<snapdata remixID="14611618"><project name="U1L3.3 Modern Art With Polygons: for loop" app="Snap! 11.0.4, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="U1L3.3 Modern Art With Polygons: for loop"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="square [side length] %&apos;side length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><block var="side length"/></block><block s="turn"><l>90</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="%&apos;[num]&apos;" type="command" category="variables"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs></block-definition><block-definition s="%&apos;length&apos; (2)" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs></block-definition><block-definition s="%&apos;length&apos; (3)" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs></block-definition><block-definition s="draw nested squares %&apos;#ofsquares&apos; %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doRepeat"><block var="#ofsquares"/><script><custom-block s="square [side length] %s"><block var="size"/><comment w="90" collapsed="false">Use this square block in your code.</comment></custom-block></script></block></script></block-definition><block-definition s="#ofsquares %&apos;[#]&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doRepeat"><block var="[#]"/><script><custom-block s="square [side length] %s"><block var="[#]"/></custom-block></script></block></script></block-definition><block-definition s="Art %&apos;number of squares&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doFor"><l>length</l><block var="number of squares"/><l>1</l><script><block s="setHeading"><l>180</l></block><custom-block s="square [side length] %s"><block s="reportVariadicProduct"><list><block var="length"/><l>50</l></list></block></custom-block><block s="changeXPosition"><l>-4</l></block><block s="changeYPosition"><l>-2</l></block><block s="floodFill"></block><block s="changePenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>50</l></block></block></script></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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3bVxlqM3dwnX7imE5mWvjyEigAcAZYTQ+NiRwRySAMouwAkxBoZZyLj+AQxVmWo9CRcmZAtR6QCAti3SjjrMuPrVQrD4oSAklaxZL1y1+IVbW+1D+P0Txb2qaKRsBkndB9yx46aav1yeRza2uAyD85/6iex2gdfsjm4d92WlkcyDvlUDu5RkHY9fI5pOgV3Uft7jXYCV+CRD/a99hIptXbPdnAYJPx6p9N3x/H777KhXZAsB+AJr3hfYaxvDW0RlyCrSXYA0+rtziXsX1Ksp/7qu6XidOl7qPR/yZAKK6j99FH+o+rkY2B/JhQPYB0L/ZO3kbXgV9/ru4r+iOLrLZ+6aObf4MrHuNbH4HYP4deN9wvMiAePkY54OR+QYAN4kqh89qZHObuxSr9sqNxckjm5NBeF/ASj4N1/RT2XS8A/4vSr7nP2Sh82/zzdrIAShrRx+DpPUuAVhbb8x/BG9puYl6l24AKxqo5VMAP65N1tK+q6u3Gvm8cYHrh43jF2/1Ra5Cebc4GVo2KEmg1o2OVSGyLpglZ2j9+BmONaV9MJdRk1KKugAAEABJREFUJU7L422m/aUBwNN+CTQE8DdLACAKfKpcUPClwKUKDWVVcoGkClKkGyCwMmBQQskawALmkbiUHtZNCI+mQLEI8wr1oMyA3qXQudyNycNQ/CdyViObi0lk8y/757md0Jj06Nrpuw4R2fxVFOcTAcW9jOdTvkkeCd25WG9V93GbU/fx0UY2vw6QTRJjaGRzpSDfQMmf53ieiWw+y/PrR5eLMqdcdBbZTF83JM88J+VaRJ+DAoBV9/GwV/fxXzvVfRzLNd7LU6F9ADl+vkmE57NpZDMgXnUf6/P1Q9DWBBKAYD4xxrDsdk1yHfP7NECwAtheVXDy+HKrzAHE7w/vz8Wq/QhWftV9fAja+vhh2Yj/J+TxCkD3C1xv7ByWPT6W70H3GfC+UmI5r3Y7/YScNv/Mc0i9rRc2LhFtrX50pmjZ6ptaZY04WaE/F6Od9M13ffRxYscuP1/LujYY067O8cQnGi+Ahb3BzxaLfBYv0YzmdE1qGYve+oBOxN9AWqY968bKzHGJ08q0bxxIoAHACKFxNCTwN0nASXfsxSxWlJu67EzZxIIL0aeAHASUMwBbUGWVqS/wzAyFaQo13i+r4e8UnqE1c5XN1UCtVnWrahmLpJ8+h8YC6e5b5Pr0u8lOVbi4j2uRzTX38W4/Jr9COb6Y0yKb3S3mPk4im3GT3qHEGPEM+Q1A+FIApIgl9mNpkue4YkL7DIDwwnKrU/fxd44yMcYLANzLsWqTxBi5yGaR/2WzcLG5j4vuAsDw7QDjtze0uXxks6T/Wr0/Add0NTHGoLfIZubkT8j0VdBcAv+WGAN+T8WLcD6u6csA3Gs3trqbxQE1KUn7pM/9u/KRzT8DbAdRun9BFq+Ffqd38ks2Ny8aLUordFdyPgW3+Jvp1+b/wKz8ekF+q8XJyWdEfoZ2tqlNNoqXYlevn6flLXPdCNdblu/0nVxlPEiurzJX0shnJ1HhYLomPWvQj4r1yZgjQNjK8Bmxxm1NUw6pz5ZLfJcvZzadXhI3ttUrX41ThLXQEENDAg0J/C0ScAAmAGPKCoDNWSioZ7VIrP5Ai2j5NLkBm5KONxYFgJCFtRSVve1OXZqjPMtdSrVsriZ72NSxXU7RsjjUIwp0VMRo0n8uMAdX5hm4pZ+Hm9Qim13Vffwe7r4nCjd0Iuo+XgGoLEPxVxNjFF0S2dx3GPfxpIkxTpBN0Hs/dNPEGKOyEpBaCtA+jj5exbi+WJ7v/tJ3CPexJsZYtt2vAmCriTGGfDUxRixbAZgPQf9+KPKbOC87MDOXGOOVAO1V/a3u0JHNf/KadOOMTGSzuo835hJjiKwDRN7BM1FNjLEI3h8LzZfD/yETYyTzwTziNj4dmV8AwKaRzYXxyGYnD0HmvdB+N9d7IIt2zkf3t7mX4Vb/fG/R/SHJmpYQE9nYKhv42I7FOperbJ/jhhj/AbX4tTwuv/69iyVdD4GE8YlyptbryTxE8Vi6PpBZiGclXS8AbrYMmObc3Nyfc2sDFN2sMfPaYO2GlA1QWePaPi3DDzSsP3hSr43VU24cSAC58n/jaEigIYE7LIF9WLQoyDPEo8ag0heKAurixd7zeFAEZbuNrz3KeRFXSZStl62dZ8lKLQOoGMkyIUVl8wxJFRgK0xfqyhkARtmpxWIKDgvrQolFg4v2oHw/iZWbT4zR5i7HQjxa9/HrAZgjJMZwcwDxB3GmiTEWu+FkfJP8p2CCNVuNbNbEGIO+e3hIdvF8+5vi5Ck8Rz2Agq8mxqi6ph+IHNPIZgWlSejqV/qTra5BPzExRkWuY3N0gdPEGE6+gAX4/8rQBmTvD9/PBWg/yvPrn7JRGFA6k51LN/klSWTzkH8l7uOrmNMbO1fJbmhWI5tFYhdINbL5hvHI5qK7CFl/GNqHdU1bf64aCT+6IAVU6OsGy9YDsgnxlNh8s/5yv9XVetaEASb3h5S1fdINn3OAm9Q7sXruzz8WYf3Rh/XPJiWChrXXyGfv0vXZvEN6oLlKsikqvSzlOXLyN5Ew0fivYQE31kBDAn+rBGpRnsu3ShVQNUWlyNqZI6lCQnn1AM+mwOgz5JmflVFmEUCZliVxO5qCQ5mFgIeVaV/C8ja3N/WqUK1enPyFPnoBlncBMH97YgyRHzmRZ7uqa3piYgw6m+w4VGRzcyy/A6heBt9tnNfD70WuNXFNJ5HN/e0ucR8fLjHGqUPjiTGGvEY2V93HQ36kKZY/AgavhB9LjFHZL0VkcWq56J4KGL6N63WHS4yh3oiuw0U2O1kGzz8PxuRFo6PSCs1ToHk+18uwag8b2awbM1zTD2ADcjEbhY8C4j/l3AOgvwiekwNZR6wPm0/GE7J+0rIXfcyRrhcvJdaPAS7tS4CotWdDlrNYsbxC2tv91Ef0mZabJOL+tLwvWY9WTlJUeuno8tVAra0tbhPymLlwr2/VAaxf6fZQHsilqHRyU6E5F6ilTaf1yTxM6/E3Bt+QwJ0iARReGDelgAuoRHHGInCBhPyxmQJDueUVopNuqcg9a8zwXLBbnJgCxfpVi8QU7Pj9Rk/7F5+2h5eQ+61e6eLSnGnu42H/HgCgmhhjVNLEGF563Ji8eWymnITFWY1sbnWvxnr7EgB22MQYEyKbh31vpRbZ7OV+8LgGpZ9GNheduqZfieV5FX0dObJ50Gtk8ztxUX8XwNq438t2QOojyOIBgEc1MUZFTofWIs7Hcr4C13SSGGPcja9iyJ/eVxNjDPoLsfLTyGYnA9D+OJa4JsbYAO/5yOZiNbK5dxHu48UTczYnnXhfAFSTyGZ4fhv0r4Xvdc3DMsR8Xs6aeBh0ywDrf7Gh+jyyWZzcx3+4dHVDlZ3vEmO09cCYQ+bb6lkvIfU239wfQdvK8SwJucfKowdEH4MYvcIeyaWo7J3vyrBxAo9BWrhK33K3yzkZ6djlV2jZUlQOp4Cqa37mWOZvgE1kJUjLrMeo4DJlJfSPPu9m/aET7mYcNdhpSOAYlADKKUShmkJDwXajvA1QUeYlqUhaDiRnsQDWEQrKFGTFoyB9qqySFJWZcvMRAnP6T5Re+ix29fp5NXGOzgNUAvmWF3kSCvoWlHY1MUYb7uOiSyObF7mfjwfy1G7NXbFqOwDvmvu4GtncJjuTyGYn56GIb+P8XFyRx5SLUo1sbnPPA8Q/DigeNrJZ3cfQrkY2D/kv8fmvncOieZWv8YFoZPNBgOXKgpfHlT8hmlf5AeWiuxgQv+ORzbF8x4k8DZ7TyGblu9VVE2O0ujQxhkz+D2BdxDPgx3J9BVbtF7j+Cb73AKzfQ9bJ6wHh+6uskyeWi4lr+r5sDp6DPD7U3+KuZ+38krYGqDyfza2HuLoebH1VmiS3wTo4M2+hun2yhn7zKSq9zO8o+yTymQ2JJlXZ07XTd+mIsFgPiJONY0OZyGeRfIpKeMDiNx7wn4asIVuznno/Klbvnegmwsrisdq92Bi13+l+NgB4uq+AxvjvFAmosuE0ZcND3ZwLD2WYs0gmuPxiFKikgFsZldUwdqr8yTdztcCcWorK5OUAXg4s3uKXaX1fNbCpPxuYA6iE8eyUJgryd17k5bikLbK5/zCJMboA745Bn7zyD0D5BFbcL7lWX/kn8jIAqxUFXH3lX9V9fAagciGg8o6+dnd0r/wb8eo+tshm3Md/gG99dr0Q+j9Fphcn7uNWd1q56JLIZq7XJa/8uwyp6uDrzlxk87Cf+Mo/L0sBvBuwxqqv/Gtzp5TbXNV9XHTXbmw9QmTzsH9A54i/mM3Bx5DHzzgHYeGvcPM656QTGf+KxwMv2V+RNmSxkvM8XNNvBWi/hXzWiqOWG7IHG4qIcRuY8Xw3D8D7WQ9eVoqvrodNJ4pGPlskfPJzLS+36eZI6fYtd/vFSd9tg3KalpMTgCwcJ9aHUI4PpICZlDMWKxu4HtaMrWk+h3yXlgFoNgYGqF4B14mVkUfId9ae+Qzhw8p8nvbHPxiAp728GwKYohJAuUQonFS5AKgM1ZTdbbjjUHCWorK3KOupX6Q/VeFaS1FZ0SAfLW9dnLg1N3csR+nqFxqYE0g+RSUKtLlZrA+UvwbmWBkFHAGQVtZ6lKgpSCWrpybyR3Gf1bndPyNJjDHkvw+o9MW1yGaRs7lvDW3fwvNOBZQlWJzqPn5V7x195V8tsjmW+wNYN6Go7/xX/jl5EPOyAfrvDHzmlX9t7tK+FnflxuJRJMYY9Bcgi7dzXgfgrp+lkc1eLkceD0WevVjl70Eu9wRk2zkfDcC+DDC/om+h+32SFY3KCYf3heVD/tSOAf+CWt3G6nqYGAk/4pdqGyxWlpBs6tghaeQza+rgWAqgjDWqjKXrgXHnEsSw/vI/JcILw0YkXbNYqPRl5aAg+hjE1gvjzQNqLCF9WntohZJxMccFiejT6kcPUpaUP/qa9kcDgKf9EmgI4M6QQLlF1gEiS2pRnkmKSi8B7sg0RaWTrV0jBqgV+l1zXFNOIUXu+DTyFWUW0iYFUBRuzgJxEgIApuAAhZyCpFzyklok8FdCSRo9LNpH8Iyyf9+QqFX7Ddzm57KJuBVF+1nsrEf1t+IqbUsTY2DFHTZns0U27/CvAbC+zJm+8s/L+fBzgP4nj2wuur/9lX9OriqIPL5cTFzT9y8X3XPhWd3Hh41stsQYIz5NjDEke5D197BKn87JTMqX2cw8oVxEJq3uvrjTL4L2h7Fqrwd4NcqdqZp4aJYydU0j65ezubmS58B/VNd0LPIDZPF+QP3eyV1ssJyTntmF/HrA/WHzJYGEKOy0zHrgOyszv2F2PQCOufUgBemmTwNU+g3FpQDOeEPm3+oruol0KT/jXhtbb4UmvDaZenhVwF2FlY7IRPoXyM30kaaoXOo201/z8gHfzveNAwkwn/zfOP4hEmh0MoUl4NwYo7tp1owUQFGoeQsEhRnHqUJLFKbLlSOUnCk4VaCcaTkWfaZmChL6JTRdWu8kxOKwegAjpN4UNMo1F1k75mULoNjM88IWQGSSyGZ6Z1D1hyYAwXp7SMeQfwEgq65pzau8o9mL5my+FAdrO3deL83y3HH38elYhRf0t7q3YyEe3Sv/hry6pv8b+j8HtOyVf2woFjOmyV/5VzwK9/F2n33l389wsQ+hBKuJMSrSCQhVE2O0Sis8r+R8CkD71nKLq0Y2O0ZXLxDKGtm8fNjfH9f0c9l01SKbB/xtzFksr0fOy5mvX8P7f467pk8GjK5n03MytycHY4tYHzaf3JObL2Qa8p3NL59z64H5zq+HWHKAyv0Rfdh6YK3l3NzBTFFAtvpCs4TIw/hJUlSKdPJoYpYyrAlgGMNxi/f4opbXt7g9lIeWDslJWhbnRlmP+RSVeG0q+U1G0nS6/sfam65Db4y7IYE7VwIoWE2KbwpMAERcn6bAUL4llKSVqStJRSwwi7puaKQKlvtRsmk5kJyCjFFmEovRS1JUuhTQk8AcSesB2ty7Y5Of+IjMlnmSKFSp+6eZlqaelnoAABAASURBVJJX/g35pwNU7wYMvwcY9o7GstUF8kEU+v3gby1K/bLklX9Fp65pzav8SlzUV5XnuT+Pu07rKFPkWSaW4ZmAVRrZPOgnvPKPTco7gkriPk4imwHxlwPiSWTzuJseYnXHDb4a2TyC+3jET54Yw8lGaL8bBXgWm4/EfZwkxmhzExJj5Kh7X41sHvRPxap9G/K4Frmsax6SodjLJ5DJw6FbBkjfK8fLvaCtz4EfBZC/FBC/At7NNU1bBUibP8p5QA2km75t/sUB5l7S9k5C1outN/qPsutBI58lkDOhkRzjkc/WPklRGedTVNJwLo9BFnCVvvluF/O8o3OXX67lJEWllw1+tpyuZT3hOZpxIF1zwppsCjJl1izr3HjWeoDfeFAa0/lk/U3n4TfG/o+TwNTvCTAK4wygomxKsRNToDHKyLtUgVLOWSDuoGjQiymnAsrMSarMAKIelLDVxxqY42SlAGYq3SRFpZd8YI7IrTzf7dD6Pg3MESnv3ymnajk5tY/RlCdA8UJA5cu4RtNX/jmZ/JV/Gtnc5m7/K/8GfTayOUmMgVzyr/xrc88FxI8qMcayAZ++8m/I39h5pqSJMWKJAZGJiTGyr/xLBDHxP4B1EfKYPLLZyTP1Du+kGtncWnVNA7DPAXQ/tKnd/aQ82x3SNZ3cq+tBJF0fAKq4dL4rzA3tVnEmB8Cl68PAjE2PWrRWdkVZzf2WorJ/ntvImmzp2unnKYEtS90I9Xv11ZFaTlJUOumtzJVcoFbzzJQH1nAUjKbrA1mG0LQ+vUgE8FsZ+iX+BmxM1IdY+VbP527c5FavfEznswHA03n2G2O/UyWAizdnkbiK5CJbsQQiFJopI9pHMGAK9kBV4Z4mWHB8L4cMzNl8mMAcN/HdsXWBOWEl8y5Z+IlQiMaDVOTBKM0ZKNKLUOgtgMnpgMqFXDVn85Ff+Tfi86/8G/ZJYgzovQJraSEW20/ZlDxv3DV9WrmYSYzR5tYJz0J17PXn4RJjBIGkr/xzMvGVfzX38YXMSD1hyhoIx7PwJDEGG4+PAbxpZHNFXg/PdyiyGdKiMQErhv39ukb8RXgRPoLb/rv6vZ4Aam59JJHPmQ3XeCT8KZJGwmvgXps+AtD7x99zvF+fvWu5bzwSfn8x3WDBexiP5gE1bkrLzHXuMQlzFPF82tYoYBtmARaXdAQIWz0bxBJ9GKDyICainNbHWOmZ9UZ73TSk600Zn8ZnA4Cn8eQ3hn7nSmCsIDlA3TdM2YumqCxoT30tsg7Am5iicp9fpPXqUkVBbenMpKhEQU4MzJmRKlDBauKPOFVogDhK0hQgFloIwFoZBZsPzHGSc4NLIH+iTQXAPXJijCGf5GzGFftdgKv6yr9YPowC1sQYN9P325rG5G9LjDHgNWfzhuOdDIiXj/mKTJ4Yo80dfWTziH9q54B/O0B7HXxbZDPA8lBXkF7klUY2t7lHsQE5cmTz1b6gkc3QPR95XIYX4RquNzc3y1BF5FPw/kjksoX5fax47EAmvPcGUUC1SPjxFJgVfRMT1aLrgWs2Et4j02h0TGy+mauoOWM100cYZ5+xxtLDxs/mn/kN4cXK3J9bD3CWewxSXw99TQhj99NX7rFIZYbkyvxNKH3jd18s+muBVciAZcvopvnREMI0XwCN4d95EthcdFugVqhFeQ6tcrdQ3rZ8WKqBNg4LLJA1uRSV6sK7RUyhoWBzCguFF/E80eqhp/VWThRkJXVjei/554gALG1SCyWQkHJ6vxOlZwpSrTIUtJXpT3hO++yOYf8aAOvLnH/tHJJdWO/XwOv50DrAVd3H/1T+RBJ9/ACs2ovVfcz1Zxtu7yv/hmQ3/X8boHoa0qoAiFcVnDy+XJQ5AOH9eU57UV+r08jmw+ZVTiKbB/whX/kH2Hpk9RUstn+B9lw2HJoY46K+FvfhI0Y2D/qFyOMxAOzLsWqvRCZ/7DxH9sQiPwC8n8UZIJOvc54L7RPLRXc2vD+bPt4vIpstEr5qka8+TtL5pz5qqqQAK475qaT1yDvnsaCPMLfh8qJxCDa/Ekg3jzps/v0Y8+9SetxfYi6tXuef72z+g2baZ/jDHa0WrtU3iUQSQ89zF8zP2Soa+dzRNZ6ickuL08jnmSfv9a1Uy3Cr28t1YEUtUIvCdD4aADydZ78x9r+HBKJslCcWbN7Fh8LCBWsKTAEWF2paRoGiEE2BonDzLj4nJZSy1aN81e1tZehp2ejFHgUpqULH/ZizUJLAHJfWJ4E5Lg3MUQExhk8FXk6Cl0lf+QfAXHf4xBh1r/wb9jdgeQ4XBOdqLK+G/hJoVxNjjEkrQHVqWRNjtLvb98q/QW/uYxTbX5DrIV/5B4i/FTD/Vt9it1YcUK8DrTstsnnQPxfA/QhA+1POAYBWNzFvBHI0svk33H3JrQOigVwn97e6J5db3FsA8W8ilzXQHsuRdQlA2vx45gerM18OALTxm5BLyDjS+RUp8Z0F7vFZywagrB3lLW0PfTYzRj/AQqXPtL4iOUBN1oNP10NhRG6Cla6u3mrO597Frkz5hCV7fAtX2bjA7RYnwx27pRqotcodZAO13u+WM7ReT3iMoGt9Mt9RJUj70DbT9WSdTtehN8bdkMDfQQIoPMDKlA2WVgmlaGWUXwk3qilQADQHsFhPIQrKFCpgrS5DU6BJYI5PFTTWYe6ZWvLuWEnrnQbm+PTdsf3zxgNzev08HX0SmCOSf3dsfWCOkxtRol/Bqv0CAHPEV/51jPgLccG+k+ed3wGwNhw/JAOM66PQeJBzst6LVBNjFJ1GNj8Gmi+H9uETY/BcHJqHf+UffHsn76afewDiCoiPBmRfBiAeMbI5cR+P+PO7Bvzb2Bxci3V7s+ZsZgPzSQDsEfDdjyX5XsD33tDUTcI5AOxL6edzfQvd78a9HSrS/Ol9oEBe+xLeQqxum9/6ZBdapq90vQDYrJm0HEh+g+Uk99ijMlNyG6yDo/l62SVrob9Ck68I/8oLXS/zMa9jl59PUV99uYP63V07fZeWkxSVXjbKbEkDtUTC5gNiPNEuyqWohGdg2Oo9fxOsc1vDyd9ExmvD/dP2aADwtJ36xsD/HhLwTkqcpmA9ygoFZGXcyTmLA3DOAai6AFH4pqwKWCjwaeUkMMdLGpjzCdmAxZF/d6xIPjDHSTkXmINCjGfnLJCwklGo8DvRas+AOvzI4h2+A9f0/wNgXw0wfpHrXzo7ZRfW4HWAzIWco4ztKqzcx5dbE9f0/bFqn4vlqe7jn44/75TJ/iXu4xGv7uNX0sdV0L6xc5Xshubf/Mq/CYkxhvyfOodlT+zlBxLLv7FRoBv5mjh5Urko6po+m83BswHxD21qcT/RBCuT8azf6aMHLOVHA96XIpPPdw37P0B774wh+YKM/6OfUAIxcKJcdeGO17N5i5C/1Re8RDBkZZ6pR6wpWw9JJLzIyrO9b1YSm06UjayH1hU7/Ila5jnyMGPZt3yr79Ry33K3n2s+RaWTsHAwXQ+ePuOxlEcpYLVnNn30rzwaD6z3EgBrPFIOOW3N+4LknivzN6D11h5+pu3RAOBpO/WNgf89JIC7MMwCKMozB7jBCRLSrymv20QiFGaaovJoAnOcpIE5l7nYO4lG56YKVPtsrmTK1MeFtEz/uRSVAEIOFLg/pyChn7PSAZcXN4/JGr5/JbQWMd40MUabO7Vci2xud9ceLq+yRTYP+edhdX4coL0Bq1kTY/yZjchroL8MZf+L4M575d/ExBhOqjmb29zJ5VZ3HudbsHC/yTPbQ7umt/rjs5HN8P2/nNuxkBUs3wSAncT5W3HyUsbwJM7kDULIShhLzmJlnBHt7Le6+w9KD+1OFe95vCrVSHgn7bUc4MkzdScH9KUVtFOLlSUk/UM72JTpF47ZY02NjabzjQyjuLmuHKRl7ojiPMDWu7HDILN+AicleDaAxaKPGKMBKhuvECva1jjrQ8eYlius+cxjD2V7up4NAJ6uM98Y999FAvtQLijfM1Ggyd9WuUXWoQAtReX4b0OdWmLKwHi+4K1HDMzJKiyXB3GU3cTAnCC1YOAnF5gDPyVcqakbfExUYZoCBRRyCpiyKlhToEFFfoMC7gOsHsv5CsDq8IkxABNA+/SOQa+uaX3l37cB3CSyGcvp4/Bnkc1YgGdBcyHnY/qL7lKs5s/fWa/8Q96HTYxBff7wPli+xZ+ai2we9NXIZi+fZuP0SGS/GcB5f8XJ2fBcdU23uUtwq3+2r8X97sCY/A6itsHqWyRJJLz+9InvkxzgXL1a/VwFi/VWAHFL54is1LI4NlgiPbODFDDpt6epks6vsMFijmz+qI8k0x56On9WT3niBisQA1SJJYSmtY+9hMyT1VfiPIDi5QgBWWs/WqC91PgVwTTXTaZGPtNMpH+L3AyPlqIyGec0/S+YpuNuDLshgb+LBIbanEY+b18xLLXI5zGU2dqZWQAVieJ9GQWq5Uw91kSE284AD4CKUICm4FSBcppCBAByFiqgUELTpe1RqLSx9lgwmlPYrK4kMCfTfzxLcgo1+WmJTxVqYY+sRXhdJ3s/k2vu0J/QdI34x2ERvgoX7FVc/4wbdjf9fweengbfFfj7Is+uH18uyhxA635YnBeNu6YPG9kMrTQxxrD/AuXEfYx8vgfdZygjyK6aGKOYuI81svk59JG88o/rNm0z2YmreyHu48fA+6VsFKqRzUOyN26W/8Et/SzoFji/zudqZHOruw8bD41s/kBfu/vxeAT8BNLjG6xtXdukBqgV1sOa4zIAxU05wKQPBUibf8am829l2oe0sfll/No+LYvo/KcbrJiyT9cb819iPmw9JPQz/FAf0YfRS6z2zPpIUlRm6M1ql5sA1M6u3mqg1tYWt4n7j1u4zbdylSRFpZc0ReV93SgyuDmYIxaope2m4xlMx0E3xtyQwN9TAh5ArWQUFsAT5VzAXiJc1aZQqS9lLRiswJyLD/efPkMzhQgYhyjdtBwkgGn0sFjU4rD6ikgogRjgamAOPFq9aGCOl/y7Y0UsMKd/ntsJaE4IzBkbktNl/B8W7rc4dxS83Ah/r4a/pSjZnwO0d/4r/7x0Aoa/5HnzS0aLSdT0ynLRPQUQP+wr/5RVDYhavs3fHws8G9m8XYPdnJc3+oqcxFirkc0i7VjgJ/W3uidD/82HjGxWwpxLN/njsGTvC+3/BNDvxVfJ4VkPbFVM/vQTAaA2X8gqQhFbmXr1QKQA6aTEdwaofNayzR+AmSvDv26gUnozJLdeKhWJmBurHz2QLyeR8CLLT14H14ygb5Hr4zJ36W6/gKv0zXe7nMiOju0+ca0nKSpFNtSnqJzZlG7auC/KpahEJsHBdFNA/ZQ8jjQo5v1ITRr1DQk0JHB7JIACzClEwKLkAzGFKgXpRuFbmWeHIUo6LTvJRT4DyBFK2hRuIZAIBWgKNAnMyVgk8X5ZjUWyUrzH+yeyqU02Up4QmLNih+/QcfXdkcCJrLEnAAAQAElEQVQchxWfcXPC3xBj+C+szIWcj8GqvRQX7BEjm7GST8PivABr9u0A+HWA1/rJXvnnjhOLbO5rc0lkc99C9/utLnltow4jf3pfsMjmIX8ZdK/tGsJ9PCxDcZNUI5u9bEL2Gtl8H0DW3Mfw/zlo/27cm5GnqyXvgxWDfiX8ngfNt3L9FvRvKsyUYRTqZwG3S2j2eM7kYK5KWYtT14PLrAfquwFVm38fSw4wWSvqErb5jgFUCFtZc4Ajf1sfuL0j5sLq3TzJ5QDvX+g2Ur+ga6efBx1JIuG95FNUiuRTVLKJa8oDZlQopADLms/x7AFYxmk8SCCl2IuNUQpSoj4tKyPT8GS9TMNRN4bckMDfUQIolpDTFKIbAzB9RllhAbusy48y7JiywhqOsuVJA3O8LGz1/gTayYZqsouDucAcV/fuWCfhWKZPAKEHS8h4VIUJGBkPUpEeFGa2