAXqghBgQOIFDJF++O8q3gV96yI/ZGhXi9ZNcvdzqUsVjdNk9zGoNz3gl42Y1qrrhaMNEtGBuMcq+8d+kvUtZb0H50g3gdwYD97Q2iQWCUQEVdMl/Gh7C4yP5Jhomtyohy1Mqdm3413TjGf+ClbG3eMd15/Nw/Abe7sXbu0rfyDH9iRLBFCmv+Lqq98t+ptwyyPoTlRzeo1xEM2NvOIAoEXkVA1teQjHzhZuLKTN2uLZ9uLAd+5WO68/h5MATc7IaRK9xKCtujN8xzRv9xF9HX24Lp1H0WWV9D8qMb1OsIBux+XxABAhMSGHsghlDE0vKz9UfCwDTRgwu+dGhRnTki/p1x9r7SQO3eyXQnig2jRuR8NQGnu7FmXvHkDBd3Kxn25yufqVmtTE5jk8hd1oM4/OgG+TqCASdxa1FzbAlUcoUVCqOzSla9EEaRUzy67zOM0Vm6VX/7ZLqTxYZRJ3K+moCT3ajmtUc4F/9StutfHJ/BSWwSmct6FKUf3SBfRzDgJG4tao4tgV7qVTrV+7YLwT5fts3bgyx0+ofXb/0VCfZ53a59/UDdqWKDrBG5Jicw3W5UctrfMUafHbQWvbWXevn4TNPFJpH79Pss63U0uW7QryMYcBI3FzXHmoCs6wj7ctoZCqOv7R3ac9indv/4d2OQnFz9FmugbVTcZLvxpUPe8yczZ8x6mpM4r8eqf3+ilsPYK1lonexkGP360XUS65YnDNgtMZwHAQcEKnntNuJse9mu/dFbiQ5CJzzi/ALzQp2R8qjeqJXHEjmN9Vob4twRmGg3KmrRIOLHlKf5TxdB75W7yoM77XQng+7Xj67TWDeUYMBuaOEsCDgk0Nd16mGK0nxIGWLHrty978M0Xv+sPbSo8hHxKOfZE3oG7nl6qjxr52nHcs5+Kqj5F62vGbmJ9Vof4twROHA3Rr+mxLKPjDTFO1ftNB+dKluQe+Wu6uBOu9nJIPv1o+sm1g0pGLAbWjgLAi4IVPOF1YKzQ3V739dJvP4xctpNgsQzZYcP26io2lcZkapb5vvdxnqtEXHuCIzfDUPV7iJBDd02VzjJEtReOdEK44zbnQyqXz+6bmOdcoMBOyWFcyDgksB69fTZe2nPk4zzM0oD/dtcho8er8xbeiJxfvssmnXECuvOF53kWDPvlIMzfKT1UI4+QfQxN7FO8uOMfwJju8GJvq4I6hnJZN666tmNzznJHMReOdEJ44yXfQ6iXz+6gsTVROzSMF5HMOAwtgw5QWA/ASNfPJuEuEC3zIWj1ya4+8OMXOEBImWdbtdudhNqqNrK1mVNimBnr7Rr33YTi7PRENi/GzcRUUm3zLVuVH3ulRupIM9632dZr6N9ujeF9TqCAQe5XsgFAq8mIOUvHUHE1qraT4XgX9Dt/u9hMPEjYOSKH2RMfHalZb6TRfiPM1kkfP6jQdrryMgVLtPt+pUeZjQtahjwtIhwAAT8EfDz9peft6/XdC15W0bJ3DI0oiz45M5NL/jrAtFBEvjy3KWvmZHh20b4yFmrBjb/wktuL3vlRSeIGNlvI/t5HQXR/2Q5YMBh0kVuENhPwO2HOIL74EnhWkH03wc+WQmDkUugkit8hhG9UbfrF/upxO1e+dHyExvcPrv7QGJQun56nyoWBhwWWeQFgXEE3HyNIcivXlyjLj6kgzJblYzSPfZsYQxGLoF9u8D7h2lk0SXWlt1+qnGzV350/MQGuc9u+g1S10//MOCw6CEvCLgg4PSL/IE/fEDVLmJEx+uW+bcuysXRkAgYqvZPgmh72TLXBSHhdK+C0PKSI/B9zhVb7x68Y7rbv4LW9dL7dDH4DXg6Qvg5CAREwMmj7MJ4/N56OqFjj9q5jUaU88s7Nz0YUDtI44FAZe7SEynDb5hlDS5YQQ8Ne0jxqhAnexWEjpccYeyzk37D0PXS/3QxMODpCOHnIBAgAVkPoDe6CkuEwlaX930dCn8kEaio2v2Mi8v1gfrmIEsI+pKAIGoL8wIJWa+jILiMzwEDDpoo8oHANAT8XIXmB24lp93OiH3f7XeK/Wgi9g8EjFzxbEHiA2XbPDMMLkFekxdEfWFfoSjrdRQEm7EcMOAgaSIXCDgg4OcycAfpJz3SN7fwp0qG3T1zD524YtB83k8uxLojsL5Te/3eWfQgHxHv69lZ/0930c5OB3lRvDPFyU/t73eHUMTS8rP1R/zmmyhe1usoyF5gwEHSRC4QcEigmi/ewLnYU7bNnlZIJa/1EWezynbtfIcpPB0zctoXBJEo2+bfe0qAIE8EKjnt84yI6bb5WU8JHAYduFcOwwI/FtU+y3odBQUMBhwUSeQBARcEql0nzRHKjMcF8UWtMEbKVsaHji4N3LfLRRrXR/sOW/wGZSjzgDKSWbZy56bW86LxJ2QCa+cufSvPjGzgM0be1fP0lv8JU278XrVuwwpTa7Lco7c7RbTPsl5HQXGFAQdFEnlAwCWBak4rC6KiUBgTXGzqsc2KyxSejhv5wkeI0/t1u77cUwIEuSJg5Aq3kkJ36Y36t1wFejw8tle6bZ7mMYWvsEq+eHeU+yzrdeQL0v5gGHAQFJEj1QQquaXvZcSXuoXAGMsKEpcQ0VODVvOYXtrSdJvD43lmjH4al326NFC712MOhDkgUO0qniwUcZXHyzgcKLz6SC8tznaq2cc45z09A/0bPCXxGGR0Fd9HiljjZZ8T+DrySOkPYTBg3wiRIO0EDFX7SyK6lYhWCyEcf7eTMdZBRJeT4H8V9YUJ1bz2LiHoK4NWc0GExp+qVdlvhNsYowtKDfOBKJv3Y4Re6/Rr/El8HXllNRYHA/ZLEPEgMPohKvdvu8l+q9BQi98UxLeVrfpXMMTgCVTUwgWMlAW6VTs3+OzTZ/Syk9NnnfxEEPvspeYgdP307ScWBuyHHmJBYD8Btx88icOHZdbM685nOKtnGL3nokb9vzHM4AisyxfeOCLoxyOKKKx6tr8RXGbnmdzupPPMrz4Z1D67rTkoXT+9+4mFAfuhh1gQGEfAzVcv4vJ1ESOnXU6M3qBb5icxzOAIGKr2ZRL0P7ptrg4uq/tMbnbSffY/RAS5z25qDlLXT/9eY2HAXskhDgQOIOD04QNxemDCdXMWv7bZkX0wK+hDF9rmExiqfwLX5bSjmoxuyw43T7xw15bf+8/oPYPTnfSuQBT0PjutOWhdPwy8xsKAvZJDHAhMQMDJ4/fi9sjAak47gzP6eNkyT8VQ/ROoqNo9iqCvlmzzDv/Z/GdwspN+VMLYZyc1h6Hrh4OXWBiwF2qIAYFJCEz3APo4PjS/1YqR0/q54F+O+msr7bZIfV3dyxSmfFK3ze649DbdTvqsk93eAAAgAElEQVSpM6x9nq7msHT9sPASCwP2Qg0xIDAFgcmuQnNyjZossH354tsVLm563UHNBR99esteWXUkWfcbhy2e+duXstu4ws7padR+HqdewrieL+x9TuLryO3MYcBuieE8CDggMNFl4HG/ON1QC+sEsV+XLfPLDlrEkQMIVFTtk4zEW3SrflEc4QR9QX0U+5zE15Gb2cOA3dDCWRBwSKCv69TDFKX5kDLEjl25u2atPbSo8hHxKOfZE3oG7nnaYZpIj1XeVJjLsuzel4abiy/dtWUgUvGEi109Z3HXQR3ZLaIpTi7/pr4zju0cuJN+aoxqn5P4OnLDFQbshhbOgoALAtV8YbXg7FDdNs8xctpNgsQzZbt+uYsUkR+t5AsXM84O123zE5GLJ1jQyGnXC0U8VW7Ur41zG+N30k+dUe5zEl9HTtnCgJ2SwjkQcElgvXr67L2050lB4moiduksmnXECuvOF12mifT4vv+uN7yNC/7RHrt/e6TiCRXry3UfrzDlG2x2x4LSUxteinMbYzvJOD+jNNC/zUutlXlLTyTOb49qn5P4OnLKFQbslBTOgYAHAka+eDYJcZMi2Nkr7dq3PaSIPKSqFpcKwS/X7frJkYsnUNDIFe5lTFldsmqb3JZvqMV/FCRazwR3/YcRG9at2j+4Ddy/kxd4vCCCGbnCA0TKOt2u3exW2+v5JL6OnPQKA3ZCCWdAwCMBQdT6C+sy3a5fyYiExzSRhxk57Yek0Lf0hnlL5OIJEjTy2lnE6SNer/57+QKCnxGxXYJEv5u2GbFuRuKNJcs8wU3c/rOeTdSneXsodV9IUl9H0zUMA56OEH4OAikksO+ZvJnv7R3ac+Kndv/4dylEMG3LXzrkPX8yc8asBwWNfLBsbd4xbcAEB7y8nSvrbeQgdL0waucYGHA7Txe9gYAPAoZa+JIgeqFs1f/RR5q2Da2ohX9gRK/Rrfqn/DTp9gNNsj5IFZSuH1btFgsDbreJoh8QCIjAmnmnHJzhzfsZG9FKjS3PBpS2LdJU84vnCZExR5TswlXPbnzOT1NuvtIj66tEQer6YdVusTDgdpso+gGBAAm0nsnLFGWR3qidHWDaxKcy8sWbBedby3Z9fRDNOH2oRRgP01CIv71k18+aqo+gdYNg1g45YMDtMEX0AAIhEbiFlmds9bkHiURJt/rvD0kmUWkNtXshEavmrINPPItuHQmieCePdZT1OMkwdINg1g45YMDtMEX0AAIhEqjmCicJUq4ZtGvv7iXiIUrFPnUvkdKZK/6EEb+kZNfvC7LgqS4YmO5yAj91yNL1U3O7xMKA22WS6AMEQiRQUbV/IRK1slW/MUSZ2KeuqIXziFixbJl/HUaxk12x5+R6Pj/1yNL1U3M7xMKA22GK6AEEQiZQUbU3M6JNHdm9777gv7YOhiwXy/RfefOizuHmzJ8IoqVly/yvMIqc6JJ5pxfU+6mnml9ynOCZe2bupSNXDJrPt3KN6TbZyCkXNzY/7Cc/YicmAAPGZoAACDgiYKhaLzE2Q2/UPuMooM0OGfniF0mIId0ye8NsrZov3sC52FO2zZ6WTiWv9RFns8p27fx21A2zp7jnhgHHfUKoDwRiQqB68LLXiZlD27JK9v0XPrvxqZiUFUkZ18075fAmb97F9s5YUHpuw2/DFK12nTRHKDMeF8QXtXQYKVsZHzq6NHDfrnbUDbOnuOeGAcd9QqgPBGJEwFC1/0NEZ+mW+YEYlRV6KYaqfZ+IbtEt8zuhixFRNaeVBVFRKIwJLjb12GYlMl1GmmBMiVI3it7iqAEDjuNUUBMIxJiAoWr3EWO9eqNWj3GZgZVm5IsFEqJXt8yTAks6TaJeWpztVLOPEdHhJJhBjDcj0RZKlpjQR7U86ArBOpgi7tQb9c2R1JtwERhwwgeI8kEgagKVrsL/Ygp9bdCyF/TS40NR60ep10tHz+hUc9sEp78rD9T/LUrtyjztTMbpO0KwzylMDEehzVsGysQVrTe+hSBXumOxgkaWl63N/xpFvUnXgAEnfYKoHwQkEDDUwtdIKI/pds2QIB+ZpJEr6sT4MbpV/7vIRMcJVfLFu6N8K9jPW99jsV5vhpLBV7YmDFj2BKAPAgkk0HfIKTllRnMz4zNOKg1sCPXDQbLwVLuWzRHK0H18KLukZ/dGW0Yd+26liv+HsMZ/cMzrzVAy+MrWhAHLngD0QSChBCqq9mkSNHfs6zIJbWPSsis5rY8Y7Sxb5lUye0vC15AO/OqUTF5J0oYBJ2laqBUEYkSgdT/sHnpxW2aE/c3KneajMSrNdylr52rHjmTE/5tFsxessO580XdCHwmieBCHnweATBTro91UhcKAUzVuNAsCwRKoqt2nC1J03TK1YDPLzWaomsmIGyWr/065lexTj/OjKCd7jGUcuMW9Bhhw3CeE+kAg5gQMVasJYmvLVq0tPvlaUYv/m5FYqVtmMS7o43oZw1QXOcSFXZzrgAHHeTqoDQQSQMCYu/QYoYz8yywm/+1av7hG31YXL25jPPPX+s5Nre/hxuZPGNcC+rkG0UlsbODFtBAYcEwHg7JAIEkEjJy2hpPY1WPXr0xS3QfW2pcrXKYQm6Pb5qo49lHJa7cRZ9vLdu2LQdRXyRU/w4jeodu15VPlm0jXaWwQdbZrDhhwu04WfYFAhAT2fQ3loPv2DrHuT+2uWRFKByb1pUOK6swZop/xl04K+7nLXovu6zr1MEVpPqQMsWNX+uS89tCiykfEo5xnT+gZuOfpqWo6UNdNrNde0xAHA07DlNEjCERAoKoWSoKUv9Ct2scikAtcwlCLX2fEHylZ9WrgyQNMWM0XVgvODtVt8xw/aY2cdpMg8UzZrl/uJM94XbexTvKn8QwMOI1TR88gEAKBfY9tVB8UXHw86sc2+m1n3+M12VcHLevEuD9es/XfqffSnicZ52eUBvq3eem9Mm/picT57bNo1hFOv2Y1pitIXE3ELnUT66XGNMTAgNMwZfQolYCRK1wrGAkvRShEVLLql3iJlRGzNr+0Wwj+jyXLHL1KLyl/qqq2lTHlH1Y2NvUnoWYjXzybhLhAt8yFrWsTXNbMjFzhASJlnW7XbnYTu1/3JkWws1fatW+7icXZVxOAAWMrQCBkAoaqbWeCDXDBXd0epGSUAgk+t2TVTwi5xEDTV1Tte4oQt5Xs+j8HmjikZNVc4cOcsQ+VLfODIUmEkdaviXoyb0HU0r1Mt+tXMvfGHwaHROeEASd6fCg+CQT8vN3n521GWWyqb+r+M5FVfsj2doR+eb3fHqsHL3udmDm8jTX5aaXf9P+H33xRxqdtr6JkG5UWDDgq0tBJNQG3H1oJ6oM2sqBXc4XVnFGzbNWvkFWDE92KWvicIihbcvhBJCc5ozyTtr2Kkm0UWjDgKChDI/UE3HxtI8ivmsgCf+WbF3XObh70k4wQp1xk9/9aVh1T6a7Ldb9lhLGNL2Zfevdl/7V1MI41TldT2vZqOh5J+zkMOGkTQ72JJeD0wQVBP2xBFjBD1T5KRKfqlvlXsmqYStdQte8S0T26ZX4jjvU5rSlte+WUSxLOwYCTMCXU2BYEnDy6L4zHDcqC1/rATjWn/UQQv7Rs9/9IVh0T6VZy3e9lpFxdss13J/3DRGnbqzjtkd9aYMB+CSIeBFwQmOrh9WE+cN9FiYEeNdTuhYyUtV1W54Kz6NaRQJN7THYLLc8MqIPbBPGVutV/v8c0sQpL217FCr6PYmDAPuAhFAS8EJjs+rawr5zzUmsQMZVc4WamKD/WG7UbgsjnN4eRL54vOH9P2a6f7TdXnOLTtldxYu+1FhiwV3KIAwGPBPxcfu5RUmpYNb94nhAZM8PoPRc16v8ts5h1+cIbRwT9mLERrdTY8qzMWoLWTtteBc1PRj4YsAzq0Ew9gWq+eAPnYk/ZNntaMCp5rY84m1W2a+e3IxwjX/h7IdiflC3zUpn9VVTtasbE7/RG/fMy6whLO217FRbHqPLCgKMiDR0QGEdg3+1BMx4XxEcf2chI2cr40NFxvYXH7/Cum7P4tc2O7DaFlDNWWpt+6Tefl/i16tIjOfE7ssPNBRfu2vJ7LzniHpO2vYr7PKarDwY8HSH8HARCIlDNaWVBVBQKY4KLTT22WQlJKhZpK13dy4mxj5bt+vtkFFTJFe4mIb5RHui/VYZ+VJpp26uouIahAwMOgypygoADAr20ONupZh8josOJ6CskqOkgLJAjgmgWa10QIWiv24SCUQdj7Pt6o+bq2dYtHSOnbRFEV5Ztc6NbXT/nKzntFEZ0mW6bi/3kiTK2Ty1ojNhfMkHDrnQZZYnoAkH01P9YzWN6aUtke+WqThwmGDCWAAQkEujLaWcojL5DJP6BCTYURSmCiRmM2OdaWoLEFW50/xDLzypZ/Xe6rbeqau8QRN8cnNE8sffpLa7N361e63zvYYtndg5lH2RE55Ys82decsiIqardpxMpt3idESPxNyut+vdl1A5NZwRgwM444RQIhEbAULW7iIl+vVFfE5rIuMRGvrCKBOse/b8Y69cbNce6Rr64ioRYolvm6V5rNVTtK0T0n7plXuM1h5s4Q9Va1zn+qW6ZF7iJi8PZfbsR/Yzi0HsaaoABp2HK6DHWBNblC0eMCHb/0Ihy9Cd3bvpNmMV+ee7SN83I8MebTCzMMkUQFz8RTfG28m/qO6fTrbypMJdl2S+ySuZdFz678anpzk/283156F7RpJOd6HrVacVFqeWnzslijXnFP5cxozB6Qc5XE4ABYytAIAYEqmrhGkH0et2q/12Y5Rhq4WuM6PmSVW/9VkijX8sheqNumedNp1tVtRsFsd26VfvUdGen+/m+30rFYbpVv2i6s35+bqiFdUTs6ah+2/ZT66T/YJE0ozB6Qc4/JgADxkaAQAwIjN5Le9DQDq4oy3oatZ+HUdLof38V4m720oz5pec2/Lal0fp60HBH9kkmlNN1e9NDk+muyRXfmWHiB9nh5vwgvsLzjcMWz/ztS9ltWYWdc2FI/V6XL769ycVNrzuoueCjEf335jDmJmtGYfSCnDBg7AAIxJJARS2cx4jO0a36yWEUWFG1rQrRP5Us85/G5+/Ld5/LhPKxsmWeNPq5rAneKTNU7X5i4ga9Uf9WULUZucKpjNinSra5JKic4/NUc9pmQeJLul2/J4z8UeaUNaMoe0yjFn4DTuPU0XMsCfQSKW9QC//GiL6sW/V/CbJIQy38NRFdMmjVF/QS8fG5991aVHxAIVq70q59+0DdSpd2DlPoEyXLXBj0zUGGqm1gXNxYGqjfFmS/1a7Ch4TCztMtc1mQeWXlkjkjWT2nQRcGnIYpo8fEEOhTl7yHUeb/ceWF+aue/cmeIApfM+/dsxT+mh2CRv6mx9r844lyVuYtPZE4v71juHnk+LeY9z/B6peM8zNKA/3bgqhnfI7W06lGiN/REeDTqfa/ZbstI/GpW0FzauWTNaMwekHOfQRgwNgEEIgZgaqqfYeT+PeyVb8iiNKqavFzgsThumV+eKp8hlr4piAaKFv1T4+dq6iFqxhRl27Vzw2ilolyVFXtamL021LD/EIQGtW89lkS9LqS5OdOB9HLgTlkzSiMXpATBowdAIHYEdh3e1D2YUH0jrJl/pefAq/Jdb+lgyk/Zaz5julu/7luzuKuZkf2F6zJF5R+0/8f1Td1/5nIKtuyw823Xbhry4CfOqaK3XdDEfvxiMILq57tb/jRWTOvO5/hSj3DhPSbl/z0MVmsrBmF0QtywoCxAyAQSwKt24NIsGN0y/wrPwVWcoVbGLGHddtc7SSPoRYuJWILdcv8QEXVfqAQbS1Z5pedxPo5U81rnyBO7yrZ5kd85clp3yKFHig1zOv95IlzrKwZxZlJUmvDW9BJnRzqbmsC1cOXHSReHN4hBD+nbPf/yEuzlVz3exlTbmKzO+aXntrwkpMc6+mEjj1q5+OMxB1E7IMzrcG3raCH3D2L2InQAWdaz8U+WM0+OMLERT2N+k88pKC+fOHdGcHWPWc1T2zn5x/LmpGXmSBmagIwYGwICMSUQCXfvZwJdvmgddLxvdT7R59cnq7kXupVOtX7tjNGXyg13H3CuPUMYkHKvzJG7y81zB9OpxXUz6tdxZMFE/9EJFw/Y3pfDex0JtjflgZq9wZVU1zzyJpRXHkktS4YcFInh7pTQcBQC/eSoH/W7fpX3TRs5AofJ0Yf9vqd4kpO6ynbZp8bzSDOGqq2nVHrhibh6mtYgtjfENFBumUeH0QdScgha0ZJYJOUGmHASZkU6kwlgWvzS47LiszGmXto/opB83knENZ3aq/fO4t2KCNUXLnTfNRJTFzOVLu6FwhF+dGw4PMvsft/7aSudbnut4wwZQfj/L1hfFXKSQ04AwJeCMCAvVBDDAhESMDIadczhfaWGmaPE1kjX6gQZwfptvkJJ+fjdqaiav/MiLJOP4BmqNp3iWhYt8z/G7deUA8ITEUABoz9AIGYE7hGXXxIB2We4IK9t8c2n5iq3L6cdpTCxI+GaeSoS6wtu2Pe2oTl7fsqEft3QWxp2TK3TtVDRdUWKUQbmwo/wu9XmJLICjUnmwAMONnzQ/UpIVBVCyVB7DTdMk+ZqmVD1TYKEj8sW/VqktG0HqbBBZ1Ztsx3TGPAP1ME3V6yg3mIR5KZofbkEYABJ29mqDiFBFpf03mDmn1EIf6pktU/4aeE938y9qpBq3lc0r+Gs/9T3L9++WaI3rJVv3Gikbcur1CIXfGctegwt58ST+EKoeUYEoABx3AoKAkEJjacpUUi/pVZ1uDRB343t/fo5TPe8D+DvyASF5Steq0dCFZy2pmM0fqhEeUtn9y56YXxPe1/RvXTQtCKsm3e3g79oof0EYABp2/m6DjBBAxV+z6RuF+36lePb2P805ES3N6rSq/mtc2Cs+26Xbt4/A+rueK1XBHHlxvhXGXYTgzRS3wJwIDjOxtUBgKvIrBm3uLDMzz7oGiKo8u/qe9sHbh6zuKug8Y9w7mdsFXmFf6CcfZvTSaOvbhRf7LV27X5whFZwR4Vivhf5Wfrj7RTv+glXQRgwOmaN7ptAwKGWvgSEZujW+bfttqpqIVvKEQ7S+NuMWqDNl9pwVALXxfE5pQt8y9b/2dV1X7ASewqW/WPtVOf6CV9BGDA6Zs5Ok44gf333T7JhHL6CAmWYeIH2eHm/PH3+Ca8xT8q/4tdJ815jXLQfwhBy1s/YCRufUEM/dlnBu7b1U59opf0EYABp2/m6LgNCPTlu8/NCOVjrQdEMya+pjfq32qDtiZtofXYRcbo/NYBIegGGY/JbGe+6E0OARiwHO5QBYFRAlW1uFQI8UHBqOkGCSPBGLHzRg2JxI2C2Mvf2GnfP61+idj+J3uJ66Psl5GYvc/32R63hJmgrGDijnb5ZLrb/nF+agIwYGwICEgkYOSLBRLibiL294LEi05LYcRmE4kv0D7jdRXrVCNO5/7QLwm3rPz04Uf3lVjGlumNWt1PHYhtTwIw4PacK7pKEIFKrnAzI/Zr3TY/67RsI6d9gYjeLPb9Juwq1qlGnM7J6teP7lisbpvnxIklaokPARhwfGaBSlJKYN+zj5VHMoIff5GDG4D23/6zXcmwY4fFCHMTm0TEsvr1ozs+duUzNSuJ3FFz+ARgwOEzhgIITEvAyGmXCxLHle36WdMdruYKtwhiD+u2ubp11k3sdLnj+HNZ/frRPTA2jlxRk3wCMGD5M0AFIEDVw5cdJF4c3iEEP6ds9/9oMiSVXPd7Gct8i83OHll6asNLrXNOY5OIWVa/fnQnik0ie9QcPgEYcPiMoQACjghU8sXlTIjPDFqLTpjocoH9FxRsF0ysLjf6bx2fdLpYRwXE7JCsfv3oThUbM7woJwYEYMAxGAJKAIExAoZauJeEcrNu175+IBUjV/g4MfqwbtVPnojYVLFJJCyrXz+608UmcQ6oOTwCMODw2CIzCLgmUM2fcpzgzXvYSzPml57b8NuxBNWDl71OHDS0gynZU0uNjQ9PlHiyWNdFxCBAVr9+dJ3ExgAtSogRARhwjIaBUkCgRaCqal8VQvxOt+uv3ABk5ArXksJeqzfMFVNRmig2iVRl9etH12lsEueBmsMhAAMOhyuygoBnAtWuZXOEMvxEk4mFrRuA1uULR4wIdj/jHUeVBjZM+fzjA2M9FyExUFa/fnTdxEpEC+mYEYABx2wgKAcEWgSMfGEVCdatW+b7DVW7i5jo1xv1NU7ojI91cj5uZ2T160fXbWzcmKMeOQRgwHK4QxUEpiSwnk7o2Kt2PkZCbCDGls20Bo9ZQQ8NO8E2Fss5L/cM9G9wEhOXM31d3csURalE3a8fXS8zigtv1CGXAAxYLn+og8CkBKp57TQh6C5S2Gn6s7W73aBqxZKga56zmsf20hZXFz240QnybC8tznaq2ccYo4tLDfOHbnL76devrtcZuekPZ9uTAAy4PeeKrtqEQOsaPq9X71XyxbsZ5xt1u24kAYeRK+pCoVPKjdr7vNTrtV/fuj5m5KVPxLQPARhw+8wSnYDAHxGoqEvmM1K2DtPIUZdYW3bHGc816uJDOijzhCC+qGxt3uGlVi/9BqHrpVbEgECLAAwYewACbUzAyBcqxNlBum3uv0s3ns0aOe16ptDeUsPs8VOh236D0vVTM2LTSwAGnN7Zo/MUEFjfqb1+7yzaMTJCxVU7zUfj2PLaudqxPEO1mXto/opB83k/NbrpN0hdPzUjNr0EYMDpnT06TwkBI1c8nzG+vGTVC3FsuaoW6iSUW0p2bX0Q9TntN2jdIGpHjnQRgAGna97oNoUERi8IyG39+csv9t6Sbd4RJwSVnHYmI7pi0F709okuoPBSq5N+w9D1Uiti0k0ABpzu+aP7lBAw8oUlxNmNg52dR/Y+futQHNoevUbxheEnSBHn6Y365iBrmqrfMHWD7AG52p8ADLj9Z4wOQWCUgJHXbhOCflq2zKvigKSiap9mjN6pN8wPhVHPZP2GrRtGL8jZngRgwO05V3QFAq8isHbu0rfyDP8pH8oc07N7oy0TUd8hp+SUGSOPKCPKgpU7N/0qjFom6jcK3TB6Qc72JAADbs+5oisQmJCAoWpXEomcbtXPlYnIUAvfJGK2bpmXhVnHgf1GpRtmT8jdPgRgwO0zS3QCAtMSuG7O4tc2O7K/HOH8jFUD/dumDQjhwJqu7gUZRbkjO9w88sJdW34fgsQrKcf32/o/o9INsyfkbh8CMOD2mSU6AQFHBIx84SMk2Pm6ZS4kIuEoKLhDzFC1+xmj60sN86bg0k6eaazf0b/sItSNojdoJJsADDjZ80P1IOCagCBi1VzhAYWUtSvt2rddJ/ARsDZX/L+c+MqSXX/Xy18/cmX+Rq5wKjH6kBDk6nIJpjBGgj5CQjzsRddHuwgFgSkJwICxICCQQgKVeUtPZHzktpk0e/4K684Xo0CwXj199h7a8yQpypnlZzc96FazL7+0WxH8biHoMiLhomY2mxhdRYL+d9k2N7rVxXkQCIsADDgsssgLAjEnUMkVbmbEfq3b5mejKNXIaV8gojfrtnmOVz0vNQeh67VexIHAVARgwNgPEEgpgTXzuvMZrjySEfz4i+z+X4eJYV2u+y0jTNmuZNixK5+pWV613NYclK7XehEHAjBg7AAIgMCEBIycdrkgcVzZrp8VJqJqrnCLIPawbpur/eq4qTlIXb91Ix4EDiSA34CxEyCQYgKjj2V8cXiHEPycst3/ozBQVHLd72Us8y02O3tk6akNL/nVcFpz0Lp+60Y8CMCAsQMgAAJ/RKCSLy5nQnxm0Fp0QlAXIowJjF6MoN63XTCxutzovzUo9NPVHJZuUPUjDwi0COA3YOwBCIAAGWrhXhLKzbpd+3qQOIxc4ePE6MO6VT85yLytXFPVHKZu0H0gX3oJwIDTO3t0DgKvEKjmTzlO8OY97KUZ80vPbfhtEGiqBy97nThoaAdTsqeWGhsfDiLn+ByT1Ry2btB9IF96CcCA0zt7dA4Cf0SgqmpfFUL8TrfrFweBxsgVriWFvVZvmCuCyDdRjolqjkI3rH6QN10EYMDpmje6BYFJCVS7ls0RyvATTSYWXtyoP+kH1bp84YgRwe5nvOOo0sCGXX5yTRV7YM1R6YbVD/KmiwAMOF3zRrcgMCUBI19YRYJ165b5fj+oDFW7i5jo1xv1NX7yOIkdX3OUuk5qwxkQmIoADBj7AQIg8AqB9XRCx1618zHOeblnoH+DFzR9Xd3LFEWpzLQGj1lBDw17yeEmZqxmEmIDMbYsKl03NeIsCExEAAaMvQCBGBNo/TdOd1cWjGuGEZUs8+Nu26vmtdOEoC8PWs2/6KUtri4+6KXF2U41+xhjdHGpYf7QrbbX8/trvosUdpr+bO1ur3kQBwJREoABR0kbWiDgkkCl9fUgRi8wrtzhJlQodAYjMVtvmIvdxI2dreSLdzPON+p23XATb+SKulDolHKj9j43cUGc7evSPtEzYF4fRC7kAIEoCMCAo6AMDRDwSKCiLpnPSNk6TCNHXWJt2e0kzTXq4kM6KPOEIL6obG3e4STmwDOydL3UihgQSCoBGHBSJ4e6U0PAyBcqxNlBum1+wknTRk67nim0t9Qwe5ycn+yMLF0/NSMWBJJEAAacpGmh1lQSWN+pvX7vLNoxMkLFVTvNR6eCsHaudizPUG3mHpq/YtB83g8wWbp+akYsCCSJAAw4SdNCraklYOSK5zPGl5esemEqCFW1UCeh3FKya+uDgCVLN4jakQME4k4ABhz3CaE+EHiZwOjlArmtP3/5Bdtbss0JP5BVyWlnMqIrBu1Fbw/qUoUxXU7U2xOhLoYOAmkgAANOw5TRY1sQMPKFJcTZjYOdnUf2Pn7r0PimRq/oe2H4CVLEeXqjvjnIhmXpBtkDcoFAHAnAgOM4FdQEApMQMPLabULQT8uWedX4IxVV+xf++PsAAAXPSURBVDRj9E69YX4oDHiydMPoBTlBIC4EYMBxmQTqAAEHBNbOXfpWnuE/5UOZY3p2b7RbIX2HnJJTZow8oowoC1bu3PQrB2lcH5Gl67pQBIBAggjAgBM0LJQKAi0ChqpdSSRyulU/d9//LnyTiNm6ZV4WJiFZumH2hNwgIJMADFgmfWiDgAcC181Z/NpmR/aXI5yf0QrPKMod2eHmkRfu2vJ7D+kch8jSdVwgDoJAwgjAgBM2MJQLAqO/9eYLH2GCnS+IiDG6vtQwb4qCTEuXBDt/9C+OCHWj6A0aIBA1ARhw1MShBwIBEBBErJorPECMHSeIvvPy149aXhz6n5YuI/o/LSEvukJQlmXYd3FhQuijgkACCMCAEzAklAgCExGo5LRTFEbfJ6JPEtGLEVGaLYiuafkvc6+7L5ZllumNjYF+VSqi3iEDAoESgAEHihPJQCBaApVc4WZG7Ne6bX42CmUjp32BiN4sSDC3umOxum2eE0Wt0ACBuBOAAcd9QqgPBKYgsGZedz7DlUcygh9/kd3/6zBhrct1v2WEKduVDDt2WIwwN7rjY1c+U7PCrBO5QSApBGDASZkU6gSBSQgYOe1yQeK4sl0/K0xI1VzhFkHsYd02V7d03OgeGBtmncgNAkkhAANOyqRQJwhMQmD0MZQvDu8Qgp9Ttvt/FAaoSq77vYxlvsVmZ48sPbXhpZaGU92JYsOoETlBIGkEYMBJmxjqBYEJCFTyxeVMiM8MWotOCOoihjGZ0QsZ1Pu2CyZWlxv9t46Xn053qlgMEgTSTgAGnPYNQP9tQ8BQC/eSUG7W7drXg2zKyBU+Tow+rFv1kyfKO5XudLFB1olcIJA0AjDgpE0M9YLAZG9F5085TvDmPeylGfNLz234bRCgqgcve504aGgHU7KnlhobH54oZ3USXSexQdSIHCCQVAIw4KRODnWDwAQEqqr2VSHE73S7fnEQgIxc4VpS2Gv1hrliqnwT6TqNDaJO5ACBJBKAASdxaqgZBCb7Lbhr2RyhDD/RZGLhxY36k35ArcsXjhgR7H7GO44qDWzYNaUBH6DrJtZPjYgFgSQTgAEneXqoHQQmIGDkC6tIsG7dMt/vB5ChancRE/16o77GSZ7xum5jneTHGRBoNwIw4HabKPpJPYH1dELHXrXzMc55uWegf4MXIH1d3csURanMtAaPWUEPDTvJMaZLQmwgxpa5iXWSH2dAoN0IwIDbbaLoBwRa39HNa6eRoGues5rH9tKWphsovbQ426lmH2OMLi41zB+6iW3pCkF3kcJOw4ULbsjhbBoJwIDTOHX0nAoClXzxbsb5Rt2uG24aNnJFXSh0SrlRe5+buLGzFXXpeWVr041eYhEDAmkiAANO07TRa6oIVNQl8xkpW4dp5KhLrC27nTR/jbr4kA7KPCGILypbm3c4icEZEAABbwRgwN64IQoEEkHAyBcqxNlBum1+wknBRk67nim0t9Qwe5ycxxkQAAHvBGDA3tkhEgRiT2B9p/b6vbNox8gIFVftNB+dquC1c7VjeYZqM/fQ/BWD5vOxbw4FgkDCCcCAEz5AlA8C0xEwcsXzGePLS1a9MNXZqlqok1BuKdm19dPlxM9BAAT8E4AB+2eIDCAQawKjFyLktv785Rd7b8k275io2EpOO5MRXTFoL3p70Jc5xBoOigMBiQRgwBLhQxoEoiJg5AtLiLMbBzs7j+x9/Nah8bqj1wq+MPwEKeI8vVHfHFVN0AGBtBOAAad9A9B/aggYee02IeinZcu8anzTFVX7NGP0Tr1hfig1MNAoCMSAAAw4BkNACSAQBYG1c5e+lWf4T/lQ5pie3RvtlmbfIafklBkjjygjyoKVOzf9Koo6oAECILCPAAwYmwACKSJgqNqVRCKnW/VzW20bauGbRMzWLfOyFGFAqyAQCwIw4FiMAUWAQDQErpuz+LXNjuwvRzg/o6WYUZQ7ssPNIy/cteX30VQAFRAAgTEC/x+LA4rBRJdNFwAAAABJRU5ErkJggg==</pentrails><costumes><list struct="atomic" id="32"></list></costumes><sounds><list struct="atomic" id="33"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" pen="tip" id="38"><costumes><list struct="atomic" id="39"></list></costumes><sounds><list struct="atomic" id="40"></list></sounds><blocks></blocks><variables></variables><scripts><script x="19" y="108.99999999999997"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><custom-block s="nested triangle, size: %n"><l>120</l></custom-block></script><script x="179" y="78.16666666666674"><block s="clear"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U3L1- FRACTAL ART" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>