<snapdata remixID="12783548"><project name="U1L3.3 Modern Art With Polygons: for loop" app="Snap! 9.0, https://snap.berkeley.edu" 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Pl9i1sv5AkCMXUxrcilX6WNQgetQiQA0ABaDAGiiwQeNCTqdVvUJ1VTraAxTTKPBTiDs5JTSelWcOfIsOMABL7FVrBGbSJknNz0tH2xBgMbVFpxBnskeqnrHdQvW8omgxEoduBOhLAe61l4MJ+wOfl3NEnZin0Pwknk6Sw7mNFWz0aMRtrACCvAA2E4rNanfC3X7/okeel9RF8QE7QXBF40YGftFkWOXMAStwgAFYYifIfYG2Jj2Vlq7lXqlRK0m7tAISn/ZyzxPjItGFUHQDNcxCXkUJtoYoSbhUoFvqfj75WdJI+vnrEWhPbFEVFClyF6LDp+ytnKWc1pccWOysqrbfRxu7zP8LPXG99bUl1ytojkXyiU+rMuNqLyt/oHDryuP/7rWl0d0/wtKqHqbLHLB6ByjGs+0IJfSS3Bdoa9DLE0WL28TiMFVgmMaNrJdzRC0EmKoIWoeDLqX4kQBrQLBKrSSXUusua/Av1fzGYBnVoxAhCJJw2gkOPZ+npsuW4r38LqhqFbON+xjr+fLx041/VuGezX6R47ayRLb+Tfa0KqS7Grx4T5O/v0gSrFLmwJd2gGIcA7CETrD6C/7ohF9YPHcb8tbRoaBoH5MF9Z5lI1ohwBRjo7F/7i+oj10s/LlZv6C4RYFVIe5kC1/tb60/+LZbSDnP57SE7UdMB8H3AGYTilnB7uSpEA25ynrr6DBK0Ss2E1qEO3/52+RytYvpMAf4OMBuQfNxKZUy38wFn1KFKgKHudd0NEpidgJTWrW3wBC6ylaPAAK0ogRLKcU8U7eYLXVXWuVnDZPOLLVdzOdeOjqY22CBACcoMEujJP+J0ZESo3pBffAee6DAWY2S9JCixWKZA1+TAwzAEnvrW7jge+poIxtgFyGop3Yjx1KzRO72HltSfd7cylOrX81dyZnbuEGt5L+Mpak85c7P2vUknr6fwr20tBUhhp2O3lJg9pfYYMFLRzcqAIVaSdrI1S6mwxywZgcYgCX2jrVfoC3lp9LSrVAgm8aNcLcjLR6W9DiBoPaoSmHYCcnscdW3oXJng4nV3+bIla/12Zma0gfm877NnJrud26ozj1TeRAhzzNWa9ez2GECC5ws31V1pNrAilE58rj7qM/fHbK8IXdXJN2OHd9PKhpUqVf1mZO8l9rFxujTrWJWUYZ2gABHa2xAur8exwAs8bTjAyQhVaSnnkpL/6QKRIS4kb58c+ST3/H2mGBDUJ06GN5LTXbcVVXG/irDoHXJj6ZBk/DTw62Gz8Nl2o7AI0t8dRlFj2+/CS33zNkH6xotgDp3aXTc2x/lbm0XKiG6fLhbYYzpfw3jlldEvvB0vyMuOm8W+HU6QN4gKI7iRM0NmJDeLWAAlug4HyAJqSK99FQ6+h8UmKZxJdvkzo8DsMLRMPnr0/HSwR2zOh6AXmGD5kfHofSd+C1kMxow5W6vkL4TUzYqmwc2/jAPz7N5oN3+Qcgfln5LUY/r/S9qX1iC6pdWi0mdxTAHeDugf42JDMAm7EovIPHuKaOCX1t+3GIINh/wCBQ1xSzOwKe9xgDeVSMAf5fvh6bHJqLOv0uSOSg3kDKantjzVmjcfa+K2NhwLpRRj9DuwCDkeP1MqISo8iubrkTmj+/Qcd8vouJZEHOAjwMMwGZc4nPB52NwYpmMrMct3Uj0OPDaBj5RriRaiG9C/EsE8OVCjbCmyTJU/28lmh9LNiD+VPXXBszoLK7QOedD1vcvoVfYGkb0cYa/tp/+RmXzRNaYF8gVeR+O76LgEPN5V0G52yumD6XEnPNrhY0N5qLylXVofXiEFCnesUfK98P5Yq0wdlU13jGsIHNAiAMMwAzABgfS6gdCYX96hwD+GiUpL+TENC7LJ7+1w0vM3t5kymBC9eiypxecXz0BaLwSJckVOSBx/ylMxmfAYvViMjvgYpFmhhHXi2weiMqeBzHOnohy9MBTR0/DbViuTbZxH+H4NgI2+lgo9HFQ6GMT/nf83zdZnOPBbJMZr7O44G0WZzi8jTTA2DkmEk7vovAsizuK3z8I1dOr8NDdhofuFhQ0wSQpHZROsfuqDMP2OlNQ+9xCtDs4OM1rvetdBXPa70PA8orIo7uV5vWxCr5NB0jiV8zoOsQAzACcZgAe+v3Gavt92z5TK0lbqV8rSwD2iqCTs76LHtB3axunkvf2f6rOwBYCkCNGAC4a///DZdrDx4OnXnQON6gLloK6UGkEFyoNdaFSeOGaG1neRKPAtdNwjgiHszYUPnZhcHsRjrgLYYb/ZhfzVpSFr5xc8MbJBfalXPHKwQUXslVAnK0tnuUpgPC8vgjPVwQ5Qx/A4/EteATfhufjW7B/8xJlTv0lqr70CIq1scX86TsQ5Z4HQ4b8AOeIJ2la7bus2TB4xyNM7FoO7uGP07QuJv5tOkDrcqMAgDAAGwY+Fg9LF3yLAkYFMprej1f/uez6Thu9ukIz7vUcyYc5/1QRtDYodhGK6b8PJpmMJ2EZ+GsEXy4ZvsDkm7g5veCCJXG8aU+E5vdDRO58iM2UGd73LsP77iXkvXsJ3ncvI1fogxTVpFd+XMVPvAoYQMwBOSxfEVyr2ABxtpng+9/x+H+XgqB6cI2vFelW7p5fRSycug2N101D3a0L07zeIdsfYvCQRvAMvp3mdbEKvj0HOAgbw4eNgM30c0YDppzt9dLR/RVDjrmt2VZ7f1qu5KTS0YkUaPgOaBKhJE9MzYJObwA/fJwN1yp+j6uVGhpA5qwLR56H1+B39iAKXzkJFx2/vRDSE8CmvgJvHZxwu0zN+H+layAyp8oA4iL/HUOeB9fge/mk1Vwh1w2ej9Dv/DBwxE9wePX5uXdaJDhy8030Ht8Oee9xG2KxgznA3wEG4Hiv2AjYxDkjF4BVWvo7CM7cDiS5DYt981wL2tJpnDQ/5yiaPVscDhNgr1pJJifGfikAX6z2I6IrFsMFv4Z4lLsYip89iBJn96P4mQPI/jzFstaWmmr4/EsD2DjJN9lyGEB8q0wtXKraBHGZ7VBtzypUPLwJeR5/+Wejt0tXx7zpO9FmwVBU/yttXx8KWHsJHWf2RYEb53j1JSvEHOAcYABmADb7TZADwCodXQbgokZJVsihlzTZRD3fQfQWIVimJ6gX4kaSvRzKF8DcL7BcReN/iYl9BvwuqyNONuqKk0264aVzTjQ+swLlru+H856zslxtrA3Axo16oiqIf2v9jLP12oLo9QYQVziyGconalnaL1Zk5eiVeOGW2zAazvTxg1gZi3GTVpxBiyWj4HvphMWyrEDGc4Cbe2L8vJcBmAE4zQCs0tL5RIF7ajdieBiXFgBu1/Kfppc8K9/VKElrUw3hC2BuMoRHsXgFoQC+WrEBTjbuiuvl66Pa3tWGUaDq4XWrG7Ea+yM30JPqh+QvZgDxuXptkD3yKcr9/SfKBm2H8qnmi1x5uT6a99tONF05AU3WTU+zHKYuPo5G66aj+LlDaVYHE/5KHUiY/Jk0ewZgBuA0AbBKR2cQQKtWklmJFcgJYFUUrewQ8+pAq2tLj074fvhP5hrBG8ACb/HeLVEZVyv9YABv3jv/odpfq1HuePIlEuUGnLXrmeuDB0XL43SDDjjRpBsqHNmCBptmwevhjS9yFR2/+gKKXTiCFkvHpFn9MwMPoPaOJSh9Kn6FNXYwB8w5wADMACw7gLnXfxR6xKjdyZSk4nIBOI+WjlQQdNu9zm9Xwcgbb1J7piw3gDXfFcfurgG4VbYWGm6YaQCvuWe61g5MufPjc5k91bAjDrQdiuxRT9Fw4yz4nU/X/RUMKe7pNAr3i1fGkCGN+KQsqkzgjF2oeGgTKhz9U1Q8C8oYDjAAMwDLCmBvLR2jV8A+xI0EGAvLAWCVlk4lChRUu5Gf+ejJBWBuFLeny1hE5vTCj6snpxjtmjJRbsBZu56QS+aN/9XB/nZD8dw9DxpsnIVq+34XEi657JVKDbFm5HL82qEEsr2MlKxnSmDE5ptouWQUypxkI+E0MfgbEGUAZgCWDcDeOjqUAu4aJRluSpQPMFP7Tql0dAsILmvciOEhHh89qQDmZtLu7hKA91kc0GTNryh1eh/vr721A1Pu/Fy9AUcl8DGGt0UI9iiCrfWG4nSppih3fR9Gr+zAP1hiyYgcHug5/irGLm+N0rePSlQzHd474D8MWt8bhYPTb+OINGkIE00bB3xSytpRnHDNiuNpU2EqqtSwaQ1xmMbvrSA582OvIZlwkw/gEsNUOhoIwEejJD+a6xghesYaKh39FxQzNO4kfs/ANAbwsR974HTDTrCJ+2gY8Ra9eEzw+SY34KxdL29ZwC4b8ErEW1avsubAb93W4o5PBfT5YxBqn98s2G+xAcOGHEG56wfQ4vAcsRKpxjWbq8OasYWR/XXajLTTJGkmmi4O0Pwp34G1pzjhklWePcQFNYJiHAOwIMeSF5YCOFPV8tXz0tJqCoJJaiVJseduUl2+eklj8j6nOfSxeASgrkZJkm3IykdP6Aj4dZbsmNp0OR4XLoNekzqi4LUzonvE2oFpjflFOyuxYdBcPFUVRPvAQSh47bRo/4UEbhowC9EuOdF7gvwjcO71tIF/hWN5bSchKbGyGcABdgs6vpPZCFjkCJhbAMMpDsFqJXG29H3hA8ykGt46WpoCfyts4RPsTFIsZ8RHTwiATw4Zjs0/jELnKT1R/uingbalZpn93BoBlzRZa86P+wG0wX8unKK0aB84EK7aUNH9wDfwdP122NZ7CgJ/yss3hHc5dYESWBHwO37tWIp3DCv47TvAAMwAbPYs5wM4bx0N/miDauEuxOILnnz0EpNR6Sg3RXWCRknKmkuQjx4fAF8vVxdrRi1H7Stb0GPbSMHvAZvLz5oBx+Vs7flxOV6s8RM2+M9DsXOH0H1ajzS/It8oWwsbhizA9DYJO2nIWCPXltP122PgqOYyqjKpr9kBBmAGYNEAVunoLgqsDlESXtM8+QCTS8Y7kjanevymUZLvUvty8dFLDcBPPX2wpf9MvM/qiC7Te6KES/yKTaktxMHdKtGbWNHGVJ7WDjhrzy+pp3s6jcSOnpPhP7QJSpw9kKbX3LC8vgic9Rdm/Zzq6Scqh/1th+Clay60WTBMVDwLsj4HTK1wxTdLBmAGYFEA5jY9IEBs0nWXLZ10fIDpraM/UKC3Rkkay6FnDsBHcvTHn32no/fEDigbtNNQFS8gJe7hWcJSdoCHW3yZ8AjLZfmUcMqTHRFOnrhHPfA8B/fPE6EeRaFT5odLVAj0NraIU9h+/quwxdOcBeDz+AIc30TC8XXkp7/Z3kTC3s0BRdVnQB/Is1Sk3O019uSjbWbM67MTOaKfovvabnwsE13mmdIHU4eewLwRXqI1zAWuabcE3iFXUOskt0orO75qB64mZM/rIWbKljIAMwALBrBXBG2q0KOj2p00E/LlsQRgVQStAz2Ga9xJPT66lvQ4DVMAnt96G+wfR6Pnr12TVcMbwDzgawC6SAC/s88GtVcpqFWlEKwqjZuF6+C1oyvsYt/BLToMjpHhcH7B/QuDfUw0FPo4KCODoYiLhY0+9vNffSx0rvng8O4FXju4GjQS/75ycMUTLz/E2DkgxiYLPJ7chueTW/Aw/LttALp3mLDtBsW2l09fJy1zolIXbG45BwOW/IQid4OEhvMuH5XDEwEBl7FoiDvvGL4FZww8hAZHZsHvlol9MfmKsHLW4QAHYQZgSX3Byz4+F3whWXyNerme07x2H3FM7U5MvMGWeutTa6+XllYlBL9qlIT3XsF8/EsK4PteFTGj02H02NEJ5ebtSJHslwKwxtMPB+oOwWsHF4R7FMUrRzd4h1yGt+Yy8mouQal7iHyaS8ibPf4FW7lG1InAfPg6G8Jz+yIsdxGEG/754rGqDN5lzQ6/m4fge/c4Ct8NgirseqodnF4A5pJ4kyU75vfZafjB0GlzfyFfO0Flox3dMHTKQywfmF1QHJ/C/WY9w7C59ZA3NHEYxSeKlbE6BxiAJXcJA7AJC00BzltHo99SeOjcyWuhrpsDZp4IWs6GYr5aSSrrzID3AAAgAElEQVQI0RQC4O21JuJm/joYvrYe7D68ATEx8EgvAL/PnAXXijbAVb+GuFasAbK9joBbxCNUPL8ZPup/4R7x2KQNcgPOkt4rB2fcLVAdtwvVxJ1CNRDp7AXfe0HweXweBe//g0IPk78iZElPSN/yLft3jb7Y3XAsOm7qi/9d2cU3TFA57o5Ev9k6rO5nLyjOUuHwXIUxr88O/Da+iKWi7HNrdoABWHLvMADzALBKR+/F6TE5LCdZL8ZxU8D0fE5L2H7E72p3Ivj9DD4AXjes2Kw1bVYOKXlvH5oGxW8TbNiUREYAEwroOc1syV3xSHjtMzyaG7HlwObGMxCauzhCc/uh+O0DKHF7P4rfOQDn6Ce87EyqxyvAQiGhelwbbuevgauFG+BiiWZQRqlR8dImVLi82dAGoXpytIHTeJEtFyYNOIPGR6eh5rkVcskm0/lokxndZr7HqmF2yBQn35aGh6oNhM45L9rv9k+TvJmojA68AgwTrhRGmgzAkk1mALYAYC8d7a0AiquVpK9Yt42B6aGjhTIBu9RK4itG0xKAPaJoFbuPsccDVlS2zR964VMVcgPYQHQj+HKVcUA6U6gxdhXrijv5q6Pgo1P4/sQcFHkobr9YuQEnVe9xntI4W7otzpVqg5wRD/D97U2oenMr3j6LEtOdkmNWt1hmeAbeaXs/yVqmBF5nccbQsQ+xdIyLrPozex5A/RNzUfwu28JQVmPTQuyViee9DMCSnWYATgXAPqPoYvt3uKZ2J7mkOJ0UmJ7PaAlbBQ6pleI1UwOwt462A/DL7/7koMLRsMZp2gHYMbkr91Xl8V+J5jhVviuKhZxGudOrUebGbinWGWKlAtM4ATn17vhUxbUKbXHUry3cIh+j4/b+KPT4H8ltFirwd6U+OFumHQIWVBEayqv8I6+yWNt8MSbOLcerPN9CHWfrsXaIQuxcHr7VsHJyOGD88I0BWLKrDMCpANh3EK1DbDBc7UrEr8totHazt46+fAPkiVAS7jelqMMcgFU6yq1pWkCjJB34LMSRWLnoZ8AJAL7jUw0bms41TKaqe2ohWt1eDad3UeBuQctxyAnMtAT6Wr9+OF+qFT7a2qNB0CxUuJK+W/Ldy1sJM3sdwq+zSiBnJLeKqbzHuZKt8J9fU/Rb30Y24RsF62BfzeEYsYzXCwCy1cuERDjAACzCtNRDGIDNADig7qqK24t1valWkiFSXU8Epq8/rUkpxoa4k1NSNE0BWKWj3PPphxolmcBppweAr5eph111A6Cgcah7cj7KXY+fYf21ADOtfiBwo8UDNYbink8VfB80G/VPzoOCck/L0/6IyeyAsUOvovVfw1D2evx73nIee+qMxvtMWdHiwFjZZDc1mQXnl+FocCJtNoWQLdGMLsQALPsZwABswtIzC8rN6dX0UJfrXs4W13nm0yMcMLs3O9TgtKreRo07WcAnJrUyxgD21tIzIFikVpKNiXFpCeD/Sv6I3T8EwPFdBJoemYyCj41mBSeZhCW1rV8z0KOcPHCwxhAcrDHY8AOlw66BctjBS2Ne5+2w+/AavTd14lVeSKEVrVej0MOTqPavfHsZjxp2Hf3Wt0aepzeFpMLKpqcDDMCyu80AbMLS/z0OCR9zfOCepl139JbD8fEHZ+y8mqtS3l0lqwie8Wyq/k8AnkKnekcgNFaBJmGu5FzSsmkB4LvNq2B+720o8PAsftw3GfmiLpm0J6OPgE2Z8nvzRbhQshXa7vZHlYuiJtMLPhWXtVkL55dhaLl/tOBYSwFT+p1A8wNjUfiRpJs5n6p57pQb4/0vYv5ET0tVs8+/lAMMwLI7zwBsZKmXlo6u+2hn/QV7mh13mArD7VwpB/e6kceL8INBKzyXyaHH5ZII4CL+dPxHOyjDnUiKRR/lBPB7+6xYPXI5IvOr0Gz3OBS5l7AKk9EkrESfGIBNnzGvsrpg04+BCPEobgBxkQdpt5pVYgZ/1R6JVw5KtN0j+UlKikYNHB+K8YHl4BIdLuUr8in2UJVfcKtgbfivbiqLHhOR2QEGYJkN5bmQmKXXXoRmZa16ia8H3Qokfxg2aJYBwN46Sm8FGp7LyqKXCOBiA2MDHrvbZAEhH035LxeAD7Txx/aek9F1Wk9UeropeVUMwAY/hP7gUHuUMICYu0X84+FJyB9yUehXSFD5A9X9oXX7TvbXlGJtMqH79Lf4fVgmQfmkVnjigDOocXY5qst4e1u25DK6EAOw7GcAGwEnsdRbS7VxCjS6O4c0kAOYqgh6M06Pdvfmkh/l0EtM9bsnMTFHVuebk2/ME7P3FqUC+GTDTtjbeTRK/rMXbecPiV/Fw3gtaAZgUQBO7MfLRRphRes1aHRsOhoGzZb9y51UkHtNKdirDLpv6S5rPXLPYo7K7omJA89h3