Xq0yKwPo6sa28rgVdrLyM9mJZbh42Yj/p84R/wqsw6sA3Bs7V8lu6HwXWTydMxYnh3zlX98JbvtkdPW7rlv8wo4R/1jAcMIr/wCzZzE29jDyNebk3HIkJwKwZwPi6j7+4FFHNo/4lwGyn+8Y8n/oxDWNV+HHgN5zoNkcx/JNHhmcV+6XedC+N2Dz/ljkFOVNT9rlwSnIAyzekIg2qSyr68XKSSS8S9dPvFd0g3VKbYOV5AAXyaeodHJbXYrK8v4BOVX50VMBszIq1gffRWxM0vmHx+x6YH4ixmr1fM4BKuWQTYXRQ+bdrLGs1Z5fP4yRPq09n6flMbUBeFpOaWPQdwMJRACLKZexg5ID1NtU+cQ8//KobZjta5F1XBbfrsAcJz3HD+YVaF1gjgKkKUyJpUcqqRJXhclp9VhguU0DFko3CjW1UGIJAUgbE/fqT0+svj4wRyOcAdlPcN6AhauRzdVX/nnpQDlXI5uL0orb+BTcvOo+vqzccie88s/Lb9jwXFJ75R+W7ZMBxbdgkVcTY5xDLcKuPzRn87Jt/n5sDi4CZD8M39dzbosL0oNs3oxreiVj/i0yedk+JwvheQW0zy0X3Zs2tblv4J5eLfpsE8IKVoBq6nIOROffZAcwRawPk/2BlqT+NAC1wO3S+xvRFJULVYZJud0N0H5Mn69rOXnDlGODtV2qIO/gMJBwtG6D1VyRtE+RkLFYn9CLCtlNoZMSmyhrLxVRwLUyG5kSvdh881nXi9FLyl6svRQYU2bTwGYvYv1Ye01RSdlkpOOajmcDgKfjrDfG/HeVQP8C0XR8S1Wpa0cozCRFJcp9oZZrgTm5FJUihw/MEQlRgqbgUHi554jQVYA0BUd9iFVlChMXeDfAYBYJVnZOoaJ8SwCDtef+CKA0eiBDSB/W/6SBOXGqgGfvkzHaPxcaH0TJaGRzNTFGNrL5MO7jcdf0U7Fq34aL91rAcF2zuo+9fBLe7JV/WJr3BmDbOB8FKFpijHEZw0Ld4XEfD/lToPmUrgF/GddvQfum5mYZCprk04DsOchBX7f4AZ7j3xeALUL7kdD+TwD3s2wSfjueTrGOcFqcEAkfssFyks8BzmTQ7yK9K3Gje9mai4R3snp2LCZ/2kVNGUBTAGX7ltazwWJ9WJlxhMy5zRfzEOHKtjLgV8LCtfmOFXAzAMr9JeRs9YHWZ/pn/ehjEKM3aYpK3RB4KMF8W7toRq0OfU5OUZIUlV5mnrTdt2l5up78bUzXoU/5cTcGeFdJwCVW1k0FJ9kdfoTCyyrIXBmXYA5QPW5plJy1pz7n4qNc4jQFibIsMVwrq4LlO1OQfFaFafTqnyPWWyhJYI6kAFBoSyKfDx+Y49LAHH2uzBhupt8tuHu3w9ukh4JQ4j4e8S9ng/IFytXI5li+z/ieCXA4VHg2slnzKieRzfrKv9udGKPqPv4hvD0bACsAWlcDVOeVi4lr+j6A7b+X2937+1oOHdmsA1HgALwfBc8v43oF7umNNQs1eXbsJY2Er1rda+tzgNOvzQc0QwDSyvAXwV9a1g3YmNj8IpsQK9vmFzl1Oy+2weKzAqjV017L6f2sL/YARp8NmG7Y0vYAbra+crxoXILVF/YkgNrV1VuNfE5SVDqZzaazyFiqKSpFhpcNShKodaNzo3y/rjBHLHAP+tFYPlCLJtPraADw9Jrvxmj/URJwEhWaMwCMwuNBpCk8lE8JS8sUGgq35IKMgi1IN0rTFCYgVKKNtUdZq0Vq9OoBNbhNerLtk8CcjAXj5skaRJG+O3aywBx3FIE5t6ZWL/TygTkBVnuQgjhAe2bHsL8EsPoYQFt75V83cng9Lt7lgMivGPPExBgt7lt9RbdWnOPRK73UHSj9o06McauIWuIa2XxuuejejGv66sR97JJNUx1lEbXYeH59Xyzy58DzhzgT1zQu1DXi5S2A6Erk/Htxsgtlaukama8IC9rmB0CMeFaclp3kHhEw7hA52Hxr5Dv0DVBZOyUJUllDX9eDtWftRNAw+n5GHjCTDVZmQ6WR8AzW1pPsk7VO0hzg9Skqk0h4kV2d2/1y7hNNUcm4N8o8sTHDbzSjOZ1vLeM5SfsQiXIpKpEBY87Wy3T7x5qZbkNujHdaSOCuHqSXMM5YJFKQ7mwZ5aUWhylQFLmWTRmhcCPapOUDos8irVzAQpE4VcixBuYIzwT/VI183rhU9DliPjDHTxKYU5RcYA48mhJXBZoLzMEKAwGNBxR23kpzUsKVmY6J9gCPlVG2j2NclwBWfYz3PUzRPbE4U/dxm7sCoP39Id3HV/vCpIkxmmSoUkuMUZBN9HPIxBiJdUrHEw6Pa3qwLrJ5yK8tzJIkspm5eDT3bAPoPjgWyP3gu4XzkYC4uqY/g6z+r85jUcqO3SMbNhgGqFjeJalIWg5EPRgm25gNG3KyucDajejfyoUYMPNi5eaZknsmW9kra7j/ZEtR2SYbub+4Yoc/kasm/BjmeksuRaWTvspcsfXA/Zqi0njy8JS1ygH8MD4oaT0AyziNJ+a4xJnWu4RHWw/QKyETK8PPtDsaADztprwx4H+EBFC+IQBlyojPOQsl0GQXWYsUhSoZhTohMGexrEMh5gNzAhmtuT15zqwpCTd1LJdawgePMozw+6U8OIlygTmU40KqxOk/4lmeKUzkFNJnWmZTIZn20K93g4c5BU177zMKuiC/554RgOuOJcZ4pOzB0q++8s9JAVpfR8GfW26tuo8Bb83Z/MHDJcYQ/lnO5sHxyOZh//vOYdnL5iIf2RzIU8plSSKby63uWZzqmv5R8vwSOtkDXroBkxRQY8ltqHj8EAJY6Vww39xjZcA7Qv4may1Dz+onRMK3ygbmxlJUrp/jhrh/QorKwVrkswZqAYBjGSuYuYni5nT+6S/kmbrxwBrOPSZB1vWbipANibWH5xI8GKCy2dIxWz0boxCa2XKUlUFWntPlcwOAp8tMN8b5D5XA6EHJWSwamAMDZ4hHjfGh70ZZjwJcookhKArKfRsKVXBxLtLyVg1QygbmONSXyOrZGQBE2fVMCMypiCo4JSEouwhLy5Q4/UX0bvWUQ1zZVqb/EkBhCpR7cwoTZallq0fh5hSoltloGD3APLfpaMJCguezkAHNEhZFLbJJEmMMwJf29UZ4XAFw/Qbn8yXj7uPqK//UfdziqpHNzoErVXrZ/9U1XXMfTxrZLLKSDcNvoX/pPjl8ZHOWrn5W1zRAboALEOVkQVk3LyZ7ifPrgd2SAq6lqOwtynrkvygbCY+QKvC/WPvTFJVcN3fswMvBB2E9MB9RNkWlzncuEt7zGCS/XqIguz4AZGjYfHF/bgOF7HOAq/XZDRhzGcKK3Q+Yh5LZVNKXrj+rT1JUBnIm9yRH8x7R3NmrsushqZhG/zUAeBpNdmOo/zgJbFnqNqOMmlHS7dpr4vqsD8xxsnbmdkmVNAAFQKblQEKAyMooRFVoaRkXLyBpCg4gyQXmoMBVgaYg4UXL2fYlYN0AFQUbcY/RT1JU+hTQgyYJs/XjKSqN3qSBOSInAIRFlUHy7thMYI5+p88mcXNfBd1HwH/6yr9W18qm5BxcvBbZnMhQb6o/2dSsGBqPbB7y1cQYQ74a2SzyGeT2KOhvZXwfHDsg94NmEdqPTCKbW9zhI5u9d0sH/ck8A34yIP4Wnl9/k03SmsJMGWFufltjZR8AC/0zAZNEp5ZbZB11FgmvwWJYmEHXoF/I95K42V0m8tmxxRBZc1xTbj30SJApA6hSScuMKYKmzRdgmt9g1QGsZ/5pb/PN2tH5tPnTQCzGYPXMR46+brDYSKTtxyRijVv/3B/Rh9XPGpabqO/o8n6WjjlJUeklTVG50u3h+8EVQ3LI349TP6WPZLFM6RE2BteQwF0lARRmJWOBqIKcEJiTqceimJiSMBZTiCi4btoYoOLi0+eGVg/9Eko1LQcApksVNvUh95uCVPBDQZoCnRCYoykqRVbU3h3bN9/1ocDzKSpFdnXt9PbuWO8lH5jDJmFCYE52zCK/QOn/V1+bU/fx7X7lH6D4h3H3cTWy2UmTd3I1G5l8ZHOrez99/CjZGB1iPZy817d2DvtHdQz6lwKyn+Pz75R2QeR65HoxgDST8xpoP7XYKieKk9s0GlrJjf80aQAwOUnL4hKrPBcJr4CJh8HkTbtcYJbOD/1YvZYBPZsv+s65fNk8lYBtWw/IscRp7VkveZcwgAwPRl/p0Z+1TyzYjIt6PBLe6tlgrYXn5Sf7TIpKL3OWbPYtfC+sj3yKylXuIN+v98NiOZ/pP8ymqFQekIlZxbSfVkcDgKfVdDcG+w+VAACMAs0qPFWQKUA60SAVK0tBurFwTKHGXkL4NQWIxZW3OAKJqDf6SWBORoEmKSozAOyKspr2J9/ewJzbBjORrk7ygTlY7dl3xyYKtT4wx2c2AQFj9mJjVpDhtDL8JQdWcxrZPOQ1Mcb/Aoqas1mD0d4E0Cev/AsCeemtvi6yucUdMbIZ4D4bazSJbOb6E2hvBXDWAmBvBSROBWT/IE5e0RzIYizl5ZxPxHJ+Y1+r+3p/i+vRn9XoWLM/o2EcYSVrsSKbbLpG0fWQmQ/hOTEgafM7vqGy+U8ANi+rEuM2WQFcETza/LM+chssTVFJn1Z/cGaSXMPKbp/kUlSW57le6OdTVIrs6dqWbrCYnN5sDnDKUfPMdH7pLxcJr/WM0fr0Ij30YWNWmXGPjYn20+poAPC0mu7GYP+REvAFOXJgjhdTRij/CIVkyipJdpGpB8wjFJjVJ4E5Xk7F7cnjVZGNdYE54ykqLTCnz7n9KOz+2x2YkwEV5RHFbzzAr24qbAyUc1YaPJfo0xQsIBMCXNYekNGy0cNlf8+OYT+siTEssllkiwukGtnc5tR9fA6AaK/8O6Rr+rJcZPNbsGjVfZxENjOOK+D10ZzbkemHxwK5PwDbAsA+AtovAWQ/U25x/7e+xambdNJlg/XYA//pWNicQNfGyk2lWMQAFTl0x9nI5yY2Iy6df+SaA9Tkz78vsgAAEABJREFUGapLwa0AgEPfZJVEwmfq4/1ssJxYDvAkRaWT1pNH/Fx4ka1z3bB4uW3FVt+h5b5qDvDy/p2sIf2C0wUS5lJU0iePCKxPmoTwaWU2KxEytDIbl/oUlfmySDf3mIxYCyXuNxlCf1odDQCeVtPdGOw/UgIompxykoroM9ZU2fDcEH7M/ZakqBSxwJy+RTxHdHL4wBwnmztHpBb5HKPMcoE5KNyebGAOCi+st8rgyxSo1kPDeETh6xisjPWigJsqULXSnVg9/eWsdlzuE0HFp6CSBOZkyoUm6QXUZs8ekPk8p71PEtnc6j5wexNjAOK/73yx7KX/HzOGixjTDOh+C4A4v1yUeYDsvaD/rP6iex+ffzhZZDNzkxz6Wj0s5HOgeQmW878kX/IfNHWDZbKIYwn5zmShYIY8U9lWmH+Xjp3NSIQVnLavrgdrf2ChRHRzmtzgqxusomigVj4S3ssoLuCltBOLhE8Dtbw4yUfCA6iVJrE+PI8IKgdz8xcVgkx9ILn5Fp1vn7b3sZQks6lA1nkZ0B/f2RgZbwRP1j8blJwMdBzT6WwA8HSa7cZY/6ESSAJzRM4Uj9qn5/6FcjMKeom6VynKeGBOARdoGpjjZVvu3bEyITAn9+5YFGKEEjQFB8j0UDYFRz8hvVs9FthEQBUxK417w6zCxH2YU8A8c4xQ2kYfCzeiD6OfWO0uVeCFZkApo7CTwByRzq5sYI6T4xbv8UXoVN8dK7L9QJskVpp+lz1VdsuG/MTEGE1Yf5oYQyRJjAHwXTrLib6ZaQVW7ZPKRfcmngFrzuYeqWZlypJNPmtkc+cufx/m49kA7ge5/gSrecvMZrmJzdTbkMvpXPcljfkPWUfMp8nCFXhkEIvJYgzwoZnV7wsSQD1DrsY3QkVfi6wTV5eiUsTT9yKqRSPh6W9L51npBotx9eQi4UWi5hmpvKEXYjlbnwIP2fmC39x6YEy5Mu1zFit8hFJI6SfrQ9Ixsj5C+rT+dD3As5XZ7CkgW7mpOZGBRT6Pp229817OD8PH0tEA4GNpthq8HlMSSAJzvEwIzJk1Q8zqRVnlfmuJMguzLj8UZITSMwWGAo1Qcqbkqc+5fKHXzXcGqHxWALX2QQGLxYtZbSh0tcqNPuUQK9faJ4FakirgMU1JKKkCthSV/nYG5uySNCUhINF8IKWpPGSfpQK4TwIIv9U5aJHNnwVUHsVi2Mb4qokxiolruhrZ3OrUffzbm1rdXtpMPPwhIptnybAclCvZsDwWOQ/Sx0eanDwQ8F4AiD8ci/nFnDfUCDbXfkaDq1u/6+8VBdSlCuRa3lx0WwC0Jtzq7VpOXOVeti8/R6pRv47tjMhhU1R6ZJOdf6zsHviy+eKzbgJsvpBHDlC5v0Qvth4AzBJrJG0fiD4CSMsVya0H1lokFbH6YGbS3vqvzJCINWvl49pEA7UsReXGBa6fsR9f22BR3k37oWW7JUlRKdXN0LpglligFu2nzdEA4Gkz1Y2B3hUSUAWZBRN40KT4prDESYhSTMuSlE3hSUG6uccUKFaXAqoBKLZUyVdSQOX5XE4hxjMkBASMXn1gzigKFbCx/l1dYE6/pqj0YoE5m090O+AnDcxx7gDl3sqgnMa1dkRHCszxGbenyijLA5/DOLNJYNPAc26ZyVjPs8QYRffvgGE1srnFba51XH89+VCRzYFcDzhdjGxmuViujQtyQeL2bnP3BHD/Ddf0e3FN/8+GFrepnmatvF5/RuPYYL1YqpHP93Wj1N3sZoltsCSQsC4SPgREU3kz/7GTbDmCH5sv56TEaWXWSi5QLym7FCBVdoCwrQ8XSMT9Rh+55ly+bPZyFuzobAkZg/Un+2StuDRFZd9814fcTmSTsYB20j/P7YT+TjwHSYrK1c4dhIcNMk9sPQD44YwD6RiReVQ4kPIsyIhxGI8yjf7dyQA8jSTXGGpDAkchARRgDjC5pYQb2AAVZZQro9zUZWcKMBbJASruRbV4TFklgTkuVW4TAnP2ikY+HzEwZ/GIXwZv0ncHA3MqGasYhZvjEYsy59YESEvIxUACAO4GdEwmjueMKHWTgYwhA5FZ/S3OXvmnvGZPAOE4ns8ePrJZ5I++Iq9sDmQxILscAH9if5t7Q99C97VNC1y0elXys5ks2SN+1rFWvNh8AFZhITMfEIh41mtjYVyhC1LwYb51A2Vjx9ot0SaVDeCEfKwMWOfWA31HrCGjr5HwtDd+2AjperKyK7IenKQ5wE+UXvosdvX6efAqW+a6Ea75FJUimqLSAJX+chss7u8J9qdjYv4i1rjx5FnDAH9adjyWyMqATSdysDHS/7Q5GgA8baa6MdC7QgJYO6oATfmgfEMUbKoQ1eWXUdgBClfijDKLE/Cx9ncoMMfJpkwGJQ9IRJhqRlMVZjZFpUchVjIWqircIwbmZBVqLLlNB/TzMqhIxHcmEylIJEFqNWLFq9Vu/I0VRK0yK+s84o6+uGvI5yObRTSy+TFYYElk82ggDwBoW3AfPwJr9iX9re7T/e3uN4eLbFbat+ekr5A5TcfiARcvBiYAS4k2adnVRT4zv7n1QJl7bKzqAgbkc2X4s3JlFEAVOUVqOcA/IRuYr/ZTh/wc2kktRaVtsJzbz/f9exdzDx/EOQ//YTw73UTQfxQ3Z8oi+chnJ7nHJskGKzv/yIAxmUzgv0TZZMCGRP8G0vpYQufFysrWdDkbAHwnznSDVEMC9RJwCh4+VWZjPNOjjSnQJDDH8/zLo8ao6AtFI10X51JUyh0IzDkuBTQUcuQrYn0m5ThVeFikIb2bAkQZhr4p1z5nwcJmPjDHoUAlpYc7UQHX+qsHkSQwJwO4TQIAe+73QBXExwNzOtSqpSjjEcozakkv9Dtx8h42Ckvh9Rp4P79YFM3ZrJHN6j5OIpuTzEtJ47/ffwBLCa5T2QWim4W0XAeo8JvbfAQnJO1NVgfbk7JFwicpKkVykfCMpoJslnDVlyrcynVzRy0H+GUuRh7R/iCdP+2TDZb1Ac8hnhLjUdcDc5ar9z7dRHC/zqe1p67kKmJWe329AKisNwPcWNe8S/kZq0gEDaM3Oko5U894ps3RAOBpM9WNgd4VEkgCc0QsynPSwBwn25ZvlepPic5xY/BZH5jTg1I1BekBPNx+VsbKnhiYE4spQFWQWNam8FB+eQu1IiFtrF4tIsrp/U4irBjrTwFVKmLtgybuzyjQJDDHp/WTBuZ4yb871slQ7d2x4pJnqbnAHPqPckkvRH4rsfwI69YSYyC3f/iRPCLIjBXPQgQTJqtb25CNZzPkmUEqyi2yjo2DRcKXZ7ttfO26bvELuYpGPnPd2jUyvh40UMvJ6uMyGxzqo6YZKaAJ64HvrE+VFevD5qd+g8X8h3GGZ8olxmGAyvoqsQaMHuCcWx+AhgJyWh8n68P6K8xkzJn1EOwDYGPWg4cyjM4dlpvES5qiconbxBhmLuR5PdXT6kCW02q8jcH+3STQIDypBI4mMEckijMWJ+CXC9RSi4VnpKbgqA/5zsooyMMH5hQkD7gobO43BYpaVJev0YOXEIVo9RqoxdisvqlV9FV3K05eNx75PB6Y07HLz6ddGpiz3aeBOV42yrw0MAcFHOVSVMbSU6gDGcZlPHisqJwMdAwBSl3u2n+Jte7TDVa9tT7k3C3IcvuKYalFPusG66ZsJDwjiOL9eUCNMwDmRSJANCeLrIciWQ9e0g1TXDffFQAxI1vmvn79KMAafeQcZQEcd7S2t/rRAxIxJisX9shaxtBVS1HZO9+VKZ+wZLNv4Sp9y90uAH24Y7dU10P1Wfv6XIpK5ndmVgZ64zQ4GwA8DSa5McS7XALR7QrMKUg3LrzUIqlTqNhSIUrZFC7KOqcQxwNzUgUZo8B9quCbZ1HOKHhXlNXiMoE58w4fmLPeuQO0763MlTQwx0lUyDw3RoH3oFwMtB2AmXt3LO1zVljAs9EMoHpHOQMqlLsZt42Zcs71e5fN8CTWOryEddZ6VIlT+SeyyMhfNyM8F01lxTNUvAxWpi6f07kg3YBuVhYhGxRrj5xyGyjWRyhxulmp4LGQTP8HZ+YB1e2TNU7kpFoO8PK8JEXl/I6yn8/YNOHHDsawu2untxzg0NtYl6IybJ6ZjjkZ41jKgwSSi/73ADCnjUH7mQ4nfyPTYZiNMTYk8PeVwGGpF+rAxFN2klWgOTCJRSIUnAFoYpFkFCbKOUJBWr2W6d/K44E5p4rHTqKilqLyqANzxHksljA+Edcp9+uBcoywhKyPpBykCtahQONMGRAoUTaF6h1WWFOqgFE8uZSEgIxaWdaeMatVli1HXtL+4CkX/Uv5rjvqwETBBv5T3nXsQTp2ZBfGFbENFuBVil26HpBbiLzsfsq5DRayiqBh9UkkvKSy0Rzg0LS5wrrWDZZFwm86UTaKr0tRKXLrih0+SX6CxbofgOyrywEeFY5L+6D/KM7+lKh+/lnDtDEe+Rz6zCaAuVQ3eO5vgDVv5btuMv+xPfN38I/tsNFbQwLTTgJjEjFmU0YoZ1WgpiAVvPjO6gWLlfZWn7w7VuT2B+bskFOgI+JcjEI/cmBOxoJFQU98d6wXU5DwHKJUjWc+593cXnIgAr2cFRajsCUDGsnPqzJW+mghb6U3N0mEjFaxqUh0VvJs3Yu97g9ad9mhYML4TTbIusQGJF92KQAzDt1s2Py6CmPLjF0BFnmZbDX5BYOz9hNygBdlPfULW70/gaskOcA1ReWIX6rlSVNUApAHxzI8MR+VzHN9xpOLdIafiDkznnTMbNKsTH1IX1bm8UFJXGa9xGzA6mXgM/2ziaG9jRFa0+JIFvO0GGljkA0J3EUSqP8ZTRKYI1iXHjUNT0lgjhMLzNEUlXzturLvjpUJ746dEJjjZkiqwLC6oGFlLOacBQlIhPRuChOFm4t8plxCyeZABIVr9LC6FUTG7xcMJgBX0v6pj7Bo0vZjEmUVbBKY49L2k6aoFJmleZgZRy1F5aC97k+frTu5udAsd3kGpQRQ68AE+dnY4T9nrbMeIr6zejZYCl5nsLngMbhIX4uso94i4ftOcNsp+859fhHXJPIZ2W7pHLFArdiL9Bw/mAIa7aJs5DOyD1H21qfWM2lWTtZDZj6SDZbL0PNSYv5tPSg9Tpt/rNsQOVg9Lncds9EvzEjWh7UvsKGiT6tvFtaHZz14voW56XIwJ9NlqI1xNiRw10hg0sAcLwNHCMzpwfVoCgrOI9yUVkZNTQjMCZpQYDTUY9yqMoWHcizxnbk9UeAlJ6mCpRxixZgCxYIJqbf+uD9CyRq9eFZi0Vj9qD5HzNBLAnNiOfS7YzUwx8lIxy6fpCRcPVlgjsiEd8fmsoqxyah7tq5D/4ef9db6LDwYANgqyaaozFjrSSS8SKFug7Vt+bDUArUqDGLNjIF0fihH8S1pmfkPOU3+zF/kg3T+aa/1Nl/wox4Lm1+vgCpi64H5znsw1GL1aX/QD72k9H1n3q4AABAASURBVHWDRR9GP7HSXVrPxigEoI2/WfPlJtp3dvX6WVxl4wLXT/1xtRSVyW+zvQwtHZJqVjFtNA3OBgBPg0luDPGul4AqsFxgDuBRySgsrc8CLMopxBVpCs6JlFB6Vqbu8IE5BZ4z+9QFCJhH0DSFiMkUSZwq2AmBOfrbTEnrk8Acd5jAnBPdDqScpqhc6Q5Qrg/MyWVQEtyeQcYNSvsIIDAeAYmI08YM4IQAiZW5Pwcq3H+XHMnvjZ3Yz2iSHNT1KSrdBGs95+IF3HJl1kMOUBl3FGQAlrJukEwWlEvcYwDLZ3UBW3297KjX+y1lZrIeJAVQ3WBl10sS+ZypTyLhhQ1WJhIe4c9dutsv4Cp9890u7s+nqPSywc+W07VeT3iOZhxI+6R91JQZo7aZ6mcw1QfYGF9DAncHCaiCdRnASxRgxsIAaPKBOVgoALIpVAA0RImaQqUuZ2EAyApWBl71gTmFiuQBeL+sRi6HDsxZ7IapzwfmiJRzgTkAaDYwB0CM4qa8QoVv48lJ/rku4wmzVjXlEkBgY9YycrIyn0t8ZzJAgYfwaGU+32UHvETZn9HoWA9rrSM75iwrm1J2fbAeStCwsfuCdDP+tBzg0o3Fysl6yABkBfrMh8kmSVHp0w3VgTHmQtKyKybrIU1ROc9thIcWLNZ5KtQtS92IONm7fKfv1HISCS+Sj4QXCZtuTWnSfxSMpmWnPGd40L8J5tt4hH7JZ+q1n6l+NgB4qs9wY3x3CwmgWEo+SBUmQJIHk1hCFGyqkCsSodStjLKOUGimrIJZEjEwqx8PzDlNsu+O9TLx3bHZwBxXl6ISgByVFEDpP6qMpWUUZpgFVPjJB+Y4nhP6dIzU5wASsC1JRcztCf0QOdiYAKC8hYsrNzvGGP4ko6BHD+ZlQNu77GB+dQNkY2FcJcZnZfgOaWOAKQXppo2VWRs5WYyXbX51/rnf6OENiQBoq082WLFYvd8vPQgjn6JSpK32cv7ti9wQ9ftzKSq99O8vyql8nxzwH+VSVMbSw3pI+2A+4iBdH/ATsVEwnuBXI52z7UNA2Mq0L7HmTQb0p38DVp8wMcX/awDwFJ/gxvDuHhIAXFRBm3KCqxyg1gfm7BtOwOUMuRqVRuOjDsw5S6oZtaqRzz2zC6mChMwRA3MASVOAAEQIEFhZFSTfWVlBBIVqChQLJuS0emiFjNvqcS9rvcmgUJAQJWzt6wNzZjRJCM8a+UwzkSTpRSarGFbZZvprrr3uj7Z32YFc8mASY6G6FBBVdjBnY2VAOQClXjdcaX2czL/J6kBLUj5NfHU99N4gGvm8qDXyJ0BXetvdALIYWzrskxSVSeSzl3yKSifR6JgYTe2zuZLhMZAwrlsvzFnaviA5tzb35zcNugFz6Qasvr6+TF8hPBv9SgWr3Kf86Lim+tkA4Kk+w43x3S0k0LxHVMGukmxgjqQ/o6kF5tTAZGiVuwXGty0/R9LAHCe3OzAnzlhF0MspzEQh+lRhYrGo1ZYFzFwZsA25JwUJ3JxYxaZA1SrLKtT6wJwkRaVLAWDSwByR4xdv9UV4rUY+Ozn8u2PhAXer8aD33RWnyiY7dsAlt8Gqt9b3KdjEciaAmujgcliXorL1CCkqL3QaqLV6djGVJ+OOmjLyFQCV70w2WJsRGyors2kIc2UPALsMAAbSjdfBPBasj9z8c38pt8Fi08B3Rj9oltwGC3d09W8ApvQIdkuPxPTnuYsv2tpFA7U6uryfRfGYOP5WJoO/lUDj/oYEGhI4sgTWr3R7UNADK14s1ShP/RmNTAzMqWQsEMAtH5gjWAhBqnA94HPEwBwvBqgo4JwFk1ioGYuD+pDTFGgMfUaWlpskZ7FMGpjjJZeikvvnLt3kF3BNU1Tu8tWUhM4dZAz5wByeI+ZSVMJDYQwlrQT0dJILTsO1mwtO0iZ3xdnM3MDLKgAV4/bI1vpQGxssJ2mKyloOcJfOL+PIJ7tg7DzrtfnwjvWQXS/IijnNbpAUMNP5j6XEBsoAlc9aztaHWUClPm+lK8Bm10tFoux6YYMVIgPrvzCSAGqaonKxKzOmE2obrL7lTgO1hms5wG90bpT7cykqaT+ljwYAT+npbQzu7iQBh5I+isAcU2AuQGHGKfgAViVopAqzIEcOzMkodCzFnFVWcCjwjEKdNDDHZ1NU3rHAnGxKQsYQBfvTMTHGvBWGjAB+k4G4JJrbymxK1Io3GeCQzaWovKvme8LPaKpgknuhBOASYRlb5DFjieoi4SM/A6u4NggAFa+CAS6AGLqxdEMVOOmWjMs3KEg3t6ayqZddILkNFn2FtDf6mNShZNbLwVHJxRmMR8KvsBSVC10vY5jXscvPh05tg7Wrc7tPNlhsOg8w5vpI+DC3wWK+eRRhPNB/yDhtvpXuVD6PbQCeyjPTGNuUk4B3KMAM4KGcQlzEZpFQX+JMFaiIgo0pI9pG1JuyOlJgTrAXF5+kFtV4isqJgTnr/FwV9qSBOU7KhwvMYQwaqGU8opCjbKAWG4YIN2ZajwyoT8tYVShcGzPtS86lIAPgqJVl7bHQVEGbDGgf0aeVdRx32ekk/zMaxsocGe8qK/i3MuMs4Ui2sbM50ShwWw9SwAWckQUbk1CCdPNCObehoq8cYBb2Sw+ytf40RWVWVpW9sgZZrTzbewx4kU1tspFyccUOfyJXTfgxDCDuo5ymqBSpT1EZFjKRz55NA5uidD6QAfNtZfqPsmuYzyWf3WTSnu9MJsrHVD4bADyVZ7cxtruVBFTholxMIaIccxYJ7uQQQDFlRb0+M7P2Qd27Yw8VmNO+3c/WgePi2861UgvM2brYTXx3rJNodG4K0tpncyVTph6rzXhCIed+qwt9tZqMR+7PbRoYbx5Qec7Id2l7l7dwE1DJWGHq1kSpW/v6pBf7FMBj+PX+rtdljCWuiIEH41RZZMsluEzLcd0GK5AQ+Zms+Zyf/yBvkWIdR8jG2ieR8CJpDvAlooFa7bkUlSIHl2Qj4UX6Bwe4h4kUR49YpGMiRlMBs1JJQV/LWUDljii7PqjXMdh8seY1A5eV4Tn/+3XWA22sng1KSNn6V7am8nnXL9qpLN2/79ga1I8xCWAJ5iyWIwbmtNQF5syeJDDHZ1JUjgfmHCepwkREUVMlVajiJOQ7U3CqQAEFKyegkbGyUPAhzx1NQVIuMQ6z0rBecgoXKz1EiRrIoHBzFo+W2WQYvSQwJwO4wT7c4rHyDycwOmer3MyloxaYU0t6cfJe38r3Mtzq9nIdsBSVFO6qQ631oJDKGjmEyNdkm7jbJa2XAoCaGbu/VfSnQ9b+tjHqRSwHeC0S3jZYbW47YBUvG/KLdcy6waK/fIpKNzFFJevB5M96iHIuYCxYyawXLHSdP2sP/ZCZsTKfS4zL5lvYVEDT6mPPJiMWq8flHlFvY0xygItYezZY+nMtq9dxTeWzAcBTeXYbY7tbSeBIP6OZEJjjUOlO1s7MKGkGlA/MCUQB0hQWCjHKugABzAiANQWnCpTTFCJgWKJsgIpC13Jaj0Kl3u7nuWPIPdZfMENUYab1sySEhtWrBYvr1cpJikqRCYE5S/b4FsYmWO3Vd8fukuQ5YpKi0ksuMAd+otEDqdLWMeeerSuhu+DUsSJvk8VYAdlk5i5JURkDwJ4Zgb9kPWRTVC5zW7Ag8ykqvUxIUckGy+QJmQi3tJWhHLIpMh5UVnxn9bQPKVs9/OYBNZBu5tfWA/zoerD2yaYiA6gJfWFMENajwHrgau2DMTYRGRloikr6tPpZ7XIT66OzboNlKSqhNaWPBgBP6emdwoM7FofmkijPCYE5lYzVhMLLB+aI5Fx8KKsIK9IUKgowBKYNMAHIbnGpxYFF1g0gmsIDrMKsAkQZ5wAzVgtIUoV6pMAc2SVroZ8G5sybNDBnd9dO3yX8O1RgTvO+FFCTMY5lymwyGGc6BngEZFIZOClhqZkM6OYuOeqt9SQHuJOZNWs9SVEpklrrjplzclPBpYFXgF+UdfEyl2G2jBx0Q2Vj98giyMwX9SEWqckKet18Z4DKXJUoWz3rpSR1gMo9Rt8BqPRh7fF+hPBk9WyEIoRt9YV5spZyPge4SC5FJfR3dGz31Rzgzh30Ihv8kORSVDZnNljQm7IHczdlx9YYWEMCdz8JACaBz4CLKlC1isY5TRRkRQxMUH4lH6RlKUg3LmGrBzAnC8wxBUlf+pwwVZD0l1XA9YE5cX2KSg3M8dK64vYG5hxMQZwxRPFYZsyOTUWQqWeT4QuZMoAKwBrPXhJLMi1TjxI3UFG3NxsLqx8X5T/8cjTWOvMb1VnrE1zAzJnNH4MIgWmbb51/vrOxI4duNh9WRg4l5G3tAe8oC5gV5p/7jf4Yz9Cz5SQSPmOxunmyBp5POkPjs2nYv9BtZD4WsKGaR1G2LHUjXPd0bfPVDZZzmgO8t7JLTuP72hE2HczMPzxk3d7Qz28KdT1keKgRmYrXBgBPxVltjOluKwFfBRNTkInCDFKABXjCLBjh8tNAHFOYgKeWDWyCABdfxgLCOs4B7oTAnKKsRyEfPjDHT0xROTYqKQ+x9NQF5uSsNKlIDxsD41HHDN9WxsINmSArJ1aYS2UA4OSfO8YSZu/HwtNNh/2cx1WQwd1FYbs8r4BhxJya7HS+4dfmHzmUshsqKbDB8pICqs9vPrBAc4Cq8w9Nox8cEI18tnKhTjZ+v/TQ5ynifRL5vLlVNlCuT1F5Wy5FpUg+Ep4xVkbF5k8A1FwOcNZ4JQO4TgHVp+uHDaVGe5sM4D9ntbNeuln3JgP4m7JHA4Cn7NQ2BnZ3lACKRcHEFKSCCQrHyijgXKDWWF2+40kDc7wsvl2BOSIT3h2bC8wJJATIcwpWshYrChilafWAYw4wGUM34zIFK7GEgL61594ScrD65N2xGQDV54gobWvfVEhAyGQEckTQPAsQoZlI/0K5GRBYtnST5/HoXTvrjC3ktLHxuRsmDUwYd36Dhaypt7HyWROL2OYCgM09IuD+iBGaLJJIeI+1OZ4DvHexrEPWE3KA1yLhLUXldjkFOiIa+QwPo5ICpPLQXEkBlnKYjXRG9j2FzHoQ1gObKBuDllkvVmYDUsLKNZmwXlRGVl9fhn7E/SYDmcL/GgA8hSe3MbS7nwRGR0XByhRo8jMatQ48dgHsJoE5kklRucxt4evDB+Y4WQPyGE3aqwKzMpRV4VkZhZd7jkj7UJoyCrjO6uL+HIgAziVomAJF+ZYAhqyCjbKbCgVU+kjbj0mEkjZ+ksCcOFX49SkqN7S4TbS3wJz1LW4P9AaXDkk1q5jj2bqTm4M5cgbf36UHcqjfYOlcGJgAZBGbBZPFGNYjDFt9kqLSi6Wo1MhnZLlksffH007K1RSV0jnkF2l5q3O3Am5bus6SWspSjGRZPbuQzieym5CiMutlAfB6AEmbj8RqD9L5oC7CSjeeAcfu2IvNN/V5F7KXENC29qyPiI2I0Wf9RNSnZf5ZoH0/AAAQAElEQVQmWE9WbmqWqow8d+kgp/DZAOApPLmNod39JLB1SQImFpiT/IzG1wXmiOQCcxhFLjAHtZQro7xygOpR6vxhm0KjXkHBFCYKu8R3qVXmpSSVVKGisLXeFChtcwpTnyvSh9Xjjs4BahKYk7VoNTDHZ94du8j1MaZ8YI6TfGCOl3yKSsY0o1IHKkGmLBIFGbcn9O+SI/kZTWbsE6z1BZKz1pMc4E7shRJJJLzPpKh0OKxF1s7cnh8rmyKbX+Yi4jm4zYeWAe1cPSBp9cxniGVtZdp2811uPTgRq3cFKbGxSNcPc0G90Qdgw+ymAo4j1pjVa3R4tv64NtFAra6uXp/kfO5d7Mqsudm1FJUbF7jdTJ6lqOTzlD34O52yY2sMrCGBu6UEUHZH+hnNYQNzUH4lnpOaQpSC5Fy+1KtCtXqUb85CwZrJPUONZ0iIoExhHuLdsVbvirLaOTl8YI6XvbnAHCcT3x2bBUyU+pECc+Lsc0cnueeIAkiwMbExM55/2KEBSsu2+1VdQ/5fm728kI4X2ntzWyax1kUOHwmPLCoZEEfWWRewAGYRgJgCpJOQNlYGELulIgaogW6wJN1gIadcoJYLJAeYXtdDLEavfoM1nqLS6mWfrBWX5gAvL3S9bALyKSpFLEUli0dzgG+UeZIGajHmuhSVYSGzCZAp+q8BwFN0YhvDuvtKAOWUC8xBeZYA5Sx46G970zIAG/tUoXK/upRNAcaCW9unChPrJqKN1etvMaFv5SQwJ07bx3tlNdKyFJUbJgvMcXL7AnPgqT4wB8s5BXHq4dHKWHSl+ixSAIPxjBXWjZxMJmxAFDSsXsbyIMJ4/i6HBid1Dvp/7hj2r8UN/GU+d+9rl51BQb4JCD1FvOxnLC/sne/KGQaOmKIyyMwfY82thwQwgxRAoZvfYAVSou+z+D452GDlPBIJgIqYrHWD5Xxabp6Zf8buTmQ9uDQHeJKi0ks+RaXILcu3+k7tsG+528+1r9Iip0rtn5OwkNlgeQA26/Z21DPfxjNWeM5NzZhD5Gj1NbJT7doA4Kk2o43x3O0lgHLJBaXgPsxZqABPCSvWFCafFWzScpAHG6yhiEFbfRKYI1gXHpVHRe9vZD2XfGCOk/y7Y0U2dSwRC8yBx+iwgTlOorgg1ifAExUySp3+QiyxVIG6RMlbGfollHAKqJ76DD2nZZ/ZJADYgIz1N+7WtHKS9CIDMvT/Nx36s6uOHf4hHUP+BQDtJ7Buf9k57Hc0x/I75udl8NfGeT08XYRHoIVns6f3Fd2FXN/R3+I+m+s8yFvrjF03UDZ2yt0AVFqOkUXd2OnLZEf/ObDSZ6qS2VAl5YwsKl56mJ80RaVusJy0F4f8HOVz/Rw3RP2BWorKPpcAav/exel6kEDCXIpKx/w3p/MPgIZZDwX8RtkNF2Ca31Qwv8y/jQme9ffIWas9Z9Urn8k5xf5rAPAUm9DGcO7+EkCBhihuAw9XkChbHg/MsXoNzGFUZ4hHjfGhHI6nqMwG5qABAQoLzEGhbu0akZU0F9EUlU5Wz45Thcn3+cAcLxFwbX2qAsV1bWUAIqJ3U5iU1Uq3Mv2VULiHBBFtz0bB6lG4E0CEjYbRq09R2STISEHJA1cwX0t6UYt8TpJeiMw8abtvo/qoD3Ufr9juzwJgn45V+24s2u8jxz6sxi3w+wHkcD96XONF3jo6Q04BYJcAtI/j+sq+NncV1z+PA9bEPr1v7hjxZwKOc5DPg2sNoBtC12RLOSeL+vXB/RH3Wvv6SPjeoqxn/SzKRsLTvoJslnAVTVFJ/eaO7VLbYMWMp2d2IEYTfjRlqckffqOsBatlwCLbXjeNNp/cH2bXj/eSA1ythwe7n8+hr4jdj9UeSiBnKr96BhXWo0/50++m4olMp+KwGmNqSODuK4EkMEeVi0e1w2YS+ezFfkZzxMCcc3DA1gfmYJEAkKmCEwmxrE2h+jqARQGHAKzVY43kAnMAAXVzmkWCAlWFmraPee4YpwqU+yMA1PqvT1F5VIE5XvKBOSL27tj6wJxa0otglljkMzxGY5lobkSbO7BqOwDXJwC0r+P6lY5BX1L3caUg3wAQzuP+2zg/h9weXS7KnHLRPajc5p7XX3QfB2hv2DrXDecIZgpqPQLej4f2a7CUv8Tnv3YOyS7A9RqAZRHy+YmM/0usdZeCy61tyFIAH88M0qbcIuu4LF28tRr5vKnVbaXsugb9Qq4ysNDtEy/bbINVDdRac1xTSpN2PU0zMmXmXwppmXFGrAGbL1bihA2Wz9Bj/ZQATFsPrJ2QNWL34+3QTYUBKuPN0dcNFzzZ+ik0iVq46f3NCeBa/axhuYn2nV3ez+I6ZY/bCcBTVg6NgTUk8A+TwHoNzPEylPsZjci6YE4KJijYCGAwBaUKMheYg0KtdwHzx2ztUYCq4Eyh8YyyG5qmQHlOXGLApjChX0LJpmUsTmgYPT9DQu43ehUAHtCy+lGeI0LP6kVTVEpdYI5IPjDHST4wR2SjzJM0MIc+coE5jDkbqEX/Ic9OjQf4T5R+104/D3B9aNeAfxEu5E8Ctr/i3IlV+1uA56WcRQDjx4zvOePu4zOwahP3cV+7+/amdrdB9PexMvHfySN+bueIfzCW7X8AspdjOf8CwB1piuUPbEBeDu12QPenyPPiygEpAtynAeQXcP1QjVpirbvUWh9y7hZkO7Bii9R+SoS3V26aNUPMIuTeHjwMNlbBpc9Gwcr0p27tfDlv4Spg2vzAay6DFnznNlislxI82XpAXiH3GH1kFwLCRi9uZn1kNhVjMyhL+gihsEfWMgZLUTn+jPyEJZt9C99L33y3y0kmEn6