iT5N4OQteEZUYwBWPZeZwBOsDSPjg4jBHlD3Eg/OUbo3lp6QK/AxRA3EiCHXmLPcz8S9q0ruCZf1P13qY3QpQB4w8A5uFK1MYb4N0TukPvxVUsAMNEDegXP2y0mTnGhI0xL3xJr09vceCbu56uMAWuaIcerp3DNAjhmAT7GWWqJsM8PlOqKy3lrYfTO9sICLZReWncWXF+Ho8VZeWYxr6k5GZliY9D+1BRZ82RiRg4YVuYR4IrxQmhPBcYnrcrEivp2FCdcs+K4gIzkKUoN6yUQh2mC3JClbl72ywkQLmtr1FPpqF6jjF9sTWp+qghaGxQjNUpSVw69xJ5W6WiInqDC3TmEG8akektbDIBvPsuNGfMOo+re39Fws9GITAKA49fAFH++WhswjVsiR373vStgfpcdaHJkCnrcWgQ7W+DVe/GemYs8VKITgoq1xLSNP8gq3r3vdYzZ1hr5tPLMYm4+TItVi4ogx1uZ9rSUtbUZVMwYwM/E+0Dzp7wk2FOccMmKtJ8YYZw2Bbd+AgOw2O6UCkxvHZ2tB0JDlCRQDmAab9wgNT8uJ5WWPkBm1NPkII/46AkF8MEqXbCy0a8YPrAe8jwycRGVAmCxHZsQZw5wWpd8iMzhBYeYF/H7AStsEWeTCdyM2swf3sJDexeObyMN2xImPeQAZlrprWu2ADrPohi+qxPiQkIkOmc6fMOPgYjKkQcD1raQTZ975Wqi/wXMm5hHFs2Lfj/hdJn2GPh7c1n0mIgMDrBb0DKYmFyC17iEzwVfSGbWpJcngnoqKM5plOTTQycp+am0dA0UCNK4kbWJnkjR4zS8I+jjWKBbmBs5xvcHghAAr1qwBfYxr9FuWCqbvX8BAH+wtYPasxR0hSrgtO9PsH31As+ze+CFkwdeZPeAw5sIZIr9gGyvdfH7AetjYRP3Ee/snRBrm9kA5NdZXfE2qzMc30QCVA/3yEco/vQ8vHW34BB8Gx7a23B6rRNy+qYoKzfQtcVrYEzbvRiw+if43UubfXO3159gWF2/+UHux788x4lyXXA/XxV035LKeSSgqhm9DqHB8Vlp5oGAVFhRzgEGYNnPgwwPYJWWbiU2+EPtSrZLBaZKRxsB6KlRkiZJe0oKgL21dLVegZMhbuTTqgd89PgA+JWTC4bueIQh63ugxsWtCE/t7mE6ADg0V1HsrTUCeoUN1J6lEeGSF95hl/Fd5A1k+fAa3reOG1ZMyhEdznsnpcR+4F4B4kbLkc7eiPXwhlpZBPedfRHu7ot3WbLD98Fx+N05ZPjrHS5sn1q5AZyoN6jNIRS99zd+OD5T9i8+J7i8ze/wvX8MVS+uk01/Ycct+N/VbSh/datkTZ2zN6b1C8KcX/NJ1mICMjjAACyDiWwE/MkB70hakcZhlsadVJYDmN46+kHthqwgJFYOPZWWDoACPho3MkioniUAP/Iti1lzD2Jaq8Lw9Yx/zpbeAH5j74RbBevgWuEGuObbAFnfPkeOl2Go9u9aeIddMtxC5o60AlziUpRR2XLjYd4KuOdTFbe/qwmdSz4DiB3fRKDVvpHIxo2eUznSMr8/Gv1muF3cdwO3x4b8x6/9T6LFvtGybiDRa8oLBE5WIWuM9MXAt/wwHQ7votDo2Az5G88UhTnAACzMLx6lM/QI2FtHz8URDAh1I5/37BM5CUulo3+AYofGnaRYgZ/PiNW4r/LoaHUbYIJaSWoaf8ZHLzUAn6vdEgfaDcXErvE720jdjME4P0tA+rd4M/xVexRCcxVDyVv7DHsDc/sEm1vQwZIej/M8WRFLem/tnQwgPlx1IEJy+xlG4Yn7/2aOTTkzypKe1PzOlmqD3XXHYsqs4rDRyzw1GsCA8WGYGFhW8F0Fc+2641MF635aiKmzSwptusnyvac8x+zJeeEQ81IWPSYi0gEGYJHGmQ/LsABWaWlLEDTTKElrMYBLGqOKpD8jDi017qSlKav5ADNpXN7nNIc+Fo80SmJyA1Y+euYAvDf3SGgKlkS/sZ+bnR4A1uT2w8ny3XCyXBcUu3sEpa/vRJVLn5au/mIjTD7fKO5d18T9f/MHn0X5q3+i9pmln0LTGsBcRWE5fTFm6DUMXvEDit87zCdt3mW4Z+19przAqhFZeMdYKri4/UbDHYSOO6Wvf32mVGtcKNkSg9Y0s1Qt+zwtHWAAlt3djAtgHQ1XUJQOdifc22zJDj6A+xRAqcI7Am/USmL26iVIj5vxrKOaOAUqhbmSULFANwXgFU1XwumGFq2WJF+/Iy0BfLFYU6z9ebFholO186tQ7cIaZHkvbCfG9AAc32/WmVJtcKi6P95kdUbD47NQ6+yyNL9FnjS3wWMfo9/alsgf8i/flHmVe5inDOZ33Yl5k1S8yvMp1HNqNOZN9ECW98ZXbj7RycsMHvsILf8agQoyPFsWXjuLMDjAACz7iZAhAazS0RUUcAtRkp/EAi4xTqWl84kC99RuZKG53hECYJWOnoqjWBBm4lZ2oj4fPWMAz+h4EMqoR+gysG+KNNMCwMeKtcbvVQKQW3cXVc+vRulbe0WfvNYE4MRGPHPNj/01h+J02Y5ocW4OGl9YhA/hKX7LiWqzpfZOGHQerfcMlW0jhMQkD1YdaHgWLtd+v2dLtcblok3Qd0NbUT4kDbrq2wBHKvfH0JXyvr8sObGMJMAALHtvZ0wAa2lEnD0KhTkRk7Nr+ACO64lcz2leu484pnYnJtZ1+dxXfPVUOjqDELip3UjX1Hqaj15SAC/5eQN8Hx1H9UurQEy81SIngDc3moHLpZrDN/Q86u2fDM9nt3mftOZWzLIEJN4VJBSUU+99piw4XX8wNlUdbXhlpvlBblEdaQef/LjdiJoc+VX2V3S4bQwr/7dBtr2Ep/QLQvMD41D40UlppgAIGHwJ3bZ0Rd6wK5K1vmkBClAiae0b0/YwAMt+2mQ4AKsiaAfoUUfjTsxulMoHcFxPqHR0FwVWhyjJHqnA5Atzrh4++SUCeGXTlSigOYPql1bHL0iVRgDmNqFf3WKFYYOBcX91RO7njyF4w3suQROHR/b4/xgu0xyctNJbXD4A+2oNR7td/qhxbqXoLyvf/Lj3ZOucXoTSN1I9/QTn0X36aywa5w67D28FxxoHPFEWQGD3vZgxrZBkrYt+TQ13HAayZ8H8vOR1decnZSjFACzALH5FeXURnws+v+riS31JPW8tvRpni/ahLuS6uZz55OelpdUUBJPUSlLDUtv56Hnr6KVYiq5h7sTiz3s+ehyA17deON5Tewt1Liw2pJgWANYTgtUtVyAkd3F02drTMDrhM4Iz6VkigI3OSoPeByBcplUJPdwSgJ4GejF2DtjYMhD3vquK+kfmoNY/KyydHik+F5JfYN9dqHhhEypcTDH5XnC9iQH38lfCluYzEDCjimiNpIGbWsyG8/NQNPjbsNCcpGPkhJv4ZdnP8HzC/86KpAqtPdjUhihmvkeSm8IALNlCY4EMBWDjNZqlAFhOYHpr6Ri9Avbcxg18epgPgJuc3He6SPDRSg3OfF4gX24Ar+swD0cr90fXP3ug+oXVn1KXHcD2aQdMPn5bKmMKmOG5CmFxjz+g1D3CwKXCllMUAmAutxETb6PljhEoc1W+kfD2JpNgE/cBTff9aqn5vD7vvuA1Fg2RPqo++7/WuFyiCfqulP5cmVfiX0MhYwgzAAvqtTejoGdrQQuyLHlhPkDiIgw7FNlgbogrOZRadZb0VBG0PSjqaZSkI5+0U9PzjqC+lGKbRkmK8tHiyljMT0fXF3x8pljA6srJXsSUE8CzftmHOLtMGLG0Xoq0ZQXwa0AokCz5mJ56Jyp3wbo2izBwyU8ofjPV0+7zDxgRI/SAsf+hy/pe8FHLt7fwhFHn0WFzf+QPlj7j+my5Nrjs1wh9V0lfUGTIlIcYEVgH7hGPLXV1xvk8KYQZgAX1OwOwILtSFrYEJAN8BYDOkp5KSyP0digYmp1E8Uk9VQDr6O2PQNNwJYlf9onHkZqeVwT9UUHR+Xd/clXhaNhm69MhB4BvFq6FGYMOY/DCxigRfMBktrIBOOGWV3oCk4f9KX9wWADmh0z2mNdnJ1yeh6Lb+h4WqxDb3j6BkZg55js4vn1usQ4+Bd5kyQ7/6RosG5hdymZWn6oKGH0RP+2dgNLXxM+I58ROVuqMuwWqocfaVOcq8mnit1UmEcIMwIL6lQFYkF2iAbxKr8c/Ie5kjaXqUgOcSkung8BOoyT+lnQSPzen562ji/UUz0PcyRi+Wlw5c3q5n1PvzB8RpHYn+SwtRZm0Pr6zoDdNngWNV0kMn1sPCqoHTD1/krJ0ZNILR5LnTWKBZM7TL6UXVKUb1reej/HTykMVdsNsl4vNjwPmkGnBWDrIWcjplGrZPQ1G4lrR7zF2lsWpDhbrvFmoBlZ3XInZY76zWNZSgQEzwjBxSlk4v3xiqWjG+pz7TjIAC+pzBmBBdgkHsHMUze4Uh2C1kvC6MpkFMKU2qgh80LghEwj30gy/w5SeZyStYKM33HoWvH9bKkB/8UoBVZQriZYbwIN2qVHnn4VodDjJxgBpBeA3yX0VCyRrAzCXT7SDKyaPPIvmu8eanTglpb2PVaWxpsNyTJpSlt/JyaPUpBGn0WbrUBR4dJZH6dSLzBh4EA2OzIHfLWmreR2t3hshnsXReVPK99olJ/m1CzgkNIDXDB8BjWWTsASYxa8ory6ydEuWX1WfS6W3nlcEnazQI0btTqbwydVcfuY2R7CkaUqP7/NoU9qm9FQ6eoJSjA1xJ6e4GLkAHJPFAUO2P0LXKd1Q5pXRrUMGYEP3iAHmoh5/wC3iMVrtHJWii8XoJRU5Xa4tzpVrgyELG1s6NXl9HupRFFy+0yb68SqfWqF731XGlp+mI2BmVclaPeZHY+qEYlBGaSRrfVMCDMCCupONgAXZlbJwqkCnlHjr8I4okSOYkBg+VZkFsIUlIs1pG+upImldxGGoxp3U55OPcRljPS8t3Q4FbiWdRS0HgDXfFcfk5acxu7kPnKJ0QAmjTNIZwKGRClws1RR6Yovo7DnxPIcnNJ5+iHbKheyvniFOYWvYA/hJzgKGiUMOb6Lg+CYK3GIZOXUP4Hs3CJ5PbkHl/NHQkC/9WtPe70fgdsEaGDa/QTJjpQKYE1vRcRUI9Oi+zvIzZz7n4Lo2C5D7yR3UDVrEp3iqZaYMDULz3eNQ+L60xTk2/TwLMfbZ0HVDL8k5fVMCDMCCupMBWJBdwgCcR0fHKwgqatzI93yrMTnCtLDhQmraKQCsozcJwc9qNyLqZcakel462poA3TVKUidpDlIBfKViA2ztOw1TOiRMpE6H/YA/PbtKuAUd4lEEB+oOhX1WWzzIXQpqd19kexWB7x6dgWtUCJxfhCHz+zew+/AGOV4+hY0+Fgp9LCJc8yLr2xd44+CC1w4uCPUohpfZcyPayR1huYtAGR0KhT4Otf5egMJ3g6AKM/tKOK9TRgowrxWtj2Vd12HRkJyf6pKilzThxFnM5SL/haMj8DHZJpm8mpasUL1JH3Fggr3kHZku5a+NzdVGYuaausKTSBIRkS03+vW9iC2/eUrS+eaCMyW0iNf9TQGt/2BUllt5VWwdJtYOtKM44ZoVxwVkJE9RapisShymiW6N6Dx42Zfet4yFtibVSVM6egQE0zVu5ChfXZO3jM1sXchHMxkwtbSrgqCSWkm684k1VSapnkpHP2rcYA9Cku1TJwXA3HaFW/tOxezmSSbLpAOAKQUOVRuIcNciuFasAexiXsH5RTga31iL755cht3Nm2ItSxZHCuRDkF9LaDJ54E6hGohyzgOXqBDUPTYf1c6sgYJLRMAhFZhhOQth6vBThvdkuUOqXmLqiZOyDk53hl1m4JXEha0OlumC695VMGxHNwHumC7av8859PtrAHxDk+0EKlh3RJdDaHFqFso+MLHEm2C1byQgcxq1wxjAz8TXQ/OnZLc9xQmXrAgSryoykmIcA7BI77gwcwD2jKauNjG4o3EnSiHyxnrekbQSjcMMjTsRtTRQUj1vHY1+S+Ghcyeit4hJ1PP1p77g3iF2J1uN2ycWwP9V+xGnfuiMQSOM9qlIQwA/9PofTpbvihPluiFv2CVUP7kKxW8cgOvz+M2g5AJSokfGeq+zOuNUxc54kL8iLpZujnL/bUXRW0dQ4/QqXqeNHPlFO7ph6NRHWD7ASdb2nivbCrfKN8XYLW1kueUu17vBl/1+wPHqvQ2vs0k5zpVtif9KNUO/FSl2FZUi+3XHslvQgvqP3YIWZFfKwmZnBUfQ/lSPghp3MkBIFSkArKU79AqsC3Eju4TofBqJjI6/xeHrTwkBYtVKMlmMTlK9BRUnFFtcYXycqf2MuXJiAHwwW30cajUIw/yTP5M01JsGAN5bYxgOVx8Il5dhqHZ+teGfbdxH4AvPguYu6n/X6Au1qjSa7J+KBkdmx+dl5pADwJz0OztH9A2Mwv7x9rChelmAyelu6LUGJR4Hwe/wWimnnSH2bv7KWNp9IwJH5ZWsNSbgCnqt6QhV6DVJWt0WvsUSfxdk/shrioekur6KYAZgQd3EACzILv4AVmnpaWKDoWpXIuj9iaQAFrJJgrlmcHr3lMUcf2x/vY9GScxMXeJvwrMJWSdV6BM9+nFOW1tzUUIBfLVQdayoMwGj+9Y0LSkjgI9W6o3ddQOQX30OjY5OQ/6QhNWbEu/8fmEAJxrw0lGJQ3X9caDuEFS4sBk/7puMXLqHKfyRC8CccKyNLboteo/94+yg00p8aJuQKZdfi5FPMP7XMnB5Ec7/RDNTcuaA/Sh9ZRdqn1wuSetC6eY4/7/W+GVZC0k6a9sugmfYDdQ5sUSSzjcTzAAsqCsZgAXZxQ/AHpHUK5Me/6iVxFuofLJbxhF0tZ7ieoiSiF5JntMb2Hh7zSP5m/2tdieSF9ctE/zkaf17f16YWm9gEzkArGndEPPbL8asRqmMamQA8OHK/bCl8QxU/XctfjwyGc7RRosoWBmAk3q7r+4Q7Go8AXWPL0DLnaOT2S4ngDnhLN5KdBt0Cwv9BT05MXuac/mdK9gAs39cjnkjvIR+HVKUD/EshiXdNmHqpOKStfrMicCgRT+i0MPTorXS4t1n0clYQyADsKBeYAAWZBc/AKsi6HDo4aJxJyOFyn8C8BQ6WRWBjxolUQjVSFqe0ys+4MPodzkzOYcTImkqjIeONi7w/G7g/t8Lb3CYiglSAcztZtTldCyO9LBBeGpznCQAOCRXMaxpuRzOL0LQcXs/ZH9jZhsiKwZwos9/fT8SuxqPR7NdAfjhyCzDf5YbwJzeLa/ymFd/LsZPryjl1EuW36QfVqHA/X9Q/YzFxeAs1hnYbzeqn1qJ0tf+slg2tQJ76w83zFZvtUPw1zSZ7Ohx19BnVVt4pbLCmKREv6ZgBmBBvcUALMgufgD21tIrcbboGOpCBD9gSgRwYX96VwE0UiuJpBXkR/89f899F7/cW0vX/J/EpsJbR2+v2FH378rqvyPlAPDoDdcwbl1b+ITdSBMA/9brMF465UKXP3uigPpc6s3/CgDMNeCDrR3WtF+Km0XqYfSs6iitf2Bol9zvFW/zaYurfg3RZ1V7SadN4g+EkCgbdFsUg9/7JL6nIl72kXdZrG23GBOnlhMvwq0Mlk2JUeNvYNHQz69hiRE8WHsQIl1VaPfnYDHh31YMA7Cg/mQAFmSXZQB7RNDCmSh2qJWkiBjpJLOMyxBgqVpJ9onRSYwpqYmImLO3+aZafU8ImgxmXKdKR3sCKH07kHD3bolUAC8dvw5+5w+jRciGeIDIOAIOd/bB0HaHUOLWPnTYNYiffV8JgBMbc8+nIlZ0WYvGl1ei9ckZsgOYA/quHwIQZ2OL5nuS7avBz8+EUklH6NzkMu5d6E6b+wvSMFVYrmUluZ216h5fiBI3TG/uwSfRt1mc4D9Ng2WDcvAp/m2XYQAW1L8MwILssgxglY5OlDLbmANwZFZl5io9tQM07iSblPS8dfSHAhHX5+xeX3xzasDkU4dKS98qlHC5OYaMkArg1SOXIjqHOwaNbAa+mzHwXQnr70YBOFKyEwYvqY+ckSknLZlt61cG4MR27Gs3HaeK/oTxE0ohywdJTxgMksa3tH8ddtLwWtRP+8RNnjfWk+t2rVzLSso1GWu6/xHDZLkapz/vTc3ne/XNlWEAFtSlDMCC7LIMYG8d1cbaol6YM7kiRpoD8PRqgaXXlhmk1SiJpLX8vHX0+IS/ewa3vL5CLQXAKi2dCgWiNW5kOp+FUVKbBa3xKYaFU//EjNbxNwjkBPCMngeR670WI3d2RHi0QPe/UgBzgLvsUwMjuhzBuOkVJe/Ja+qZct/ZOvw2vjCyvY4UaGpKoN/3qYDNLeZg3G+VBGsZB8i1rGTP+dGYN8wDWd6Lfj0eh2r9ggtlWyFghqjX9SV7YTUCDMCCuoIBWJBdqQM4dwT1zaTHEY278F2GEpU5wDXofLfTQ+eC3cKURPTSaLl1tExmilW35pKdlkasqVlg2GYwFtfUSpKdKycVwCP+uI2BI5rCQx2/BbKINkAAACAASURBVLFcAJ78yz8of/kPdL620KCbkQBsaG8EMH70BdQ8uRw1/lkp+qw2BeBgVSms6rASk6eUEaxrSo8bVRe6dwItdgcI1ksacLFEE+z5IQCTpkqb3rC+1TzDet31ji0Qnc87+2wY+Fsolg80fE0y7sEALKjvGYAF2ZU6gL20tItCgSpqNyJ6vbwbswr89nPbK/3ueDhIemdXpaPnKcHhO3MI90Jnqs9sU7PAS0s3A7ge4k6mSgXwNp9fYff+LZr8bpCSBcCxClv4jwvBL783R8HgM/BwitfNiADm2r2qw3LDRhFDF/wg6sw2N6uam4H9LotTitegLFViSi8qh6fhx8KC4dLXUR40XY0+K9uh0IN/LKVi9nN1nhJY0eV3/Dq5lGgNLlDOrRMlJfIlgxmABbnPACzIrtQBrNLR9QQ4qFaSjWJlhxxdtj88e16XzWXrVxCrwcV56+gHtRuyvhlDxogGMKWZvCPwWq0kdom5iB0BB+cuiVW1V2Nyp9LJmiV1BNxxDsX88bmQ41X84rAZHcCcB5uaz8RbRxd0Xyv8d2BqrzWJueVrTm955zWGHaKqnpW2QtaBuoPxPLsH2m4bKuXrgrEBl9FjTWd4h14VrbO74Rh8zGSPnyWO7EUnYA2BDMCCeoEBWJBdFgEcoieoEOpGwsTKVngQHDLo7OiDrTtsEv381zuCNqN6tNW4k5/5ANNcrqoIOhJ6OGncyafVH/jomXoG3GdUBIb3rY98d/6TDcBdZrzHilGOyZZqZACOt/dEpS645Vtb8GtEqQH4nZ0D+s59jjV9+K+4b07vmdIHMwcexqyxSTbdEPGl4dbSHjblAZb4u4qI/hzCvUoUnqsQum7sI1qHLcoBgAFY0PnDACzILvMALjycricfcFDjTgqIlVRxz21j35++usB+usRJU1uJDf5Qu5LtfIBpFsBaqouzR+EwJ/Jp9g0fPWMAHynfD+FuhdFp0C8pqhI7Au6x4BUWjM8F+w/J145MTwBzz/3CcxVGdDZ3OLx9jhdOuWAT9xEeT+8g88d3nzZ0SNrotFg4g9M39R7wyYqdcKFMCwxd2Ij3KWkpP6HvvKamt6jHZpS5vAsVLm7hnZ+pgnIszPE8W04M/k2NNX3tJeUiZcKapIqtJZgBWFBPMAALsss8gIv401AKlNMoCfe+rKjDS0u7/i/8VL/1f1b7SzSAKbVRRSBGoySGFQ/4ANNUsqoI2gF61NG4k05JP+ejZwzgzhM+YuUke9geSrZroUFWDIB7zX2O8fPKwUN3PyXQ0+gZ8JksJXG6QgfE2DvhTsFqhn1/M32MQZZ30cj88S2cXukQk9kBHzNnAQjBi2w5Df/bK+w6HF/pkOfJLVQ+uw4VY+Jvccq9cIY5vXWt5+OVoxv6rWzL65y0BGBOZPikO/Bf1AS5n92zqJmaXlhuXyzotQ3TJxS1qJNagUslmuBE5a7wX9xUks6EkefQYcsA5H8sfpvCpV3Xwe/mYVQ+H/9+e4Y7GIAFdTkDsCC7UgVwAT2wN0RJuElLog6Vjm7oeWGqvf/pMTfEAlgVQduDop5GSTpKAbC51byEAviPer8h29sINPxnJoiJbVOFAvjTaOeR6WUI5RwB3/OphJ2tpyMiuxdi4yg8w2+h7JWdyP3kNvKGXIGdhfdu32fOgvBcvnjgUxH3ClTBk1yF8SxnAfiGnEOt/XNQ8vp+UedJ0iA+wNz642TDbfqf9k6yWB8fvdsFq2Nn4wkYPdvM5hlJarGkN6/PDsMPk7JXRG329amm3oFRmD3GBw5vX1hso7kCOxuNAyUKNPvL7CqrFrXP/q81Lpdogr48f/BYFPzaCjAAC+oxBmBBdpkHsK8/7amgKB3sTp6KlVTpaOiOjSX/8NVefS0WwN46ui+OYmGoOzEs7cMHmMb5ciNxAgRo3Ek+48/46CWOgF845kRA3ytYMCO3YUdBqQDe3mQSbOI+oOm+XwEzc8TlAPDSLuvwyKc8HF5Hwu/ZBfz8TyD0D9RiuzVZnFOe7DhUujPOqOripm9tVLywCa22j4DTazNrVFuo1RLgEsP5jsz46vG9fWxJ75LfD1jdaSUWDs0tyd9NLWbD+XkoGvwtet8SPMxXDutbzceE6eLnP77Jkh1DpgVj6SBnSe35aoMZgAV1HQOwILtMA/iMVy237j8fratWksJi5fJo6XcKgv23Aw0zqEW9NuQSSZ2y6RGS+M6uWACrdHQ5AS6olSTFC6VCADy2zyWUursHzY9NkAzgvcOG4d8yLTBxWsL6v2kA4LXNFyKoQk8UvX0E7bYMQm7t/TTZ7IDrF+6WMbcH794GoxBUtQfctffRZ1U7uEcECzqFLAEuqdiQXx+gxa7RqHDxT7N18NV7ldUZA2eEYXX/rKnmy0dPjhnIoR5FsajHH5g20U+Qf8aF5RhJTxx51nD+fPf4vKRcvspgBmBB3cYALMgu0wD+tea8shtLDgjTKElvsXLeOtqde4Z8O9Awg1oUgL11dHbCc+iqiXnwAaZxziotffVeiVzPCDHaHZffiJobAUfnyjk+cfTL6UsZAeuJAl1Of8Da3km2IJYRwGdLtcbKVqtR7fxqtNs0CLZxn/fC5QMQIX1urEcooAfwV8NR+LtmP5S/+KegRf2F5Bdrkwk9FrzGmr6f3ipLkboQPT6jTj56R2r2x5OcBdHxD8vLlbtmAxwdgY8mtituOSIM/fYOQPWb24V0SbKyU1tuRPk7e1H7mugnSVhfMwBxClt0Pip+DW3RDUgMTFzZjUhWEiaQuNeG3PV+MEqDu88otg6flE2yozjhmhWiFz4SZlKS0hTcSUIcpolujeiqedknBiCpZZQWerW7BXcPc/KeI2XfXm8d3aQH9twJJIUkAHij8XNooe311tKGlKCvRklMTp3lo8cBeEvzmeOzv36KhqdnG7pDCoADZ+xG9WtG28/JAGAOSCOH34RPyEXDjkmGpQiNfnLwAYiQb0AKvcQL5dl4lYMdBuFP/+noO6w1yh61/FzUI2HtiPDL/LK4XL0RjrfoicH9TW/nLETvjVMODDnwCEsru5itnI9eTBYH/HLiKVaUs7z0ed7KgF124JXRds5cAmubTQDR69Fxl+Vn3eYS/rtSO/xb/HuMWtqBn6EmSgWV+xkLOy7Etv65RGtIDpS+9bK4FPi/oSZM3xjA8a/9izpo/pTstqc44ZIVQaIEpQRRjGMAlmAgB6TyfZ77R9nkqBDuQe6IlVLpaDj3DPnmXNJLLIBVOhpGgLJqpWHHIsPBB5hJc+YmghFgv1pJNplqCx89DsCd5+jHrx2n+PSzTiyAD7QehHslqmDg5p+TpyMRwEcq9cWmpoHotqU7qvy3Pv4XgsGw5NWkC4AT4Ju05nlzd0DvqID/tNRn9nrkjY8KF3Dnem2vhfDU3EKdA4tTdLFQvbW9FsFTcwN1Diwxeerz1Vsw/E+U/+dPlDuzLdWvUGp6DwuWw/ru8zFhuPhnuK+yuWDE4ntY3MFN7FcZcQobdNsWg9+bSd96kVcS5vYc4bZz5jXM4VULv0LsFjQ/nxIvN6MMN8DYCFiQa0kKPx9nO6FU/w8Bwe4KG7EaebS0gA3BXrWSFOIDOFP1JNVI+rlQPZWOxmncYAvC3RxNefDR6/DXioNZ9K/qtzvweX9UMQD+YJsJ3U/GYF1FG/DdDYnPJKwd9cbjctHGmBxY9nMDrQzAyA8cq9cDWzrPwIw+hZD9pVYS4IyD+67XYdi4esj3OPnQmS8wE/VeOOdCwJxLWNDFQ1J+V0t/jyONBmDopIaiAcwF9t4Yhdk9feDwRvxs6PGzLqDT0r7weXBR7Fcao+ZfR79ZrZFHk9o+m6LlUwaagjADsEmDad2Uv0v0rzGx5gaIn/4usivZM2CRxiWG7VvecFFAvVU/X8qbW/Su3l46OpQQFNe4kY58AGcq5cT9eo2fQwvR84qgfQnwo8aN1DdnCx+9/E9i3k1YWtZe9ezGJxkxAN7gPxfKsEeov2W+bABe0XoVsr55jnZ/GS1daE0Azv/Z/UhXT4yf8x9+XjcaNY6m3OpOKDATla+Vqo9DTQZh2MQGybpajN7CYVvgc/ccGu5JOQNZiF7/tU8xZUBxsz82uEQt6S0esgmlLuxBxVN/iP5mb28zETb6WDTdIm4LRq7ipYPWwe/KYVQOSsf3gY0hzADMAJzKt4DXzRE+F3wh3zS59X7bM35LUP7GRQ8ULVtMSB5Jy6q09BQFDoW4k1/F5ueto5v1FLtC3EmyZYWE6Hnr6LE4it2h7mSeWAB7R9KKbhGPt8wJ9En2FEoogCNyqTBlyUkE/pQ3/vZwCaOMRNyCntnjANyiHqPL9r4pm2ctAE4C36RJjp53FT9vGIvS/yZ//9kSkFI7J+eN3IHKQetQ9tznZ81i9O4XqoAFI7djfpeUmysI0QscvQt2Ma/Rd057s2lb0jtdoz2ul6yH3nMNr8GLOk5Xb4c/Os80O6rnI3qwySBEuqnQbvXnu0B84iSXSQphBmAG4G8dwD1PbzlGiYKsqNTC8qoEZsxQ6egFCvQNUZKLQoCZVM5bS5/GZEHxZ9lIsnuVQvRMPUM2TtmSnpeWLqh9ZqlPl4N9kt1LFArgMesuo9reNaj/53xZALy07XoUengCNc+b2arPGgBsBr6JfRA4ZjcqBW1A+dNbP3WLJSCldkF/lc0VIxbfweIOSsl65m7bCsnvXuGK2NQtEBOGmX+Ga0nPVJuEQu29XVb0W6fFylbiNyS7Xaw6draegNFjRV8WhKb9uXwihBmAGYC/dQA3vP7v9WrB++6MbDyhhdhvTNLXfiwBzlQdHhG0cCaKHWolid/lPsnBV8/cM2Sheiot1c2Y+t3q3DEPhyeNFQJgTX4/zJ+6DbNacRPCE6ZQSxgBz+h5AF7h19Fmb7KUkjftSwPYAnwTkx2+6DZa/z4Mpf/da/hPloBk6ZxcPHgjYjNlxoDf4k9fsXpHv++NkLzF0Xlp8rsLQvV6bn6JeV3zIMu7VyZT56M3bvZFdFncE/keXrLUfLOfD1tyD0MmNUSuJw9EabxxyI4hy4OxtN0XWpCDgzADMAPwtw7gso/Dn0442nNHo+57TdzXtPzd9YykeWz0OKNREhVXmi8wkyp7aelCQlBSoyRVhAIzsby5Z8hC9FQRtDYoRq71J6cVjob32z4dQgC8cvRKFLh+BtX/SnjmKeEWdFD5bnjoXQHd/rSwudRXAmDO0LGBl9BtYQ/ke/ifaGAmdgzX7E679FjXVCEJwB8y2aHPphdY1SJLslOGDzCTBiwa+gfKnNuBCv+YXiyEj96mLrNgE/sBrdZ/2sTL8hfRqAT3XPt/Z7Ylu9sgVGTw8scYNbYGlFp5VlETVD8DsFm72CSseGu+iWfAebVxsf8tdJjqOimGe59L8KGKpHURh6Ea9/iJT2IArIqgc6HHI407mS8EmEnLmnuGLERPpTM8yz6+zp/oxQL4rYMT/HdrsKxOjuT0FjECvuLbAGubL0Hgrwnv6qTWO18RgLlmdN/yBtP7FUJxx1BDq4S8hmRsw9b2UwzPXptsmyYJ6KYmQPEBZtJ8TtXsiNvFa6HnvM4me4uP3ulqbbGzzQTM6lNQ8PcxMWBvsxF445gDrdaNEq1h6hm7aDGhgQzADMAWzpmvHsCqF9Qnx6uof88ucV0gdu1mlZYOBEFejZL4iwawlh6CDWZpXFOutswX6OaeIQsE8DMFRYk1g0lvsQCeN307FHFx+GVMS8kA9h8bjDGLqsHtucby5esrA3C4ZyHMnHAQW6bEL9ctBcAfMtujz4YorGqZVRKAz1Rtg79ajMa0AZ+Xg+QDzKSd8zK7O8bMv4aFnUwvYsFH741DDgxZ/ghL25lfIMTSCXG9VD0caDIYwyd+b6mo2c93tRyLONvMaL5J1G9z0fUaAhmAGYC/dQB76+gPBSKuz9m9vvhm0QDW0WUALmqUZIVoAOuoJk6BSmGuJH44lOTgA2BVFK1CYrFN7U4sLt1jTi/pM2Tj7Qi5dPjegh669T6G+X+PnKFJpnOKuAU9uOU+5Iy4jw67BvG7kH1lAOYadbjRL3hd8Dv03zFQEoA5rZnjDyD786eYsKeLJKB32/oW8zp7wDHhPVw+wDTuoP+zdx5QTWRdHP+/YAUrkKgIwV6wt7X3Xta+drFhVxTsvQOKIjZUdMXe+9p1rbv23rCtmqCoSVRUbCh535mEQEibkujupzPn7DkuefN/990pv3nt3gnMEPv8nsjz6KrZteOqF7DsMcaNrQF3NYePLwt3yNusUoyZfxOLugneXYgr5ZviWKN+CJz+K7d70JGlRACLAP7RAeylpnPKPT1Ve93mGrvtAPBJUIxVyshfQgCcg1KX9Go8V8qIxTh+XACcW037OQGNlVLSgu0dYE1PrqbMJGt5pZT0FQrgR0XKIWrUEkztUSG1GTwBrHArjNEd92JOUAG25qT8zhPA/+SpgJs+9XG9WCNd/t+PGbMi3tkVOZ/fRdrEz5BqHqHK2dUo9DB1QH6LoSiZSFgcF2GZNmji4htoenopKq5ZyL2tFko+8yiEsPF/YN0s/cI3oT3qBSO3oOJfG/HLaX08Zq7ANDZpxYClSPPlE3yXDREM4PAxO1D96EqUO7dLsF/8o55iSmB5ZH9tIe4lB9VXrh6YPPsC5vc0357F4XT7iogAFgH8EwB4R/3727Mv2NPmuGAAq6hGmx6FnmQlr4QA2EtNyxMgQiklSWmCUnudC4C9NHSaRItPChmZwfbUW9MzxLKOkZKNQgG83n8OsqufoPEGk4AOPAE8rNufqH58EX65sZ2tObwA/MbFFZvbhuJimdZIl/BBl7g9c7wK+R6eR5b3GrzPmB1pEhMQk7sEHnuXw6tsHlBL86NY9BG03Tke3k+umWdXYtpmB4DTlcyFgcMvYq6v/S/5qTNPw39/IHwenxUM4BN1e+C+TzX4LeglGMDMUPb+lsMwbZhRpLKkK8UV6Dvb6xMitNkgPCHCnAl7UHdfBEpfEp63ucfWT5jVvxCkAnvi3G9gk5IigEUA/+gAZqDT99z0tENOT7glBMA5X9M86b/iukJKshh8xQWYxn6Va2hXaFFPKSPdLPmbi55cRbcSCdYr3AkrsWwAWEUoSjL5kIUC2O9YPKZ2KwsP5T3BPeAHFVtjeb0QhMzguQCHpQc8ruUGXCrTEpUubELtE4tRkGOquZfZcuNwXX+cL/cb0nz9jPHbuqLI04u6dIS6w04AM0D6vel0vH+tRVs75xqP1/fD87K/IHBTH8EANg1NyRWYxhc8LlsOTAi/igXdzXMEc9W7UqEZjjXog8AZlpNOcAHb1s7TkDbhE1psYf0utSr33UNSGiwRASwC+EcHsFxFD4477v+iy9UFD4UA2PMZrSVJg0illCTTggswUwFYRUMgwSulO5klGMBqeosQtFW4k2i2F5Ml+3Kpadm0wBGllOhWvQgB8MX4wpg3cydmdihqbgKPHnCk31bUvbEe+c+xfkuYQ143BJH6z7EV62Fq52345dx69FzXn809Nn8/UHcI9jQdh7pX16LV6qQISQ4AMFNpo9mfMLtPfri+YrJZCjuYJAI9t37GgWHp8OIREyNe2DEu/Cr6hvtC/vi6oCFoptbBUbGYFlgW2V4zeedSDq4AfuWWG1NmncW8XsLTAu1rEYhTdbsj2L+kMEcAmDX5IBrvnI0SVw8L1hB0oghgEcA/PIDV9ELY3naXG9/b8kwIgA37ZpVSUt/gKwEAvgKiG4LWLeIyPbjoydVUq5QS/UZQlsOSnqeKNnYiGKSQkqbM6UIAvLZQXygKlkaPWRYgxxHAj3KXRfCg49gTnAWxb9laYvK7hR7w1eKNscZ3CWYvrw1y7yFPQcvFmTngiMazcaJoG8wdm9chPWCmpuWlh+FNtpzouHKEXXbOCjuJate2ocoqq9FIWfUXDt+AjB/j0WtRb8EAnj1hL+rvW4hSl/YLAjBzEpNwYuaAIsj87iWrzZYKPMxfDsuGrEy1qpuvUKR/FIrePI7qR1fxPdW+8iKARQD/6AD2VtGH6zZX2VUm9swbQQBW0d9A0FYpJe2FAthbTaM/f0W357nIeSEAzq2mhdIAuxVSUoTLE28JwN5qOkwL5IyREt3bXwiAx3bchArHtqLinylhFpPt4QjgnfXHI51LRvgdHWc3gM+Wb4dNrUOwKUyfvTt5yJiLk2yUMSzC2perCSL8NiDSP6tdc8DGPcKeWz5hURdXZPz8QbCV19v3wI181dA5WD+HK+Q4U609TtT3w+hJ9QUDeEvn6Uif8AHNtwQJBvDUkL/R4I+5qPS37RSH1trItiWKi2+M91hzKe+wMiKARQD/8ABW07ijyz0jcr57miAIwGrK5P5lIlgld/u49FiN/eqtpoovElSLdSMxQgCsy8QEdFZKSVJqd9tXzSKANfR3rRZ/xchIlFAAN170HjM6l0DOpxZ6mhwBPGLMXUzd0gb5VTftAvCJKj2wv8EwhEwubr5oys43pPEq6E/pMqLPwg9YUTod0nh/EaRsDODFgWsh0Saib7jF5QCc9NOXzIn+wy8j3NdyekEuIi/dvTAt5C+E+3kLBvDFSq3AJFYYEtJGMIDDx2yHm1qJrss5bkWz0LhuOxIR1ToNJNQwRMLFAylljjTuj6fy4ui2dCC/E+0tLQJYBPAPDWBKJXINEqLnEiZnGRECYC8VHSuRwFnhTsYbfMUXwMZxpAUCOJBQlFDKiH4DKMthEcAqeiZRgqFP3Iluzw3fHvBbl+zoOu0BFjd0s1w7BwBH56+BBd22YudsmU5D6BB0nESGgJkxiBqQXqdjtm2IzUEsv5vqvXVxx4gp97C0q7CgEcYAVsvyIHj6UYT10ffahRyMXu+R19BrZhfIFTeESOjOGbBGg5kDCqGwm25xP+9FXdbawnUOmKlzb6sReJfFHR1WjRLcjqHLlZgwugrcNGZb7DlpXqrYAqfqdMfQ4FacyjuskAhgq64UQ1HqXfN/HQkr5zsqTf8RN2+HkwihAPZW0zla4EmMlCTvu+EFYErTeGvwQSEl6azdbWx6lj4CbL0ErAxBJ7xKD493WYhubS9fAN8sUAWLmszChL5moaz1pnAA8NHKfaHIXRrjDukHE4QCeOSoO2h0eA7qnNJPqX9rADNtO5+pDXYOmYigIabxNtlfx6ZAmhZ0Ci03TUGJa0fYT7ZQgtEb03cfJJo3GDinoyAN5qSZUw6j6fYQNHjzpyAAMyf13PIRYX7eyPYmJcEXHwAzaQVvlG2EfnO7Wm2HmwzIlB348tlykUEBZzFwuz+KKizO8LD65468Aha0XYhFYRVZyzq0wGsAnlzfsg6sOW2SFqe3O496E0zKMmvzhNZh4fs0PcUJN2cc42GRY4pSXcx84hIsuDWC7eDkPjaA8K3dUXoealo4LbDz9lzCZP4W1AOWq+hKSHBU6U5WG9rBxz5ZPM2R8QOuKmTEfL9GkiCbnreahlFAqZSScC6+NNOjNK23BvEKKdF3GQUAeH+1nrjgVgV+QX6WTeAA4MlDzqDilc3odVX/LSMEwEeq9sfB6kMROiEpC9N3AjCzDzhsxS5dJKpeEcysBPfDFEibfINxr2hVTBhTg7uIUUlG72Sp1thbpBOGzGwrSIM5aWO3mcj8VoPeV0L11+Mxf6lRi6IxJKglPJ7eTT6ZD4Bvl6iNXe3GY8yEulYrz1MYSJ8ReBdnucikXttR//xqVLuRkjOZT0vUWXNjcOBZbJwkfDU2n/qSyzIDD9+5Sl3dVrsCglqRcpIpgF8I16P5zdmdgeKEqzOOC1cVeCYFE6dUBDBf93m/pFVoImZFh+viLwsDsJruBnTbkPS55XgmY/DW0KKUYqtSSopZs58NwJY+Amz5wlTP0kcA3x7wsOFHkemhEn2nWQ7Az6UHPHSCAiOWNkSFT3f0L3wBq6BHjL2H5numo/qZ5O+h79IDNgTi8NsUj7BecmSJ1w/bcjlMgWTv9htGL9YtH4b3PoTZ/XhEEjMx9kCzIbhQtS0WL62uvx4CABw87U+02DwdPjdSOiZ8AMzEy543didmDrSwtS3JXja91X0WINeTO6i/bxGXy2FWRksIemz/ilWtnASdL/gkcQjaquvEIWi9a/6ve8DeGtpaq4XfnXDdvKcwAKvo38QJwxVuhImFxBvA8le0Kr4iRCkj+rechYMVwGr6BwGWKKRkL5eH3VRP/pL6QIvNSikpbjifL4CD/dagwIEDqHpwnWUTWHrAWiJBj9AErBqeBh5JIU34AliZoxhm+J/C0iGp52K/xxC0AcC72o7F3WI1eCUAsASQMQtuYuCsdvCMuc3lkqYqY9BrFvJWF9M546d43hrMCXd8qiNqYCTWhOrhJwTAS4auRomrh1D1+NpkG9iAaWzsx4yZMWTFE0R2zGq1DWx6f7QZjY/OWdDOjtSGg1Y9xwz/kshqNJQuyKl8ThIBLAKY5X75vwawXEWDQFA3ei5h4tQJBbBGK0FTw+Ilxl9swDT2qfwlbUe06K6QkiaCAWzhI8DWdTMDsIpWA0GQUkqSxzz5AnjskL2oHrUQpc6k3vOZbAcLgK8XboDFXTZg8QQ3wQDe0DQET3MVw/Dw1IHzvyeAmfb6bXqniz+c22jY1db1sASQmZMPIssbFfrbmPu0pmnQ69fvb7RdNw4+N4SNyhl64lum6cdBhQCYGU53iY9Ds+0zBQFY7894LPKVIb2VrVlsAGZLj8iFiWPmXUfPiD4oePcsl+KOKSMCWATwjwxgLzXtIAGa355LmAkqYQBW08fadKj/JCu5b/AVHwAzMZyJFnWVMlJFKIC9NfRVItDY+COAD4A91bSThMBX6U6S87bxBfDgsWfwW9BQFLiVOnEBVwDfzVsNW5oGYfzCGoIBPG3QKRS/ewitdjCL2lOO7w1gJvzhV6c06MAxD60lgJyp0RFXyjfDgLDOvF/mBr1BvY4i19M7vMquEAAAIABJREFU6LFkAG8N5gTmm6nbTi2ODNXHdxEC4MNNBuKZZxH4Rg4WDOARi+9h2NQmyPnsgcV2sAH4Srkm2NN2DCaMsTrIxOqfkYvuoOEfc1H3AJP47DsdIoBFAP/IAJa/pG2RiHbR4eSWUAB7q+mdr0Dzp1KSHPyYF4CTPgIUUtJJKIDlL+gjbQbdR4DlN5SJsFkPWE0nA6irlKYMg/MFcPOFcRg2uBEK3rTSQ2DpAZ8q74vT5bpg1NIGggE8aMpzdN02CBVPpw7a8L0B/DhPKQQFn7Q5bJrqAyGP/v+MARfrWQRMMviZg3x4v+0NQFpSYSw+p3PGb+uSd8jx1hq88hmWzSkN13cvBAHY0l5gNmCaGjkp9BxabpyCMlYSKrDp3SxVD0sDVmNBd+H7oq1F9eLtUD4niAAWAfwjA9hLQ1tKtPC9HU6uCQWwXE1vQoJ2SjeSPFnHB8CGjwCljBhlr0/tdTY9JpLWF6BlrFTXk2c9TPUMIwHGHwF8Adw1+AGGDmiEXE+sfAOwAHhHg4m4VbAOxi+qJRjAvYPeYsSShih0O3k6XueL7w1gps7hEXfhP6st5I/Z9+FaA0i3HV+xuFN2OH98x3pNLQF9Y/7uuOtTA70X9OR1vnHhiXMuYuSOPij05LIgAN8pVh0r+0YgxL9EsiwbME2NnTjnAiqe2oimO+dYbAebXox3cSwOXI+gIcLjQc8dtws1Dy1H2Qt/CPYl7xNFAIsA/pEBLFfTZgD6RM8ll4QC2FtFryamge8TV3Ld4Cs2YBr71PARoJCR1tZ8zaYnV9HrNA06xbiSm1wecguLsHQjAcYfAXwB3HPabQwIbA2Px/oVzGYHC4DPlOmAK8WaY8DaToIB3G+aBqMW10fee1dSVc8VwJubTcbNIrUxdXZNm27kkg84dNJ+SF88QncOw7/WADJ8yX0Mnd4cnk9Y82ukbm9Sj/pg9gbY3zyQ14Iw04bPmH4MLa6uQIOLawQB+HHeUpg19QgiukoFA3jhiE2ocHorKv5tIcQph3zF9owmGIyeN3qbbiFZ+bM7uDxijikjAlgE8I8MYM+XtJFTIvxv27MKWk0vEqCPQkouCwGw4SNAKSVWc66xAdhbTS9/pej5VEaucnnyzXrASSMBxh8BfAHce8p1+I3qBK9/rHwDsAB4d90xuFSiJaaEVxQM4IBxj+C7tT/KXDogCMC+EV8AiQTpP8dj2RAbq27d9fK20hEeajoIN0vVR2BQC9ZLYg3ATESsFhunwucmv0VUBr1Tacpj0YjNCOsrPKpW8NQjqPD0JHwPThUEYEvRsNh6rKYOiwhchzIX96DyyQ0Wfcmm9zxXAcyZuA+h/XmmtzSqje0jgPUiCykgAlgE8I8MYLmG1oMWI6PDyd+Ce8BqejaRwP+Je0oiBTZgGvvU8BGgkNmxClpNz1NgQIyUXOTynFuYA2aWDfsppSSZFnwB/FvYM/hN8EWJ81ZStrEA+LJPM/xRdwwmLagqGMBTB/2FUtH70GKXSfB/U2CyOGlgiBJE4oSFI3NbfuFzAPDVso2wpu8izOmbn/WSWAPIrEn7UfzKITTZnRxkjVWLKWDQu/wxHyaHXcKSztk5nWep0PJBy1FBcxqNz64QBOCX7p6YFnIa4X5ywT3gyCErUfT6UVQ/lrK329hWNgA7Irwn20eAYAfbOlEEsAjgHxnAnmpaywmYeHsuOSEUwHJ79wEnfQQoZaSBNV+zAd1bRU9/dULgUzfCaY+EGYA11J9Q9FdISXK0A74AHjL6FBpGzEDpM6l7n8ltYgHwM2khzO21G7NCiggG8OqW8/FMVgijwpIXc+uq5zoEbez/bhEJ6L62L2qf1uWmSHVwGYJ+kTM/JoeexWKjoVdr19caQOaP2oIcsffRnuf+VYPe7bgcmBB+FQu6Ww2yxsqNqP5LUOrNZTQ7HSkIwHHZc2JC2GUs6JGyAIoNmKZGMR8BBe+cRs0jKyx/EFlYxGZc0DixBGuDrRRg+wgQqmvzPBHAIoB/ZADLk/a/Rs8lTLBboduQTlCK8TEycsrgKzZgGvs0t5rWTgOMV0iJ1Vh7bHpyNY3RAqOeSMl6Li8CU73cL2llp0QsUspIWcP5fAE8s9cq5D18BNX2r7FsAguA3zm7YvCUF1g5Iq1gACtyFsO0IWexfHBm28Dk4KTAGQ8hU93H6HkNBQE43iUrhkbFYnk7F9barAFprV84pM8fouGe+awaxgUMendfumJUxD1EdE3qsvNS0Rde1XchfN7fRou/IgQB+G1WKcbMv4lF3XIk184XwMxHgPfDy6hzMFIQgF9nz4VJYRcxv4flEQ0ubmH7COCiwbuMCGARwD8ygHO/pJXSJCLsdjg5KBTA3mr651dg+lMpSY61xwZMY596aWh3AkxVupOUMToTp7PpeanpTiLBOqUbsbxKhUXPS009CHBeKSVM6HfdwRfAy9sEQ/soDs3WpARcSFUth1jQI8bcw7BlTVA2Qb+Smm8kLGbj6sjR0ahzbDEaHU2BlpAe8OhJN5Dx4xtMmmWeXIJLD/hTemf0X/caUW2Tw2tbfZSsAWl9j9nI/ioWjXeF8Xp3G/QeqLIgYLkSSztl43W+cWHmI6BAwkO0PjlfEIDjM2XHiCUPsLhLSpYsvgBmPgJyK2+j3n4mZ4r5waZn6SOAr0PYPgL46nEqLwJYBPCPDGAvNS1PgIjouboQjoJ6wEwuXy3BzBh3XUYl3cEGTGOfJiWE2K2QkpTsATwBLFfR+USCewp3spDLg23JPm81pQopSY5sxhfACzotwKOM+TA8sKllEzgAeNqgk6h8eQN8by4WDOALxVtgVdslWDgiZdhVCIAHz3qCEjcPos9q86T2XAAcl1WKUYvvc4Kf1UVYU48g2+vn6D+3C5fLmlzGoPfPcxf0X/cKK9uwfwRYq2BtzzDI8QwdjoYKArClUJJswDS1hW0kgE3P0kcAL4cmjQTY+gjgq8epvAhgEcA/MoA9NLRFGi2WR4frwCUIwHI1XQ2CQ0p3khzslg+ApSqayZkgViElSRGQzT3OpifX0FHQIptSRsZwebAt6cnVNFZCUfaxjDBJwnj3gE+XbIZVtcdgUp+qggG8tdFUvHAvgBm79TFJhPSAmfOC+v4Jqfoheq/prdMRAuBui78gfHhOZH//0qw9XAD8T4FyCJu4XxdCke2wBpBI/ygUvXkc1Y+uYpNI9btBL/q1FKMi7mJJZ2F5ihlRJiSmx5dnGLWuuzAAMyMB6+Owsk1Kih02YJo2drVfuO5DpPm2EIt+YNPjEk+azcFsHwFs5wv6XQSwCOAfGcB5VDSnluBy9FzCxJcTBmAVDYYEcUp3kjz2ygZMU596q+nbDxQeahmxGDWfTU+uoV2hRT2ljHTj8qBbAfBNLUFPw2puvj3gd87Z0HnGQyxpYOVlz6EH/MItH0L7HsL6hfoMPkIBjPdAQPAj1Du6AE0Ph/EG8MzB+/A+kyumBley/MLnsAr6fOXWONg8gFP4Q2sAERr8waB38avwaFqGhi8dugpVnx5BgwvC9gHHZZVhzKLbWNwlZR6aDZimTmf2VGd7+RS9F1pOdcmm9zGDC/qvf42VrYXn2RM6HcDlebRaRgSwCOAfGcBM25ih19tzCROKURCAvTV0ENWikFJG/A2+YgOmBQCbhbM0LsOmJ9fQuqAYrZSS+lweeCsAvkCB9TFSotvzwhfAzDntpz/GuP414P5caW4GBwAzJ/Wb9hLTNrVEKeUpuwDMaA2c/RwNjsxD/4vBeqBr2L2zpfkUHK05AIuHpQSOMD2LSw94Zd+FeOkux7AZVrd3J8taA0hA5EP8tnY8qpzktLbOTO94xqrY5BvC6SPAmmfCxv+BtleWoNKtvYJ6wE+9imLByK0IGZySbZMNmKa2MB8Bxa4eQbXjlhf4sem9zpYD4xbcQERX9tEIa344W60d0n96jzIXOSUcY7/RuJQQASwC+EcHsFxNn25fU2pDUc31eJcgMCDmdXhqaCsnLbooZKSNHQA+mghMfSIlFiMusAGYS05hNqDLNXQ0tMiilJGxQgHcfcw11Ny1HA23LBAM4L21hkPrJkPfwyPtBjBjxMSx56DN6IJh23oi+9XzNq9t6OA9eJjnFyweZvtFzQXAc8b/gV/+3ozqx6ysCjeyxBpABq56gSnDysNdE8PrnjTo7ZH+ihMN/BAwgz0YiLUKps48Df/9gfB5fFYQgO8VNf8IYAOmqS1zJuxB3X0RKC0wFvQTLx8sGrkZwYOTs23y8ue/VlgEsAjgnwDAF8L2trvc+N6WZwIBXNFJi3CFjFQWCmC5mq4hwAGFlFhMpssGYHc19XAheKRwJ5xW21jSMw0IIqQHvKz0CMR6F0bvIAtDhRx7wCrXPBg38ib2BmVyCICZa3Kg/VTsrOqPjPGvUPj+KeR/cBrSVwp8zJgFTz2K41bRenjkXRb5H53DhFDbYSgZPS4A7rnlI0IGFoFMpWB9f1sC0nuXrBgW+VhQEA2D3twawbhdog6mjKjIaoO1AiMj7iIkqhk81fcFAfhyBfOPAL4AZj4COq4ItJoKkE2PyWu8rct0jBvLfm0FO+pbnCgCWATwTwDgXYF/jXrf+8Kse0IAnPsl9XTS4rRSmrKNiA2Ypj6Vq+lMAmgUUhJqyd9c9LzV9PEXJ9SIdSUWxn9Tq1rSk8XTHBk/4KpCRnTLh4UA+OrrvJi54AjmtLEQ/YkjgJm6l/bejvIPDqDcMcv7Pq0/lUm/vE9dwgDMFSUG41KZVnieszC+pEkPEIJM8RrkfXwRv+0YBdmrJ5xeo2wAvlWiNrZ1noaJo823MFmqwBJAbhevibW95yNoSClONhkXMuiF1QxB+k8f0GrTVN4ahhMGrNFgdXAhZPnwShCAT9Y1TwjBBkxTY5mPgIDpzZArNjnjZ6oibHqXKrbAqTrdMTS4FSc/uMmATNmBL585Ff92hV4DYDYGcsq67kAz0iZpObreBBMbmeWeQuuwEF01PcUJN2ckbwd1oEdsS1FM0k1hBgtujWBTObmPC0D4WOBIPbmaLu58daHn+GODLwkBMCglcg2+KqXEydAGvvYlAdhTISUWk79y0ZOr6U4KrIiRkt1svrSm562izz46o7QqE3khBMCxt4ARW+5hWEAT5DTNisQDwB8LFMf4TnsxZ6o3W1NS/87UwRxWAMxlDphLhWwAnhZ8Ct4Pr8B3WfKyAJuylgCy0TcET7yLY/g0Jl8Iv8OgN6rDdlQ9vhrlz+7kJ2BU2ndnIg4FpIGEUkEA3t8iEK9dPdApaniyKhswTY0dsEaNmQOKIPM78xXpTFk2vRP1euJ+kSrws7KIy7S+PIWB9BmBd3GC3eaYE18B8HKMFC8V4WvVbFdjCuAXvKxKVZjmN2d3BooTrs7gFzhduAkpZ1JMFAEs0JHeKjq+/j/b6837o81xQQBmFnKp6PNPGVHyRWai0r3/xyZ9EXGcU5ZrKLN6ua/SnVSx1AwuenI1ZW4CiVKqW1Bm87CmJ1dRZtBrvlJG5gkF8IyIY8ilvIueIf1S28ADwB5ZgBFdDyN/9J9oftTy1hOLDfwPAPhzuowYuFbDKQKWoQ2WAGJP9h2DXtcR0RgS1BIeTzllqTRzqSGJwbqZ+iQGxvmK2e4xw++buwYh44e3+NVoCxEbME21fXdqsaqlxGr3gk1vb6sReJfFHR1WjeJkNpseJxFHFBKHoK16kdY3B7A2HlNqr+W/jsfeS/V+DLQigAV60UtFe1aIPTVwzeYafwgFsFxNLxEKP4WM6PLgcQGmsbneapqLAheVUmIxVh4XPbmamiVUsOYSqz1goxXdQgH8sHBZRI2JxLTu5e0C8FdJGjQd9wFRI3h8jv8HALxo+AYkOqWB/8zfON+Rll74/da9wpw++eDynn83zKBXbx7F6hacBqks2mqYvw1dp1/EJQTAU2adRp4Hl9EtclByHXwA994lG4ZFPrS5l5lNb2O3mcj8VoOmOyzO8Ji1nU2P84W1t6AIYBHALPcQp6ebC0D43KuO1GMWHxVS357/x+pi6+0A8AMCLFFIyWwhAGbOMe1FG/uDS3s9XlKvtFr8pZAS1nFba3qeKlpAQrBPKSWFhAKYsXvc2mvoO6kL5P8YJaPn2QNmdObUDMXj3GUxZonVMNnmkNddgNR/FhKIw9b9aG0I+lMxFwxa+QLLO2TiczubDaFeKdcYkUNXc0rkYKkiBiCXC9XBFN8tqUJA8jIKwJ7Wo/A+UzYEnNTHdxEC4BlBJ9Bm7XgUuZ0cKp11yNjYzhc58yF08iHM7qffG26tvbbs+33gMuS/dxa1Dv/OyQUigJPcxOntzsml+kKmUQ6uCZ8DFnvAepdyukRcAMLjMvLuYdrS9nxFS+Z8++zgiUiPpUIB7KWmUyUUCQoZma57//McgmbO8VbR/VonhMe46eJSpzq46snV9CXSooAyG2GWb1g9bOnJVfQB0qHBqkHEV5JJN5SefDAMJRayDXokbfFk5oCZ42D7IVDnyoMu4QGpTzZdT2SFU8wQtO6F+haY320rKl9ZjwrXt7PfIv9yD3j6ppPwuXYErXkuejJ94W/yDYZLfByabbcSV5vFE4zezuoDcSdjEfhGDmb3m5UShv237R7rt1IJAfDA1SoED/JBlrcpm7D5AO5s1XZY22c+FnbLabUdbHrzRvObC2fTE+xQvieKPWCrHhMBrHfN/z2Ac8TRvJk+f7l7fV66IMEA1tAWEoruCinRLbPkCkzju8tbQ2dQLeKVMqKPGmF0cNXzVtOHWoLQGHeiD6Zs5bCl56WiCyQS3Fk5lEiFAvhtVjcM2fMMUdWNho8F9IANkbB6hXzAnOl5kC1eN8Vu/fgXAXwiR3ec6OSHiWO4rXw2boTpCz9g2WOMG1sD7mrWBe0WfcHoTe65DWX3rUX5szv4vvaTy0+afR7dlgxAta/6NNN8AfwusxtGRdxBhElKRj6AO1WnG6KL10Kf+T0EA5hZFNd63QQUu8ltfQ4f+wQ7l8uJIoBFALPcJ//3AGbaV/DZh/c715ZZVGzE3ZFcngvTMh6vqDxtIk4qpESXmZQrMI11vF/SNjQRHZQyYjZ5yFVPrqJDQJBHKSVGXU/zFtkEsIb2JxS9VwWQ3UIBzNS4NiAc0qcP0XBzUlYiOwD8PkNWBEyMQeRYq+Gy9Y38lwAcnzE7Amc8RmTnrEJun1RDskwIS2b70fyeyYmpeGsyAGkZ/AqhfsLmkA0Vdt+WgPndc6GIm371MV8A3/Wphi1dgjB+bI1UbeADOC7zt2x6zHz64JA2KHaD2w4VNj3eF0ToCSKARQD/DACufff2/fbXl5zt99v8rkKfFbmavpKkQb7H2UkcV2CmAnAczUsTcEQpI2abaLnq5VbTQmkAJrNSEVvtYNOTq+j7+RNl4dmh1kXFMhxch6CZ8u+yumHUpjuIaJQU0tEOADN6L1zzYsrQc4iYaCNK1b8EYCbk5djOtZBbckfQ7WP8wl8wcjPKntuJqif4hZ80rji+WlkE+a5HUB+bt4FNWxV5SmHRyE2YNaAIrzlbY9GjDftAka8seixOvSKeD+DCxu1G7UORKHNhj1V72fR8d/FbjMamJ+giCzlJBLAI4J8BwN3O7jqVOeHNp4U1fDnFUrbkE7maHiEEQQp3cpQNcNZ8KlfTdx8AD42UvDMuw0fPW0UfJaRFrWfZidUQTGx6cg2dV/t0ZMGe+/o2Fgpg5ryw0F3If+scWqwM0vdOBcwBG9evcs2LCcMuY+HEHEibaLqp8N/pAQ+e9RTjQmsi564HgIX4I1zeu4YX/s23Hpgy+zzm2dH7ZerbMmIRXmXOgb4T23Kp3mKZw00H4ZlHId1eZqFAspZBiI/e8CX3MWJyI+R4ztDI8mFLL9aTf0IKPvYJdjCXE0UAiwD+GQAc8sfkzSfyNvXZX7yC4GCxXmoaKgGeK6RkDhvgbAD4DgiClO5ktWAAq2mEFrgeIyVLrNXDZh+zMM319bODC0I9Uq184dMDZuqOz5Id/n/EYkXNjA4BMKMZk7MYJgZegn9Ua5SJ3pe6id+xB/zaxR2+gQ8wdVoZ5FA/As7AbgCPbrdZl3aPawAPa9d3yqIrGLG+O5z/ZpaZCjuM9yELBdLUkL/QcHc4Kp7emsoIrnpfndKg9+YPiDJKZWipNbb0LlZqhb9rdcGQkORQ7awO4Wofq5C9BUQAiwD+GQB8dHHNeYFNt3W+KndPyZnG8+HxUtOOEqAZE82KDXDWpL3UNEACMBGxhgkFMJf9wFzsK/3gSWzAuma58jy7mmwKXwAzJ+7vGIDXUk90mjfM7h6wwRDGjqETY1DjfBTaHGDijyQd3wnAd+p0QHiLJQgdlx+Z41/qPy7sBPBb5+zoPOERlnbMxvPOS108NndhLJq0E1FBRXnP2Ror9V/7EqH9CiBT/GvBPWC/TfG6FdBSk8VkXAGn9C6BpYFrMYMlHKctvV2/jcOXdBnQdt0Ezn7lah9nQaEFRQCLAP4ZAMwAqaR/wtiPOdJmjyXkg5DnxUNDi6Sl2K6QEh8ugLNUh7WsRrz0KM0o1+CtUkoMEV3NquKi1/zY7r/Sks9V/TemrAkTAmCm8pGb7yIgsBlyuZrE8uWwDcnWtdhZfzwOVR8C/5VtUOThyW++COtj+kyYPWQ/3BJeYvralinpDR0A4JmdVyLP6aOofizV4AfvW3F7x8nIkkUL34NTBQM4xrs4FgeuR9CQkrr6hQDpibwYFg3fiGD/EmZt4KrHpAC8VKk1Bs7uYNMPtvQiAtehzMU9qHxyA2dfcrWPs6DQgiKARQD/LABu0POfHjFZ8nVRyshfQp8Xbw39rHBDlvfjyGjB+YXVVPFFgmqxbiQ5Bx0XYBrb7KWmZwnFYqWMrLLUFi56f/pKJvealTBpxdT0cNIm6mSEAvivRp2xvfc0hE0xiaBuJ4AZm24UrItdDSbgU/os8N02CIUen3Z4IA4tIVjdcSFOVemOX/cFYcD5GTp/JMeWthPAL2tXRVC39ZjTnTWGCuutOWC1GjNWNEexx2cEA3hT1yA89fJBYFBLwQA+3GQgnnla3ofMFXDMxwTRalmTSdjSmzD3MnrN74k8j1JGcticyNU+Nh27fxcBLAL4ZwGwX+uDjf+WN1inlBELyWy5PUpeKnqVUky9O48wn/1EyL5iuZouhT4s5TJDrVyAmQrAJvuSTa3nosdEwtrVbOIkKpGg9VF9eGmhAGbO3dJ3OtJn+4Dm+4NSzHEAgA1iB6oPwd/luyIhnTPqHo1AnZNLkCbxqx4gSRMLfJMx3M9XCQfrDcX5sr+h+umV8FvdS7fxnS0ZA7e7JaXUmGV3MXJdN2Q/fpbvqanKXynXFPvajMCiyFr6D4THwuSY/b/NtgajQtIeYiFAshXLmqvemPk38MvfW+wCcK8tH7G4Uzak45HaiKt9wrzL4ywRwCKAfxYAh9aYVXpF2RFxShmxvuOfxRleahooATxuz9WtYhYEYC8L8OQCTFPTjLdFCQUwMksm9ZicgFWT0tgNYIbeEzddQI91/ZBXcUlvkgMBbDDwYvGWOP6LH276NIDHs2hUPbsGhT8/RIV7B/D6me3ZBY2rHJdKt0CMZ0lcLfkrMn6IQ4Ur29F253hIKBNvXX84EsCOGDI22DVr8kE03jkbDeP04cqEAPhNVhnGzb+eKvKUECAZzyGb3n9c9diyICVfD93ue/P2qmV5EDz9KML6WMhdZ+NZ5mofD5QKKyoCWATwzwLgo3mb5xzUYldlhYyUFva0AIY53Oi5ZLNQAIPSdN5qvFXISAaDHUIA7K2ms7VAbIyUhAkFMBOIY1P9YLh8ikOzUzPt6gEzJ7+s5Ymxk65j6VDXbwZgnfB7fW/9zxr9oJHmw+kqvviUPhOg1UKq+gdpEhMgSfwK509v8CxnEaRL+AiVLD+yvnkO549vUPnsWhS9dxz5H1+weCs4CsB3ilZFxMjN2DpFn4NDCDANBj7x8sGikZsRPLi4oDlbg87BZv5Q58yHLsuHpnxwWAGcteeEbfEUF8DZmkPmCvRr5RrjcJNBGD6tKa9Hmot9vASFFhYBLAL4ZwFwglMaSSn/LxOUUiIR+rww58nVVLllffktxV9ceidkCJrR8FbR018lmPDUnfyp44mA2NLyl9QHWmxWSonZ1ioueoZkDG+d3TBkZCyiJqe3G8DMPuB/8v6CNe3nY3JIpW/SAzYA2PgaGoB5JkNJfE7nArU0Lz5myIpsb2IRlyUXit4/oevtur55xunSOwrAfpvjsaBbTuTPoY9Sbw+AmbjN+aNPo97BpXYBePKss+i63B/5750XDOBDzQbjRc4C6Lp8iOUPGA5AN96HzHZRrAFzZd9FeOnuhWEzmrNJpPpdBHCSOzjFOeThWjEZAw9ncSvK6RJxeeFzq05f6lvp+QTQRglaTHqWwzwhAlf7mDncLlfm5xp3fMhloQD2UtGFBMijlBFdNnah7ZWr6TlKMCjGnaTqynHRM86GtKXudHxJkx4dD47glIzBoq+MAnGc+aUjzpZvj4DV+kU+podxMgaufteV+07bkBwB4Kkhf6PjyuEoeOeMXcBkmq2WeWPMgltY3l4/pi8UINaGbPnqjVp4C1WPr0XzrWZhzTnbxycfsjX7QiftR+UT61Dt+FpetxHf9vIS51NY7AFb9ZaYjEHvmh8NwPEUkCmlRFBMaMYhzBxu0RfXQnasK71JKIBzUOqSXo3nShnJbBeANXQeKEorpaSm8Z3MF8DMuUOGx2BiZCW4bXtqDkyTbEhsAGZ+/6PhSNwuXhejljb86QDMhFfM+fQuOq0cwRlItt7bTA7icmd3otJfm+zSi+q7CB9dsmFAWOdU1fEBEpfgGVz0+ORDtqbHR8O4wVzs48NRwWVFAIsAZrl5figAFxlOt5KvWK+UEf0GSCEHpenyqRPf3whPM0MogJlq5Sq6GU7YrHQjW7kA05qpchVVJ2ZAkadn8yKZAAAgAElEQVRZiD6iPscetWk+4GsFG+NwpUEY7ms+n2aajpALgJkye38dgddZc6PLzpT5RubvP3IPeEP3UGSNe44mO+cku8meF/4/BStgTZ+FmDyiot16A1e9wIRRlZHz+UPBAP6rVlfcKl0PfcO7WX162NrLNodsKmxJT5mnJJYOXY0ZQ/kv6WCzj+9rwU0GZMoO8FiIra+CSSrK5OTg9Jbla5WN8oYIAo6u1zR67HM72mZhXV16ihNuzuCWccOB7gLVpW0lLsHf/Upxq9AegFjy07fUk6vpEwr8EiMlsUKvUfV79x71uhR6vHvHZYJXVHu+pI2cEuGvkJEm9rRXrqL+kCCf0p0kU46LnimAGV/M7bwLNZcvR9m//kj9ghbQA9YJZAIOVvfHrYJ1EbiiRQpAjPIB87oG//Eh6Lljd+kSw5sOzdrzwjceyjb4SoieraAXfPSYYV8m/GTJK2ZprTl/IFhaCGbrPrBkH18NY30+7eVyf+YpDKTPCLyL41LaqMwrZkiN5zmOKG6URdQRcskapgB+IVyd5jf/LslAccLVGdxyTgqv2vxMCiYcnwhgoT41BpJcTZcRirMKGfldqJ7/iZWH3qR3dV5VqTn/5LBGlXqr6LOPzij9KIgw6WQEbWti5OQq+u6zFDlfEPKe+X+hAH6RzRsT+l5HZL3UafeE9oAN25A2NpuJx55lMXqJPhfGj9gDnjt2JwrcPYNft800u62EvvD3thqBMzU6YXpAmdQfRBwWOZkaMTn0HLpGDkL+++Yrv7na994lK4ZFPsaSztltPjpsemFjd6LmkRUod343p0fQkl74mB2ofnQlyp3bxUnjWwKYrb1WDRSHoK26RpwD1ruG0yAFlxc+n6fkW+p5amgrJy26KGSEe/R2E+OXbBm0am61WW3v5nJ24dMu07JyFQ2CBG+jw0h6uwCsoSOhhatSpovQJRjAuoBPkk64VrkJ+k/ukmyuvQBmhC4Va46odpGYElYOJah+njn2LU/v/Ud7wFNmnka9/RG6hUmWDqEvaN+dWqxqKTF7CPnq3StaFZt8QzBhTHW77DvasC8U+Uqjx+L+dgG42/YvutXhWd4lz5rw1uu7Pg5z/eRw/sD3JhK+iM2akXyvR7KOCGARwCyvwB8PwJRmlKihUcqIYHgyHwh1eyl7P83i1TJGSi7yxEhycU8VLSAh2Bc9l6yzB8CMoFxNvyjdkQGEJHL5gLE0BG2IhLVk0mqUOHcIVQ/ogeIIADM6bzLJMHzsAww4FICml3//vwfwP4V+wYwZJzBiUgMUvX3K6m0g5AXtiEhTBoPmjd6OqsdXo/zZnXYBeEbQCbRZOx5FbLRVd7/Y6KFfrvArTjTwQ8CMlCkJtufHVE+RtxSW+a80Gxlg0zH8LuR62NIWrCcCWATwzwbgJFidoBTjY2TE+lvThmMYwE2rvaDChtKDlAopGcD1wbdUTq6mN0cfH3ql25V5/9i1qEtDN4OCKqWkvb0AZuwcuO8FgjsXR5bXaocB2ND+5b0246tTOvRZ1goSaujWcvDif6gHzMRTji5RB/7BreH62vZyAr4v6NM1OuFa+SboH5YyCmHsHT56j/KVRtCMk1jWMWni3YKbuehp3L0wft41LOmcFGTFxuWypRcxbD3KnN+Nyqc2crjg+iKmegd/HQJmS1WX3wM4awj1H5cKuPjPoo4IYBHAPyWANXQUtMimlJExXB4w0zIM4N6nzZSmwsB3I4wjWgnR8tLQgXlf3Qvcv7LwGnsAzNTtraLPP2VEyYfBhBkjtDmnbKsHzGjd+KU+fh/3O8JbyB0OYGYO+O/CzTGpww502D0STU6krBi26cP/AIAfFiiPBaO2oNyZHeiyIpDTJefzgv6ULgMGrHuNFb9ltKrNR4/pSVc5vjY57rMlUS56q/osBAGFb+Rg1jbb0vPdRbG6BaeBteR6TPXmjtuFmoeWo+yF1IsFWQ1LKsClvVy1LH0gcD5XBLAI4J8RwExCeqevWC00LKWhh+kTQAtpgd0xUsL9c96Cw0srVerQvR021u9/lP3tZuOCealpcwL0jJ5LrtgLYKaa47/2xI1fGiB4oz5dXOwtG5UbBeJILsUSCzom3gnhPXZA7ZYfnXcORYl7+hjH1p/KpF90S81SDqHJGKzVYykQx8erLlg1MwLPvIqi7ZpxKHGNxVZj+3gsmhqz4CYGzmoHz5jbdgOYbe7XUAEXIDG5fxf5ypD+M3s2T2t6Z6u1x6VKLTFwdkfOjLIEOMaWMD9vznPIppVxaS8fAwXriQAWAfwzAphps1xNP3zSooQqB2EeA16HAcBFA+lf0GKkUkYa8BIwKTxtb9C2C161C+wuWbmUPTrMud4qum/UycCX3S7PtTmkzdYDNtixs+cEOOdMg+67JjkcwIZFWE9zFMW6luFQueZDt20DrIP4X+gBv8vkhl1NJuDPmv3R6fehqL9/Me9LxPUFvThwLUpd3IcqJ9fbrIOr3sQ5F9Ejog/y/nPZLr2jDftAka8seixmFuuzH9bsY1aKM6ufy3Jc/WzpA+FyhWbY2GM2Zg0owm6IlRJc/ce1AsF6IoBFAP/EAJ5FAJVCSmZzfdAM5Uy2NcVoCSo9cSfmIaQ4CjN6lfq/HvrSJVupWFei5HiaxWIeL6mX64e4G+cWZw+3NaTNFcBMJavDVqPE3RMos9TGzi0BPWDTVdBHqvTH5RItdcE7Kl7egJZH9Hl5k4/vCODbXhWxsF4oYnMWRYu909Bw+nwgv7Arw+UFva/lMLzJlhMdk6Jn2aqJix7bPLKxPpveiMX3MGxqE+R89oCTAyzpJaTLgP5rX+H3ds6cNKzZt7JfBLweX0fdA0t461gCumARoxPZ/Ge1DhHAIoB/VgB7qGnhtMBOhZQU5fsQGgPYS02nSigSFDIyna+OMdBDaswpu7pcoFohJX5CdQzn9Ti746RzwvuERTW61LOmxQfAzCro3lOuoe6KOaixb7VlSQcA2CD8JIcP1rRegOiCdVDp8gZUvrweZW7v+eaxoJ/lKIg/aw5AdKlGyPQxDp73zqHr5qH6es/gmwH4VG1f7G8xDEFDuQ2AcHnh91+jRpB/CWR/zYQjsn3Y0rtSvimONeqHwOm/sskk/25J72Td7rjrUwO9F/TkrGMJmP3WvcacPnng8v4Nbx0RwEkeMOz/4DcVz+5vMRkDu494luB0ibisuuVT7/fS81bRM4kSDH3iTs4JtS/Xa+qd7guOK2QkLx8N47LJc8pDaV8mMIcqE7Ejhox+H3CpwZ/GvE6bPv9LKz1zvgBm7O029iZ6BPdGoZsMjUwOBwLYoKwlEpwr3Q5nynbCjcINUPzeERS9fwwF7pxBoX9Op7zw3fX/jNXwuwJvMstwtkIHqKT5caN4I11Kw0IPTqHfyUmQa+6m6H1DAN/1qYYtXYIwfmwNzsazAThy8Ap8TZsOA6ysojatyJZe0PRjaLVxMorePGGXfZNCz6LxzjBU+pvJ5MnvMNh3IHtDHGw+FCOmNOYnYFKazX98xQXriT1gq64WA3HoXfNjA1hN/ZiwlEop6cPnoTP9QPBW0UdUgslKd7KKj46hrEGvSCBVSbTwUcjIICE6xnoHCv3mEdB0c1mllFSwpCUEwMwirCnLz6BdxGgUvWzyQv4GADa2Oz5jNjzwroLogrVxtUhTPMtRGLmf3YbHs2hkcfqE/LFXke6JEi7vXyEhbQa4vn4KrVMafHFKpwOshGrxOltuPPYuC42rNzRueUAlEqT//B4N/wxHiZsHkEt1X1elI7IhGdtu7QX9oGAFrDWJ88zlutt64fPJs2uoy5revcKVsWxIFEJ5zrea6sV6FML0kL8Q4Svj0jyzMga9SS1XodjVI6h2fI0gHbb2ChUVAZzkObEHLPQWsnreDw1gUOok1+CTUkoM4ck5OdAUwHINrQuK0Uop0cda5HmYzCm/+wAU0kgJt+S1FupKBvpQmiCRwFnhTsabFhMKYEYnKOIYau9YisqHjRZ/f2MA6+w3mgNOYMCaoyBicxVF9C/NoSVOiP+aFu9dXKHwKg231zGQJH4FJQTxmdxR6MFfyB73FBQEnk9vokT0IWR7Y3l49nsA+Ey19tjVfgJCBpulc2a9e2y98PnO1+o+OKys0p4y6wyqH1mBOoeWsdpk64NjdZ8FyPXkDurvW8RLxxSYDeckYFk7Z6RJ/CpIRwRwkgfEIWhe98/7MdCKsaB5uSx1YVtD2nI1XQ2CQ0p3wjmpqCU9bzU9m0jg/8SdpGQ652hzKgCr6G8gaMsE1OB4ulkxE6CfBMVYpYz8ZVzQHgAzOuPWXEWNP35Hw80L9LLfGcCpXvgCh6Ct+fdbA/hknW7447dxCO1fSNAltgZMJtykS/wrNNs+i5euJb3bxWthV4eJGDO+Di8tU6B/TZMWvTfGI6otE21V2MHYd6pkK+zx6YIhIYIjyCZXLrjHasV8wXriELTVG0Icgta75sfuATPZwNS0lhMwUSElnN80VgDclAL9lFLCfbVK0u1nNqStpn9+BaY/lRJBqbeM9fJQmkGrxiuljKRafmovgBnTl46PQrovn9FjZj8RwDbYYvyC3v3bWMR4l+C9FzbVB4eFHisTFnON33xMHlmJN+UsAWRc+FX0DfeF/PF1u/T+aDMaH52zoN2asbx1DCcw9k3psQWlDm7EL6e3CdYx1mP+HfvYbimdgAjgJD+KQ9COuaGMVH54ADNtZeZwE9Ki1rPsRMHFg9Z61N4qejUxDXyfuBJeby1TPa84mp8k4IBSRgpysce0jJmehnYnQGele8oQuSMAzNR7tGUfnGrWA5N6VQZMF/GyBOL4UZIxsF0jwwt6RMcd8FTewm/rzGYE2CRS/W7phd9/rQbjR1VF7qd3eWlZAgiXnL+2KjG2b8AaNWYOKILMHBMvWNLNkc8JjWd/wsrWvGaKrJooGJhWFAXriT1gq9dI7AHrXfNzAFhNJ1AgjVJKmMTLrIdVAL+kbWgiOihl5DdWEaMCVnrUs7VAbIyUhPHRYspa0vNS0RWEQKOUkpFMGUcBmNF6UKwiZiw5iRHzGsDnntHiLBHAukuXsYQM/kP+RvW9kWi2I5Tv5TQrb/rCnz1hL+rvW4hSl/YL0jbVG7BGg5kDCiHzOyZhLf/DoLc5T1fcKl0PfcO78RcxOuNSxz44X6wJ+o9vaZeO4WTBwBQBbNv/Yg/YIfenschPAWDPN7SgUwL+UkhJDi4etDWn7K2md74CzZ9KyT0uWtaAyfzdNM+v3XpquhEU25UystmRANa1wSULpq/+G6Vu7keHbTrGw5AP2NTuHzEfsLVrw/QmN/cKxcSotnA/mmoanuvltAngzV2DkPHDW/y6LcQheswQ+ed0znb10g2A6xFwDX3DukCuuCHYNubE8UtvoeOhIBTbxiQNs/8QAZzkQ05vdx7+FgHMw1ncinK6RN9r3y43k81LcbFPrqbntBSRT2TERrgnvTYLgDtRoIlSSiynsrHQCGt6XmraUQI0U0hJZz5tZ1l0dp4CA1YHkGaSTEjV4zekIzQDZjH9X7jEgt7bYDiO1egH/8WtIH9j+cX7swB4zrjdyPT+Nabs1PcAHT3nuCP3b7hQpS0GhQper6ezywCkx7EZ0GfDW6xsk47P7WbxA+FywTpYWX0sRk+0GguGUx2P85bGquErsDS0rMP95+jrwVtPHIK2eg+IQ9B61/w0APZW07IUiFRKSXm2NwMb0L019FGCk/1zyowdcjV9oAUmPpES2wGCjYxms0+uoprQoPy/5/z0MKmrqj/ZEQBmdF5I82F+/x2QvXqAISvNV63+6AA+UbcHogZGovPyobqtN9+ixxUjK4Qx3XfbFRPZcMsY7Avoth8VT21EjaOCtrMn34GMXo+x0ai1axHq713I9jjZ/J2Jj11LsQ91L63/aQDslhnIlAn4Yt9uK+t+NUylc3q787h8CSZlmV1+QuvIZ15veooTbs4QtDCVRyvMi1JdR4W4BAtujeDqObmP7YXPt/Z/S89bRfdrnRAe40YO2rKZzT5vDZ1BtaitlJEqXNpuS8/aKmZ77HNX08xZvn7RRE1Jl6qr4ygAG2yL6LsWF0u11WU6qns6JXbvjwpgJlF81IBIeCpvonPkYGRMyhz0LQD868w3mN81B9InfOJyi9ksw9j3Z9mOOJanGQaE8Rpssaj7vEFdbKg3GgEjBW2LT9Z8m1WKMfNvYsck/cwQ7x6mlVZ/i+shyD4rPeA8OYH06QAmIMA3Oewb4LBukimA7YjnR/ObszsDxQlXZxz/Jj6xJUoxUQSwHV5nA6ZB2vslrUITMUspI9XsARxzrlxF/yZOGK5wIxbiNqZWZ7PPS0NbSCi6K6SkFRc3sOkxGsvGVZw732/n0IUzcyVLOhrAzBwwE4mKyXR0q1A9tDw4GVUvr8ePBuCX7l5gemqfMmbRZR/Kf/9Cqsvk6Bd+v01vsGGiJ97cfcfldmAt414gPVqExOH3ttZzELOKGBWYuOQGxq3sgPRnbeWvZFfc2G0mMr/VoPcV/cK1nwXAjk6vaeZpMRAH+81nVEIMxMHLXeaFuQApGcJqeiwRmPxESqwGv+WiJ39JiyERG5UyUoLNfE56asrkwbuqlJKljtBjFmGp5AUmhfQ8ivDZcp3ktwCwwdbn7gWwuMt6fEqXCb1OTUatW5vx/74N6XmuAtjZfiLuFK+JCqe3ovOKYRYvjSMBPHDVC6wILY7s8WqHAWlh8F60OLkQXvuFraI2bjQz/P7kl2oYsaGX3fZ12/4VUW3TwVPOBCISAcz23HP+XQQwZ1cxBUUA83KXnQDW0DqUiRwlJVZXj3ABJmOFl4oukEhwR+FObMbg46rHdb8yFz3DKuiXWTwxccBlLAqRfVMAG67KzYJ1ca56b9z0ro4GR+eg0Ykw7hMr3zEdoe6Fb0juYJKM4Uapevij7Vi8dvdEy01TUfW47SBqjgLw0OVKTBhdBSUyPXEYkE7U64mn5atg+EY/u4HJGNVnwxtsmuwJl8/v7NI72Mwf6pz50GX50G8yh/6fALqVIWixBwyIi7D0b8yfag44uRfMkiWJC+CMetQJCnc4gxCrSyq46nmqaEEngj0KKSls65uEi57xNqS3zu4YHvgQS6dnATlsrsykI9S9sGyNKPIMRanJnAsryw3DgZqBqHhlI2qcj0KJexYqNzbnXwRw3P2cONmrB07W64l0nz+ixuHlaLRnPqdPQ0cAeHDUU4wbW1OXk9cRerove5esGBb5GLvHZXcI0Ld1nAIn7VcMODfNbj3Dx4ab5onD2mu4WI7yn916IoCtPj8igH9uADehBAOUUtLM0h3CBXCG87w0tLtEixoKGbGaCJWPnlxF/SlQMEZGBlu7e7nome4D/pguE/qNe425Lbzhqo5NJf0tAKwD+lsgUeKE45V641KJVnjkVR6VrmxEkQfHUfHaFvPmfWcAX6N5cKVkMxyuMxifJJlR43gUahxZgRzPmTcn98OeF/7HDJkwNOoJpgSURc7nD3WV2qNnbHVg5EO0XTMWbWP0STXsmWM1wHxJ5+x223e+Shucq9YBg2fp49k4qr12A9PKJRdsnwhgEcAsr5GfsgfM+MRbRa98TYvuT7OTa6Y+4gI443PYEjXw1ZOr6SVIsEbpRsKFfiBYCsTxPp0LRg34B72n90CpMynzgd8SwMb2x2fMjrNlOmBP3TF45+IGnwfHUDTpv7xPLqfKhmR8nqOG7N47Z8OZCh3xLk9hXCjUCJ9IOhSLPgK58irqB0cA+blDN5V9VrINsakp85TUpfGb0ztvqlCOgl/4RhWu6rsIuZU3UW//YocALtI/CkVvHkf1o6vs1mMyOrWPGoHy53eJAGa7SYT8Ls4B8/KaOAfMy13mhfkCjlGQa2g3qkX7GBlpYi+APV/Rkk5fsVohI6WFAtP0PAbChMJPISNXhNhnKxLW7LC9KHz1FH5drY+u9L0AbNyOj+mccTd/LUQXqK37L8ajBDxjb8A79ho8lLd1uYDdNQ+R68U9eLrpu8bJc7Ys90tclhyIy+aBW0Xq4EtaZzyWl4VCXgYfM2RBxk9v0P7MXFS4dwBOd5KCmZnMAfO9HYUA82KlVtjRYRJmDDW/ZYToGdt8rEFvPCpQHj0j+joEcNdLN8DyIVGY3yO33XrnK7XGoeZDMX5sjWST7W2v6fX6z+iJPWCrj5I4BK13zU/bA2Ya76WmCi3Q3TQrkSCgq+lRClyJkRKzpbJC9Bj7vNU07p0E8ldu5K3xncxFjy0U5eb+QVDlzo9B49v/KwA2fTLfOrtCmas0Xrp6I9bNB09z+eCfvBXx3jk7XBLeIfOHV8jw7hWcEr/ocv5miVcjUZIGWqc0utCKL7N7AYQgLqsHsrxTIeubZ/iUPhMqX9iAPMrL8FZegfsrpR4gpukNvzOAV/eej9duua2m3rMHIP8UrIA1fRZi8oiKDgPcsKX/YNTEepC9eGQ3gEdG3EXA9GbIFXvfYfaJADbxgNgD5vUNLfaAebnLvDAXIFmqwlp0LKF6cjWN0RJUeuJOnvIFpiX7cr+lbk6fcEcpI1K+emwAZvTO1f0NmwaGIGJWJbi+Uzt0EZaux5rqs4HDRbYwB6wlBNk8MuOdsysefnbF8xwF8S6TO6Sax7oFQZLErzoIM7At8PAssr2JhYQahCzX+W8CePaEPUjz9QuGBlvf8i0UwNZy8wrVY7y3sfssZI5ToenO2XYD82jDvlDkK40ei/unujD22GfpCv9n9MQesNgDZnnt/dQ9YMY3cjVdRijOKoxiRAsFsLeGFqUUW5VSkrSuWO99oXrMuZ4a+osTxXyFlCQnguWixwXAjP7jQqURFHkS/TYPR9mISOu3C89V0I4CsMUeKweW2yrybwD4dvFaCJ1yCAND26H82Z02WyAUIKMW3saQkNbweHLHIYB7UKgi1vmFY9LIyg7R67XlIxZ3yqbLMW18CG2vNSf+Z/REAIsAFgHM4gFKiVyDr0opcTKU5AI4a6pyNR1KALlCSgIdocdoMEkbCNBeKSW6fG1c7OMKYB3gigFzuy7BY+d8GDKqFTJ8fG/ePBHAVm8kthc+E/HpUcEKGDGpAdIksgcAZtOzZMjUmX+j7NmdFtMhCtFj6hgcFYtpgWWR7TUT9DflEKJnK6uTED2bH1gCF8U5HOgigEUAiwBm7y55qWk/CVBSISUDuALOlqpcRQ9QJ4TFuJFDjtBjNOQaOpJQ1FJISZNvAWCmjkPO9TBv5g50Cx2AavvXpG6iCGDeAH7iVRRzx+5GnUORaMojTzBfIC0Zuholrh6yGjCErx7T0FV9FyK38jbq7Y8wazdfvbdZ3DFm4W0s8pVZ9CFfPbYn+j+jJwJYBLAIYLbHVf+7t4peTUwD3yeu5DoXwLGpeqspVUiJbojfEXo6CKvoGELgfnuublEWcQnCZGt28O0BMzqGQBxLJ66ColBpDA9oAld10nS2CGBeAF7fYzbOVu+A/nM6o+gtq1FP7QbS7wOXIf+9s6h12HqWTb5AYobLd3WYiDHj69htHyPAxNEudXEfqpy0nPCLr31sz95/Rk8EsAhgEcBsj6v+d08NreikRbhCRio7Apjyl7Q+EjFcKSMNHaFnaIWXmgZUjfmzw+9b6+3/VgBm6trXKRAHOgSg0pHN6DR/mH6PbikTX2ay7NsfLRkD2x1k/MI/XaMTVgyMRJv1E9F4VxjbqXYBzlYv1ViYL5D6ro9DaN98yPLulV32MSc/yl9Wl0Fq6jDrWUD52sfm1P+MnghgEcAigNke15Tf5SoaBQmOR4cRZhbJZg+Ti6q3ms7RAk/uzCVZHKFnqHPkkYg9D9yL59peuka5b9EDNtbc3zEAG/znoPPcADS8My91dSKAdf5gXvhXC9RCZJ2pcNMo0XNRH6RPSlXI5T4xLcMFIOt7zkF2zRM03j2XtQouegaR6UEnUPLSfjTfpt8jbungozd55hm0XT8exa/96RA91sb+lyJriQAWASwCmMsjm1SG0rTeGsTfnkuCHAVMZmvS1EO9Dv92a4XSVo+Vh5W6Ie2QGnPKrioX+FYpJV0tnWvPELSpHtP5XTd0Li7Wb436xxag6aGkLSkigPE4b2kc6jEBN/JVw6CgNih8+y8+l1IQ4OaO3Yn8986h+dZgTnVxBebeViPwLos7OqwaZVOXs17LYbhQpS0mm6yiFvLBwamhSYW42sdVU7CeCGARwCKAuT5m+nJyDZ1fQHO74R+ri21wFDDzqb5+ObsoW4hsSvwEftZYLm0Y0vYJoPdB0FPhTuqalnQkgHXaFHhZ2wtzBu1BQjoXNDo8B/UuMRkUzY+fYQia2aLDpCp845oL3Y9NQ/XrO+yKtWzsRVsv/PAxO5D3wQW02MJ8I3I7uADkRun62N9yOEZObsgqykXP2p5ki/fLf2XVspWWc2mvxVNFAIsAFgHM+j4xK1D93t1/Ol1d9Hf/dvN9+Z9tfsbFsJKzfduf6nM7d1ZmKNruw3hO2VNF/QlBzxhp6jCY3wLAhjngF9J8OFB/GE5W7YlGx+egyfHZcPkYl9yuHxnAJ+p0x5laXfA5g4suVWGpS/vtjo1sekNYe+FPDzqJmkd+18Vj5nOwAeRtVinGzL+JRd1ycJJl02NE5kzYg7r7IlD60j5WTS56rCJGBf4zeiKARQCLAObz6OrLMoDzCaCTDauY+SukPoPR2+HTXT62QVQhpYxUd4Se8RC5p5rWdAIOfyEoGetOdFEYviWADfYnZEuPA7WGYV+t4ciluoO2+8aj2IOj+NEA/MotN07W1acqpEQCvwU9Uez60ZQPjm/cg0tIlwHDlj7EoNB2goa42YBkbb+vtfuUTe9E3R6471MNfgt6cbrV2fQ4ifzEAHbLDGTKBHwxbDFPm+QMTmGWeHg3waQssz1caB35zOtNT3HCzRnHeFjkmKIUk3Tv02DBrRFsByf3OXIVrwFwjppj/VZ6a8oMKfsxWfkAACAASURBVBBcM9xdISONBXs36USD/4oG0ofQoo5SRrrbo2nxelCaxluD61pgaoyUbPweAIbRHPCGZrPwUF4BsTl8UP/WetS5sR5Zoi/wa+Z3TkeYnNzBSizoM9U76KAb61kUNf7UpyqUqh6btelbAiTGuzgmh57HnL75zAJicHWuLftmT9yH+nvmo9TlA1zlbPb4jdMWchX8lv7jaoOtcoLt+0494Dw5gfTpgHcfklqRzhGttqBhCuAXwuuh+c3ZnYHihKszjgtXFXgmxUQRwAJ9960AzFyQogE0KygeK2XEZPkvP2ONgSlX0ykE+KqQEn1WcwGHrQ8ibzVdT4GYVQHkoyST7ssu+WA4Qw6bV+jIbEhvM0lxq0onHC3RCa8yuMPn3p+odHk9iv3D4bn6lwH8sqIXrpVrjGvlmuB62caocGabDrrFrx2xeZUEv6CtqBr0oor740R9PwQNKSngLkk5xZp9W7rMQPpP8ZwXcxkUbbU3ePpRtNg4FT43OVzvJMFv5T978h8bO1ywfd8JwGahVcVkDLyeFzEZAy93mRf+lj10bzW9/YWgtWFoV4ippvbJ1XQtpfgzRkaiHKFnquGtpiNyvYjuO3OhT6oMt98DwIwthiHoq2nyYl/t4bhVsB5eZfdC0QfHUfT+URT95zjyxVw0b/p3BvCjt864UKYVlF5lca1AY3zO7KKb0y11aR98rh9Bhk+GLoXtqyT4BW0DwAvaLMDV3FUwLdDqTjPOt44l+3a3GYNr5Ztgwhj+MyLW2nu4yUA88ywC38jBnG3T3S/feAiflzEWCgu2TwSwVdeL6Qj1rhGHoC3cIsbAzP2SejppcVopJXKhD7KlDwS5hl5PTMTspznIar66XD44Ri0LWLO1WVCX4aubwOeRflrlewPYOBtSQpoMiC5QC9EF6yA6fy08zVkM2d7GouzNXcj9/BY8XkQj9/PbcP70FjAJRW32hc/XYQDeZpZC4VVGlxf4RYGyeOBRBqosueH2Kga1Ty5FqTX74SFJncSAazWCX9AWKlDL8iAs6BBanZiHX9Ys4mqCzXKm9p2v0hbnqrXD4FntBOlbam9c9pyYEHYZC3p48NZ0pP/+U0AXASwCmOVpEAHMAmDmZ28V7UUJKimlpDfvt4uNUJRyDb2RSND7qRs5y0eXC4CZOeC4XB6TlrZdAw/1HXTbM/BfBbBp+z6nzYijlfsCRKKDcWyOoniawwfpvnxA1rjnyBYXC48Xd5EpXoPc5BUyf3yFL89e6nL/MtBkUhAa8gFriZPu7yppPjhpE/E6W268zuaBuGweun8/lxVEus8fkFd5UZcXuEzcZRSIvQLJ3Qd6s75zPmBr15pJ17enzSjMjmwAT82Db7Kt6XKFX3GigR8CZrTgc8ulKmsJmGPDr6LDyhEoedXCHAdLTSKABV8K3YniELR9/hOHoO3zn8NiLRvMsNhjVdEtxAkbFW5kG19zbc7ZqugZLTAqRkZOctXlCmDDHPCRX/pjV62J8N/QCgVXmLPekXPAuhdC0mYrIfmA4zLnRLRXLajd8iLt10+Iz+QO6uaKdxldoU7rhsfyMnB/pdTlATbkA5bQRHx1SotPGbKg0IO/kD3uKbLHxeogzvw7w+d3kGlSFk/9G+kI2a4ts7+X+fBgcuV+KyAdzN4A+5sHYuSURmzm8OpRr+i/RHctui0dJEj3W7VXnAMWdDmsnxRv8tM1rmOo5pLiELTeJ2IPmEMP2FDEW00/vZNA9spNlwyB88EGzP+1dybgURRpH//3JJCEHOQGApmEEIGAXBGRS+S+XEV0VYi4fqiL16KgsK6yKMgKq6LihSvgLaCiqKiEQzCICIgk3EHuSUIgJyHkIiTp7+meTJijJ1M13clMJu88zzwDmeq33vq/1fWbqu6uNyZPTBF1eDEjTOkWKdtqHNmTjrC+C7oooA3emPwNOm/fgclvzbac0dRmLzYlY1BsGO0FbTfeagCyY0gSVjz+ofyI0XW7vzPOaBrgmuj++JuwfOg8PPvvYcz91l5Bc/9+H3gHdg+ehOkv3+m03YZor+QMAdjpkCgfSADWWFACsKKg9gAXVSjqvavl68EdeCLBAkx9rrgRAt7KiBB+cGSbxZ69x5CSI57Chskzcf/Cv6P3zmTjgE8ABnYCsLhlzVEUrn7vDEAKwqPlpA1V3i3x+H9vh3/pxTqDztirz9sLQ/vjf7e9hmdmDGRvVD0lTf6lXo7Hq8+txyuPdFZlV+v2uo09ugZst1/QDNgoDc2AFbpIfYCLzhWH6AS8YIgQhrKOOizAlGzp88R1gg4fO1rmZrFX33PAGZ164N0XVqJN1kncs2QGeoUa5KbQDJg1opbleAd86fGfHUOnyEkbeqZttKmU1159XkvZmTbdPRvLXumj+Yxw/MuleGdKOHwqy50TrvYoLdsr/6BsgBUEp2bUBGACsIMzgwDMCWCpeHSuOFWnw2BDuMC01Q8LME1u6HPFNaIOKZnhgt1bYFnssWzEsXfIBKycuQSDD6/Do5/PwPlDpueAFEShJWi7pxLrgL9nwO1yar6x371a77O3rPYcUe/Xoffi27vnYtVLxhmqlkuy02f8hr+++ySu+ZPr/kFFl7Vqr8m429gjABOACcCOhinb71kAF5MvvijWoCQjUnCYkobFnrkX+lxxk6DDHkO4MEfJexZ7LAA22d79+HQsnbQEk96ajXGr7eSwJQA7DeDjXfpj+RMfoYPhEKYunYZAO3l2tQTID7c/jdPx18mPGmkNpDWzl6Jj9gH0Xfk//pNL4Qit/XMbewRgAjABmH+MYAGcZFWfJ34OEWszIoUv66uF1Z65jeh88S2hBu0yIoW/WttmsccDYNM14MUjFmPH2CkY/eWbmPCRVbYdAjA3gI9cOxTf3T0XFX4BuGnTCgzftJypM6oFyPuPLUfApXzc/ckzcn1q7Zk7vXXMNOT1SsTMLx/WdEat9QzdLewRgAnABGCmMc+iEAvgTAfo80Rpw+OHMyKEvfZq4rFnbiMmX7xdrMFLVRHolS0IddsysdhzBsDSNeDcdrFYPvdDZHXqiXGrFmPs6tfQsvKy8VnZXlYtpHzAioCTtrP87s5/o0XVZUz4YgG6HeTbX14NMBct2IIBv6zC0M3v1wVLjT3ziJ/s3A+fPvgmli3tL/9ZyyVtj7RHACYAE4AbFsC1M+FCnTfizoQIV3PymVXLAkx7XkYXiZ2ESuwXvDDaECb8JpVjsecsgE1+lASFIDlpFjZMfhJDfvgA4z5bjMiI05ZuEoAtAPxJ14exbcw0tC48hwlr/oNrjkq3VvO/nAFmjSDgqWWn8fc3p9oA3xl71l5fCgjBkysMWD4pSNMZtVSPFv6Z++s29gjABGACMP8AyAI4c6v6IjFEuIIzhgihtVJtvPaUbOhzxV9FHVZmhgvvsthTC2BzH366/REk3zML0bkH0Df1KwzevdL4NQEYOW3jkHrHA/hx0DSEnT2FqUsfQuzpffydzuwIXoCkd7sRi15MwWvTOiI8L8Ombl571gYqW/jgkVVFeP9OP4sfHDQDdhBmAjABmADMPxayAM7aaptysaNPCXZkRAg2m+E6Y0/J65hc8R1RQIv014WzjtI5aglg2RcR2HvfBHwy+W0Iooj+e1ZjwMFViMmWtsOxfKnZCUu21AB7QVvMkMKN/3OUjrC+nrN9+H1yqsILoe3xl73vY/jeVahJNT7OpfbFA8z1tz2F9RNn4+372tqtlseetRHpysN939bgk9t0dV+psafkpMfaIwATgAnA/MOhs8DskCte4yXgJ0OEEGNeq7P2FCGcJz4YeLnolWVrR3808PE9M+21riEAbLoGXBDSAbuun4ydA5JwxdsXA1JX4YZ9n6Nd3nHZHU8F8I6b7sHhXiPx6/D7MHjrx3Kqwq5HtrtkCbVGp8PL8zYh5lQaJn9kubOZzQ8iFc/FTv3qMpZPCoB31RUCsG0q6PoHFwIwAZgA3HgAluFTIEa3qMYeQ6RQNyXREsBSHW+unf3Z8uufvfmib/D8jAhhiVILGxLAdfUFANmRXbAzMQm7e09Ci6pyxGam4s6D76Fb1m44sxe0bNtNZsAF4R1wsM/Y2vzAYxFYnIdbv3wRwzYts9jBprFncNJNXq/N+R7/nDca3Q9sddjBnfVv2uqLeOP+DvArv2RRh7P27DnqsfYIwARgArDD8cmmgFpgtrkkRvpW4JghQgiWefIsnne0ZMzjpclet5likCiiX6UfJp4PFPLMbTQWgM3rPKHvh3Ujn8Xl4DY40bY3Eo7/jIQTxrdi/l/rRjdyPmDrJejKrj7Y1/dmnOwyAAeuG4dyvyD0SNsg5wfumboBLSsrFMPUmAD59ME3kNMuHrMW3MzcZZzx77GPc7Do8WsRdNGiWxlXOFTMqJWc9lh7BGACMAGYeZyqK6gFMEMLxKDAauQYIgU/LeyZt8LcXkyBOBDV+EYU8FxGhPCeqZwrAGyqW1qCrvT2wZbIYUiPN76llIMdM/egXc5R9Di2Sc7/K70ttmJrRAAX+4Vgt38fOUfwGX0iDBGJyNXHISozHYNSPkXPvcnokHmEqfM0BkCyozpjyb/XYeT6dzD6h7eY/KqLBycwZ6zIwNx/DURYfpbLf3BwNbS2cGPEg8mvJgrgMD8gwA+4Um3Vykqr/59n3cxYQa0427/5iNgW1gp8z+wxBcJBIbF2grSIbWtmLao02aCtKBXU1AyYougTk4+K39/xXxBQWVbjvxDztAiekn/6PPFdiOhUDtyeFymUuBrAUjvNl6Cl/L9/9JiI/QnjUeXtK+f/ld7tcv9EVK4RxiFFWQi5eBZtM47Dv7QQAaUF8K6uss13yiDi5ZZ+KGot5QOOqvs817YrTusTUR4cifKWAYg2pCEmMw2xhlTErEtFO92fTp2BDT3gf500Hz+N/wee++cAtMs+xtB6yyI8/k3/4CzmzLkJbc/V5kpWqI3HHouzHmuviQI4NgTw8QYuXXYA4ByW6CqXETvZJiLwFbEttBVSnLfq5JEinpNXKAnAzgmoGTBrq9faXsecqqqtK6Jf7jjn3LPOtdDyKHv+6fPFkYKItaKItz9+Uqg05QM2HS1NMJUSHroyG5J0DTk70gjjY3GDkRMWD6+qKpT6h6LEP0zOCRxUXoigsgKIly+jWueN4OIc+bPGy1v+NP27wicAxYERMuCrvVog+KKUDzi77rNlZSkCSwow/sxatLmYqeouaPOINBRAkkPH4sNH38N1u77FvSuecLrrsPhX7huAGR9k4oWZiWiTY/W8t1XNLPZ4nPVYe00UwHZvoqR0hDzdmqkszYAbcgZsBvSeT1TOKdO16H8uQkhlikw9hRz9QNDnizuCL57v9PDX97TpfurqTTruCGCLZiosQZf7BCAgOhTFrcJw2DsOF0LaIzL3pJwAXlddJX+a/n3F20c2F5O1D63K7adsjtLgMaSGBLBvjzZ4/e5lKK1sIT9XHJafqarLOAKcoWMvvLhoOxZPi0NQcb7DuhzZc2iguQCdAGy3K1A6QqM0BOBGArCkdcIMMQk6LMgIFz7lHaTMyzsCsFT29YU3L900fOYj0gwyKXkm2hUcl3eTdLcZsCMAS9/bAFONeEr2JGEaOR+wvSasnTwP28Y/hJlfTEPsD9+rbKnx8PqAKWVo+u6uufjPzD7MdRGAGaUiABOAHXQVAnAjAli6BqzPFT8WBOQbIoSnGE9jm2IsADZdA97XeTxWjXsdCae2Iil5BnySrS/sAK5cgiYAGxXYNuJ+rPnbQoxYvxSP7X5B/ltD7zT148TZONn5Bjz+kk2+j3q7JgGY8cwlABOACcCMJ4tZMRbA8Vi1thedJ87UAX8xRAgjeOyYyrL4Z30T1tbrH8LKcUtw2/L5uOWT/1pUSwB23QxYeqZ3zZQX5eX0pxb8Ba0v5jbKYz4fPPoeWpUWYdLHT3N3QQIwo2QEYAIwAZjxZGlEAEtVtc8Th3mJWFOjQ6+scHlrSeaXMwCWjEsrrWviF2Lj3U/gtvfn45ZPX5brJAA3PoD/6D9RTlUoJW4Y/f0S9Ny3uS7+DQ24l+ZvRr8dX2IYY3pE647Z0P4xnwh2CrqNfwRgAjABmP90ZgEcj1V79jpcFEN1UqYjEQ8ZIoX1rDZZ/KvvMSQp5aCU6WjLnY9h3MrFmPrHYoQW50BKR2j/jKF0hPa04Rnwdw6ZjG/vmouorHQ5VaFS4gYeeyx9xmTvRG4Qnn4nHQ8t+Ruu3b+F5VDFMg3lX0MvuTvbYKfbSwAmABOA+U87FsDxWHVkT58n/gAROzIihUUsdh3Zk2ywPge8PukpbLxvFvqkb8XQdxcj9s80ZRcoH7Dd0LAM0CkjH8C6u+Yg/uhO3PblAkRlHVVlj6WfmMpI/qX0vhMvJ32E52b3h95wkOdwm7Is7eWpwGPtEYAJwARgnqHAWJYFcDxWWezF5IsvQsQIQ4RgzHZez4vFHiuApWqkJegtN0zGqiGz4FdWLM+K++z40dIDAjA3MLM7dJUzJm26eTr6/7IKE79YgIhcxzv6aw2kVf9agXLfQDww725HXYvpe63981h7BGACMAGYaUyxKMQCOB6rrPb0+eIzQg2erwYmZkUKyfbqYLHHC2CpLmkJOj3xJnl5+njPgRi55m0M2LwaUWeOGi8g97LyiPIBy4KYA6Ra5yVDV3qXtWotZ0zqu/MrtMlxDF7zGascD/ZDFLvK2egEOWPS/Zufx7hdH6i2p7V/Hm+PAEwAJgDzoNJYlgVwPFa57Iliy5h8fAPgnCFCeFCpHhZ7zgLYVN+fPQchve9w7Bw1Gd5VlRiwcRX6Z32O8EKzhO8E4DoA74sfirU9HsCuGyfJ0JXe8cd283STurJazAg33DoDKaP+LmdMujbQeI+fWqB7PDDtRMvpeBCACcAEYP4xkAVwPFadsRedK96vE/CqPBuOECz2R2WxpxbA5u3LiO+JnaOTsOvmSfLWjgN+X4X+e1YjEAWKMnhqPmDrxh5LGISfx0xDeuJIROf+if7fv49B21bydA1l/TiTJ1gbefn5DWifeQT3fPBk3Q8EArDzYSEA12pHW1E634nsHEkbcSgIwwI4nkg4ay+kUGwdVI1vakQczowUppvqZLGnJYDlemuXoI/H9cfOfknYdf1k+FZewrBdy+R0g/GGq7M9TwXwhZB2OJA4FgeuGy9/6k/vk7MnTUldgo7nj7h8hrl96L1YPvMTzJ43Bj3SNmk6ozbv704DSesZprvboxkwzYBpBsyDSmNZFsDxWFVrLyZffEwUMadGwMSscGE3i72GArB5u38a9TAKQ/RyusGM9r3rcv8OOfczumT/YZENiUmvRkxHKM8ITdse29mKUvrzwT6jcaTnCBxMHItLQeFyXuCetfmBfStK3WKGWe4XiOXTP8BZfXe89I9uNlITMJl6n91CTutHACYAE4D5Tz4WwPFY1cJebK7YVoSc9zcn/XVBelZIqC+9YWMAGGbXgKX8v6bcvye6DENGRDd0OZGC0KIM9D78A/TnDiCsSDm/bJ2WLgRwxT5/GEb2gSGuD87EJcqfmbE90fH4HvT77Sv0SN1g9/EdpwdoDWZwP942S97Q4973/oEbU5S3GHelfyznicf6RwAmABOAWYYAyzJaANPcopb2onPFFd5i1X2TDvxvw6JR02+x17rGBrDFEmUQUN6iFX6OHIotAx9BmV9rFITEorRViJz3V3q3zzmCKPmdjrb5tblnGwHAl/xD0aJje6R1HIb8K61wRp8Ig74PLga0RczpNMScSkPsqVT5s0PGIehqahx2IFcA5FCvEfjokffQd9daTPron/X66Ar/HIpmVsBj/SMAE4AJwDxDgXsuQVu3IHte0IInbv127O/Rw4KqRcxQemTJ1QCWl3itMgJWtPSX8/5K77NtuiFbficgNywOAaUFaJt/HP6lhQgoLpT/H1BSAP+yQkTrChBUVohzZT4IuXAWYm0eYOt8wFJe4HLfIBSGRkMQRTl14YXWUSgKjsKF4Pa4EBwFv4pLiLh0FlKaw767v0BsRipiDGlos+4k0Im/r0hHNCZASgJC8OGjy1DmH4z/e/chtDl/yqHTjemfQ2cUCnisfwRgAjABmH9I0HLGKtXeUPa6zBBXeglYIgItocOMjDChbjNJdwSwvUhc8WqBk/ob5NlmqX8oSrxCUeIfhpKAMJS2CkV1aBiKW4XieNveCC46C++qK4r5gKW8wBU+/qjyaonOJ3fIsA65mI3gomyEFJ2V7+D2rr5im97QjdIR1gf07+/4F9ZPnI2pS6eh329fM3dsjwWcBkv4LCI6rR8BmABMAGY5xZrOErQS0PX54gjUYImgw++lImbkRwiXmhKA69RvhCVoGXDhxhod3YTF2nOcHqAZAbJ19DSsTZqPIVs+xF2fPsvqVl25hvaP2yGrAzzWPwKwHOmwGCAgArhSYRb4ONte4yNiW1gr/Ky2P3EfL+J5+Z6aRWB6Kojbfj0HMFXYUDO4+m4i4mkk+WdUKzpXnKozzohf/XimoNMFyB3Lgm/C1aQ7Vwfo7rVAomQMPN2uwQG3JuYe+QaroKIc/N/Sh9EhK92t/KONPRyEgwAsCxTbF/AJBC7lmo1FnWBDO18R20JbwWLPA6c6PO9BIp4jAPOKZlaeAGwpnj5PnCeINXNv3bZQN27HYvhXXJQLSBNMArD7z4D3TXoAn42Zi/gD2+WMSe2yj6k4Oxr3GrUzjtIM2BnVrh5js6LjX/sd0/TKtm67z/E7uRGHUrpTcZQtgGtKMH/YZ5inTg3+o0ufgXSnJc2A+aUzHkEAtlXui+n6/+4eeO/TyYNmoe+RrzH+18Vol3+UAOzGS9Cbxz8mz3gHpX+PKRsXoDrNbNtPZ0+ORr5JzBk3CcDOqEYAVqfa1aMJwCqVJADbCmh+DXhb4v1YP3gWwi+cwfg3F6P7H1stDlD6hWpjkZIx2O2lagGSPOFJfHfXXAzc9pk8400IMa7V0RKvcwOD2nhY1+q0PVqClqWkGbD9fsy0SEGAc24gMB3lCv2UbsLaf81YJCfMwqXgcIz/7BUM2mjct5gADGAnGvUxpMyYa7Fl7CNIGTMNo79/AxO+XAD/UuOlAqcHfDvdlOypO3+d1o8ATAB20PUIwAoCuQKYPEMEi3/13QUtJVdYP2U2DvYbje57NuOxrXPRLv+0nI7Q7qs5zIClxjvxLDDrAF3Z0he/jJgqpyqs8vbBDds/x8j1b8O/zPKBaVZ7rH2G7LEqpVzOKf0k+EqvAdLVRUu7Ntds1blne1c/XQPmUpSWoLnksi3MAiSeKjzBHstjSMUhEVjxzAqcT7gWQSUF6PvdKvTftBrBhTm2cjUXADsBYUcD9MHeo2TopvabID9KJKUq7Hhyr90u6cgeT1+mGTWvWrblueNhgi8BmGbANAPmPwGbC4BNykhL0H/G9sW6+CTsGj0Z7QxHjfl/N38Ov7JLxmLNCcCcEFYaoM926IqdN92D7SOmon3GYRm6/X/9gqkzcg/4DqySPSbZtflBZA5fAjABmADMf/I1RwBLKpmWoNMTbzLm/x01CZ33/yrDeMCm1dD1sNoX2SwZg7nKTTYdoXVXYVyONgEuxW8Q9l83Hr8PvAMlgWEYu24JbtzyIUILs7k6IQGTSy6bwi7Tzxq+BGACMAGY/2Ru7gA2V2z/gHHYOSYJv41OQucTv6LXoWR0PZaCa07tgnk2JI8EsIOZcFFIW+xPHIdjQ8ZjT8I4RJ9MQ6+963FN+g4kHP6Fv+PVHuEygDB6TP4pCKUEXwIwAZgAzDiqmBUjANtqVgMBaffegpNx/XG081A5i1DXkynodmIrEk6koFPG73UHNckZsOS9dCe0g9fRvkOwf/A4HLhxHIpDI9FrezKGZq3H9QeScWFXmaPDmb6P6mMsli0lndTgRfbUiei0fgo3YEme0E1YAG3EYeyTdBe0wrlJAFYQxeoa8BXvljjaayiOxA9HevxQZEb1lEGccHwrupSfwvUnN+JCvjFhPfPLVXtBKzhYrfOCIbqPnKrwTMx18r9PxfZF5+Pb0ftQMnoeSoY+64B8ZIMPqMwCKhck/9QJ2OT0o7uguQJOd0FzyWVb2BOAySMBS3tZ7oI21anFc8CV3r4yiNOvGY7frv8bpNSDfmVFtXl/09H+/GFjLuDcdASWFig310UALvMNRIYJtvpEeXZ/rm1XxGSmISYjDbGGvfK/2589BN8r5Ta+N7kBmqezKZSl9qoTsMH1IwBzBYgAzCUXAdgdAWweFdMS9CGhfW3e3wScbdvdmAs4MgECRBnGkfknoKupRrxhpwxlKfevlAfYP9/46V1dpXqGWRwYIecElnIDF7WOQmFIB1S2jUJ+UHucbxWF3Ig4VAveiDPsMcI2I1V+d6j3oWjLPtjgA6rK84P8Uydgk9OPAMwVcAIwl1wE4KYC4GzL/SXqAlfsHy7D+EyHRBzsMgYhxedwyT8MpX7GPMCmT++qyzKIgy8XwreyDCWCr5zTt8bLGzWCF6qlT5238VPwkv9erfNGuW8gyvyCUeEXBP/SQjknsJQbOPhiNkIvZCG2KhvhxWdRk5EN34pitMk/raoHNrkBWlVracldpXwNf8mCAMwVIgIwl1wE4KYOYLvhtlqCrvDxl4Hcqn0ozgfH4KhPHNrlHoeuugo6sRpe0mdNlfFTrJb/7lVThcst/NDySrk8i/WqqaYlY+v8xyrPN/rBoU7ABtePAMwVIAIwl1wE4OYC4Lpr1AQQVWdIgw/4qryjGbVK+WgrSpUCEoDVCvisnHhe8F+oTS5JFsDxuOwKe419E5bSNWB7S9CsM2ACME8vs1+WAKxOxyanH82AuQJOAOaSi2bALEAnABOQ6AeMyoGl9nACcK0QJVZ67md7kJXSEdrvh/QcsII2LIDjObVdYY8ATAAmAPOcpR7UXzx8BlzyNKYI3rgRIvj2eLUXYrF2BXUR274Y2vQqKOvtYgAABFpJREFUoxUCMAGY8gGrPKOa3AyJ2sulQJOLr4cDuHQO3hNr0EUQkMIVSPsAfk6+hEkAdk5OV8wweTx1hX80A/agGQ1PZ1Mo2+QAQu3lUsAmvp4OYK3v+XkGUpYZAjBXrzMr7ArA8fjqCv8IwARgWoLmOUs9qL8QgLkCTzdhccllW9gVgONx2RX+EYA9aEDl6Ww0A274jS7cPR4EYK4IEYC55CIAswCdAEwAphmwyoGl9vAmt4RPAOYKPAGYSy4CMAFYXYdpcgOquubSjLC56UcA5oo4AZhLLgIwAVhdhyEAk348CjS5/kIA5gkvCMBcchGACcDqOkyTG1DVNZdmwM1NPwIwV8QJwFxyEYAJwOo6DAGY9ONRoMn1FwIwT3hpBsyllkJhFiDx1OEJ9ugmLLoJi27C4jnrPai/EIC5Ak8zYC65aAbM8gOBAOxBA6rK86PJzeCovVwK0EYcXHLZFCYAq9MPLEDiqcIT7BGACcA0A+Y56z2ov9AMmCvwBGAuuWgGzPIDgQDsQQOqyvODZsDqBGxy+hGAuQJOAOaSiwBMAFbXYZrcgKquuXQXdHPTjwDMFXECMJdcBGACsLoOQwAm/XgUaHL9hQDME166C5pLLYXCLEDiqcMT7DXpJWgpSaZZ8u8mNwDydDaFstRedQI2a/0CAIi1+jElm7XVOirI+LfsYqvvzM5J+Zv9bAlto7rX2jt81Z44yjYXbk0J5g/7DPMcRV/z8ZmyITmSvP7vNQ+I1umuXGCvyQNYCnntCd+sB1R1p4Z8NOmnTsQmo19FbTsJwFwBpyVoLrloCZrlB4dHALgWwk1mAMxX2ZFrD6f2qtOxWerX0mzGSgDm6kAEYC65CMDNCsDSDM63dgmLAOfUmdIsgSQtoTaX/hJltWRMAOY6T1wK4NJn664YcDlNhUkBUoAUIAVIAU9RwH8hnLxq7rwCQi39nbdAR7qtAqLtfQ5u6ys5RgqQAs1bAeHq7WMuEcJ/EXSNXXGjE7+xG9hc6+O5BsykkbSs1cuqpHTHJb1IAVKgeSjg5F3QSuKouQvak8QmAHtSNM3aQgD20MBSs0gBVylAANZceQKw5pK6h0ECsHvEgbwgBTxGAQKw5qEkAGsuqXsYJAC7RxzIC1LAYxQgAGseSgKw5pK6h0ECsHvEgbwgBTxGAQKw5qEkAGsuqXsYJAC7RxzIC1LAYxQgAGseSgKw5pK6h0ECsHvEgbwgBTxGAQKw5qEkAGsuqXsYJAC7RxzIC1LAYxQgAGseSgKw5pK6h0ECsHvEgbwgBTxGAQKw5qEkAGsuqXsYJAC7RxzIC1LArRWQNthhpQABWPNQskqvecVksGEVIAA3rL5knRRodgoQgDUPOQFYc0ndwyAB2D3iQF6QAh6jAAFY81ASgDWX1D0MEoDdIw7kBSngMQoQgDUPJQFYc0ndwyAB2D3iQF6QAh6jAAFY81ASgDWX1D0MEoDdIw7kBSngMQoQgDUP5f8D7+D/F0biXJIAAAAASUVORK5CYII=</pentrails><costumes><list struct="atomic" id="18"></list></costumes><sounds><list struct="atomic" id="19"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Explore" idx="1" x="-123.99371069182394" y="-1.7610062893081135" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="208,46,255,1" pen="tip" id="24"><costumes><list struct="atomic" id="25"></list></costumes><sounds><list struct="atomic" id="26"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="155.5" y="126.99999999999997" w="90" collapsed="false">These two scripts perform the same task!!!!</comment><script x="294.50000000000006" y="129.33333333333334"><block s="doFor"><l>index</l><l>1</l><l>10</l><script><block s="doSayFor"><block var="index"/><l>2</l></block></script></block></script><script x="14.5" y="20.333333333333343"><block s="hide"></block></script><script x="15.5" y="63.66666666666663"><block s="show"></block></script><comment x="148.5" y="10" w="90" collapsed="false">SLIDE 7</comment><script x="10" y="103.49999999999997"><block s="doSayFor"><l>1</l><l>2</l></block><block s="doSayFor"><l>2</l><l>2</l></block><block s="doSayFor"><l>3</l><l>2</l></block><block s="doSayFor"><l>4</l><l>2</l></block><block s="doSayFor"><l>5</l><l>2</l></block><block s="doSayFor"><l>6</l><l>2</l></block><block s="doSayFor"><l>7</l><l>2</l></block><block s="doSayFor"><l>8</l><l>2</l></block><block s="doSayFor"><l>9</l><l>2</l></block><block s="doSayFor"><l>10</l><l>2</l></block></script></scripts></sprite><sprite name="Counting" idx="2" x="-23.99371069182439" y="-1.7610062893081135" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="88,255,89,1" pen="tip" id="71"><costumes><list struct="atomic" id="72"></list></costumes><sounds><list struct="atomic" id="73"></list></sounds><blocks></blocks><variables></variables><scripts><script x="28" y="23"><block s="hide"></block></script><script x="29" y="66.33333333333329"><block s="show"></block></script><comment x="141" y="19.666666666666657" w="80" collapsed="false">SLIDE 8</comment><script x="165" y="139.66666666666686"><block s="doFor"><l>i</l><l>1</l><l>12</l><script><block s="doSayFor"><block s="reportVariadicProduct"><list><block var="i"/><l>10</l></list></block><l>2</l></block></script></block></script><script x="184" y="257.66666666666674"><block s="doFor"><l>i</l><l>1</l><l>10</l><script><block s="doSayFor"><block s="reportVariadicProduct"><list><block var="i"/><l>2</l></list></block><l>2</l></block></script></block></script></scripts></sprite><watcher scope="Explore" s="xPosition" style="normal" x="9.87539062500025" y="9.875390624999987" color="74,108,212" hidden="true"/><sprite name="Squares" idx="4" x="210" y="-164" heading="270" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="245,123,0,1" pen="tip" id="108"><costumes><list struct="atomic" id="109"></list></costumes><sounds><list struct="atomic" id="110"></list></sounds><blocks></blocks><variables></variables><scripts><script x="28" y="23"><block s="hide"></block></script><script x="29" y="66.33333333333329"><block s="show"></block></script><script x="29" y="115"><block s="clear"></block></script><comment x="141" y="19.666666666666657" w="80" collapsed="false">SLIDE 11</comment><script x="237" y="204"><block s="doFor"><l>length</l><l>1</l><l>50</l><script><custom-block s="square [side length] %s"><block s="reportVariadicProduct"><list><block var="length"/><l>20</l></list></block><comment w="90" collapsed="false">Use this square block in your code.</comment></custom-block></script></block></script><script x="118" y="290.33333333333337"><block s="gotoXY"><l>0</l><l>0</l></block></script></scripts></sprite><sprite name="Spiral" idx="3" x="74.96327295731953" y="-20.260339087042325" heading="184.15293513835547" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="31,235,255,1" pen="tip" id="133"><costumes><list struct="atomic" id="134"></list></costumes><sounds><list struct="atomic" id="135"></list></sounds><blocks></blocks><variables></variables><scripts><script x="28" y="23"><block s="hide"></block></script><script x="29" y="66.33333333333329"><block s="show"></block></script><script x="30" y="113"><block s="clear"></block></script><comment x="141" y="19.666666666666657" w="80" collapsed="false">SLIDES 9 &amp; 10</comment><script x="201" y="166.16666666666669"><block s="down"></block><block s="doFor"><l>length</l><l>1</l><l>600</l><script><block s="forward"><block s="reportVariadicProduct"><list><l>.02</l><block var="length"/></list></block></block><block s="turn"><l>5</l></block></script></block></script><script x="210" y="300.6666666666667"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="441.7744140625" y="360.6666666666667"><block s="reportQuotient"><l>360</l><block var="length"/></block></script></scripts></sprite><sprite name="Epic" idx="5" x="-16" y="-14" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="193,57.900000000000006,0,1" pen="tip" id="164"><costumes><list struct="atomic" id="165"></list></costumes><sounds><list struct="atomic" id="166"></list></sounds><blocks></blocks><variables></variables><scripts><script x="28" y="23"><block s="hide"></block></script><script x="29" y="66.33333333333329"><block s="show"></block></script><script x="29" y="115"><block s="clear"></block></script><comment x="141" y="19.666666666666657" w="80" collapsed="false">SLIDE 12</comment><script x="13" y="311.33333333333337"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="286" y="360.6666666666665"><block s="changeXPosition"><l>10</l></block></script><script x="170.5" y="323.81666666666666"><block s="changeXPosition"><l>10</l></block><block s="changeYPosition"><l>10</l></block></script><script x="229" y="240.4999999999999"><block s="setColor"><color>0,163,193,1</color></block></script><script x="370.046875" y="279.83333333333314"><block s="reportDifference"><l></l><l>10</l></block></script><script x="33" y="209.83333333333314"><block s="gotoXY"><l>10</l><l>-10</l></block></script><script x="216" y="74.99999999999977"><block s="doFor"><l>length</l><l>30</l><l>10</l><script><custom-block s="square [side length] %s"><block s="reportVariadicProduct"><list><block var="length"/><l>10</l></list></block><comment w="90" collapsed="false">Use this square block in your code.</comment></custom-block><block s="changeXPosition"><l>5</l></block><block s="changeYPosition"><l>-5</l></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>10</l></block></block><block s="floodFill"></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3.3 Modern Art With Polygons: for loop" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>