VO8j36/2w2AaL8pQ7gik3osaAGhI4FiSAxdqUUZCqUHM/owFssBqyCk8VpClEX5Bu7CUrM+Rc5Ct1CrCpgoQefRg9gCvn1jyqwByRkw/17tgtc90IPOQDc5z0VebezsCcg6nSxkKLABbjWceEFWZjpk5Bx8rSJH2A33t5FrkZ6+z9tL8PILIaxf5mNggrAcEluI3Vffyq3qL7IuVDuo91nLXIZgD2XQD49wDc3tGKbIPmh+jn/vB3Ezy8rXmmnAatxdD+J67qmv5Cf6u7MUl6IZP8+5NvZrOwoRLIfWq10Akrs3KAqz8tsrEzd/pMPS2zOQEUbX6Zz5JUxDZY8FcCJE02rJfcBgswj6Bp9BIXsBejl6SozADqwZlYqJmya5VqikrP1oxBlOe5XgDZUlRuPtHt4Os9bIa6uEqSA1ykd2xILOezsCaRnfGgZQDJeOC++ldf8tXUOhjv1BrQ33M0DdoNCdxpEnBHEZgjYgoV5RaitE05aeQzVouVXVynIA+IBt5YPWAeeUldkBNSVB5NYI6T/sEBqUa6qoXo6gJzUKhYQqZQ6S+ET+MBfvOBOU7ymwonIcBp7eE5b4X5pN7oM2Z1e1p7AOezzM+D+1vH3cet7vn9be7jfa3u54dzH0+IbB7yfx0ell1Ygd9E5ucD+gegfQVW/2PLrXICFu0Dy63uedD+GJ9/tn6OG6LfSQ91TeM6/n8A+KsB8i9y/Utnh6i1tyT20irj/6CvYzHA5OsSsrP5F896yQAsm4sSoG1jrwfUoMJ68Ol8F5gb5G+ySyLhXVqf5AB3slJ4bk3fkqSohD+1+LWcyM/LbSeN+GVa7qsGapX37xxfD3zJ3IUTUlQeSEGdJiFjNh4Ycy5aPxlTkLZnfPmfmkFgqh0NAJ5qM9oYzzEhAZShKlxToAomMJ6WAxRoRkEKChWFZcpLYolob+XbcBmjpE9HgRb4XvoWyTosnFxgDn1OeHdsx45MYI6T6HCBOfQf5lzAKHUUfcqzE7VI07KnXEiVPGCWA1wdk2Tq4T+Ed7sfMA8Zg42RviJA3eqTpBeBmJu2Dzcmz2z/Iro5gFD9cbL3czsG6iKbh/yOZi/5yOZmeW5lv6j7+HToXdDf7t6Oi/rbm9vc+kPRPnXIz8E1/SBc3uqa/m+A9ucA7jCu6T8CJK+El0VO5GeA6vNHx6QVAF8C3S/xfXLgTs7LLpAQedvYXd38Y/FGyMtkwfrJrYcDC5P1cZrcwJNcetiogVoi+Uh4L6O4gJdSLePW+qbMevDiJDo4JmkfzPdYJVPGCsetb/XwExWCzHwHbLCCtD31oWTLTrrFiW06WJ95GcTIwGfuV0an2NkA4Ck2oX+/4TQo35kSQHFFKB9TsBqYQ9nAJElRKYCLxy6gY8137DMpKjUwh3KAdbWQ6mpgjpM08tmhskXygTkoUBSg9cn9oVRShYkS7+G7tN6xCcgozLhC2YkpXAVU2psCBWhKgIzV4yLVTYbVAygKoEafnUIocUpPA3OQgdVzf85Cqg/M2driNjH24xZu861c7dDI5qXbxyObB/27AcPvAYa9o8OyFSvtgyj6+8H7Wnh/64ExORUrdgkAq65pdR9fhTv1z+OAZDTtAxYiz3/PRO5Pg+Y7eQb8Xehv3O9lOzQ/whgfgAx08/P2YI+cCdAu4sRydq+gjy8wb39KopKNYPWDK0hOFmM6V5LODRuskJZnyNU4k/mgKSq5LK5LUenhxSLh4WNL51lYtTQU52LG3pNLUSkSNc9I+xA2UGxyTP4ApqbRtLKnntVo88t4c14Z2tdbrCE00/axhPBkZaebSJ/2j8cjF8jHeojo0/rXYUy1swHAU21GG+M5JiTQ1i4a5dmxdJM/ThlOAnNE7Gc0h0pRmQ3MQZnlXLrQyT03RHmFuK5NgaG6Q/7grQxYhCjlVCGK3K7AHO7PKUxVqPRn9JJNRgZEJgTmtMnEwBwvc7DKWhjLpIE5KP0NfpfYc0TANJrVLBd3DPvXAoiWGANL/Wpxch483gZfV8RN8phyEdd0q3sgVm3Vfdzqbti+6PDuY577ViObh3w1snlYkshmL3IBW5xRZHwl7l3AW+b0F90DykV3Mc+CP8r1Z70r3IAc4h/zvqRrwD8OwHxV17C/Ch6/Ik6qPxvjniQS3kvT8gHfTrG6wRLZtvwcqQVqVfh+7cyRFMAoRwCkzS+yygEYPEecaT0A7F26AXLqschsuLg/57FgQ1Rizdn8snZC5JuWXQKwRl8BlTGl5ZnUu5TfygzJbULrU1RuXOD6GdPxi7f6ItcpeQRTclSNQTUkcCdL4M4md6O+QMDL+sKcPJhkf0aDcgwrQaqw4CGKMwoMiyMfpIKFgZI0hYibssQ99hwRJV8CNKwM/dsfmONTfkZRqNAwBev2SS4wp3+h24gSnxiYs81XA3OcOwB/+cAcQKE+MAcwTftAyftMoFbs5c/08S+ARyvK7Cco/AmJMZLI5nnuyJHNQ17dx/nI5kA0snkh9H/KWC8ed02fBog/FbpvA2iv29jmsHiRLoOpP1oH/QldI/6BuKefB5h/HMC9gXOoMEtuBCxfDe9LxcnPC07+Y3RUTsjdH0iYi4RHNriqc7LIrgd4jODC5h9wzAOml5JUxOY/WR9OfKCuzAAAEABJREFUrD3jC6GReiwCiaBh/SHrKOuxSDZYTqye9RDBv9FrapU14tNIeB4R9DHeEzt2+fm0k/55bif0d3bu8su1vNq5g97JBj878zchEuYi4bXhFDpZs1NoNI2hNCRwLEnAYRFkwATlVK9AcwqRoZVQwKYgUdzduIVNofomOXJgTkZhYrlFLgOohYpE0DSFmgTmCFYZblf6rgbmOGmtD8xZsdV3aH3f8iSD0pEDc5pSpc19+cAcQAYlbDwAUiUUv42ZutCJWLm/zV2Ki/ehnK86msjmxH085P8Va/ldAKJFNvtYPowsHkB/SWRz05icDs3FuI01svkVWLWHj2z2vgnaZ3QM+guh/Q6eBX8H+huOFxkQLx/jfDBgs8FX5F30cxa0F3I+Rvnva3FXbiy6P07imo4ASQM0xl1yQQYwvZRcBlDxcOTSdTIW9YCYrABrdQmbbBMA9Sk9jYT3GY8FG6GQctp/UVazPk5WFz/zJkmKyliKXb1+npYtEn6n79Ty+uoGSyPh05+W4VrPJvjwlIPRlAdkk7fiWQ/Mv/GgdKfS2QDgqTSbjbEcUxJQMOE0Bcnnbp8BF8A25DtTPijfECWcLecsFJR1hKJP62MANaNQk8AcL6flAnPcEQJznGzq2CGnJIJ1qEcn0WiGJqASVTKACv9hJbOpgJ+JgTk+BVDqQ8mCSiw5K40e8zLw+cCuhK9J/stENr8Gi/PLnElkM4B1DTI9H7oHkOcVhQMCwMoJ/a24j9vcxbiRk8jmDQvd4CRkk69wkS/FqlX38auh+0XOP3cOy26sz+uYn6fRRwW5XIVV+/hyq8wBxO+Ppfzcvlb3EbwC/wuYb08ITfJf5z6/aNmA/ydovoLq+4iTB3NNjgRQXQpWGvnMWAxQ3aj0AGhWVhcw/KTlvdIDIStXfFK2HOAbPyEbxEu7BpTRTsaju/erLLXc55INVn99isp4drqhov8oHsuUsWDh0/pELrnHJrTXDZitWS3TxsrwX6JsfyPKx1Q6GwA8lWazMZZjSgIo7BAgSJVNnAQ5pcqqICEK0cr1gTmWojIbmOPl8IE5TnKBOQgs/+5YOXJgDiBrPKEw1WJJx6AAmQFU+M9ZsPQXSiGjoJ3kNhW40LXegtHqQaRQSNpb/2qNW2TzsK+6jzWyOZbfo7wvRb7tKPDr4bnqPm5zpwGGFwCGSWTzxmVO3cdUw1ndobmScR1rZPPzsWbTyOaZ8kfG/SpuWgz9GwCcF+A+1sjmU3FNn49r+jL6uHZjq7tZHLNcR1eLmjaya7t/IECrrumPcf0Z56DcKn8NAnkt9Ds5vygFebe215O+1GNhshbWC9+bLA62i64Xi4TvLcp66tNI+OVOgT+folJkc8dyqT57vszFng3W/kCMpvbZXMmUmS88JSkPXnKPQZB1CN8GmNyf20BBv5sNinltkvaZTQXlEl4Cuz9mvsWl/TOeKXU0AHhKTWdjMMeSBOp/RtPcJKpgV4lHTTGQ/l5ZxyWfotJLUy0wp/bu2FxgTiBrjhiYE6cKzaNAARJTuHyO6N0ULMoyB7C0L/FdqkC9lJxI2j6QECWaliuMSdL+FFClIlYfNCXtrf/KbZKz4icNzPHSAlj9D67e3tFYtrqCfBAe7ocb+Sb4v+zALDm13OoWY2li3bpXYoFehYV72MQY6j5eNuiTyOZx9/HG2SLboflRQORB0F+HXN4RVMYjm4vusdB8OX1cuWnRpO5jpo7jBt8En6fjmr4Ant8O7W9zXT+rIIO4jD8OzYcgr16u76afe8B3O+ejcU2/DPqf7pvv/gqV5ChrDnAvSxZv9Xi2RTbVUlTe4pNI+K3O3QpY5SPhnaw+TsTkDaGoaUY6H7QP+c7kDy8RY7b28BVieadlL/UWa+73yrQvQcPaM98hWxADVMq6nuo3WGl7/RvIAG6wG6s+hn8PZRidakcDgKfajDbGc8xIoP5nNEmKSpHBFUNSjXS9r8PbKze7WWIKSwC4XGAOFgmu6lSBiuQCtVCGEQrQFBzlvIJ0ksugFWjZofDGpQhI5CJhXXMeMFGLIZaY0Y8BVHGpgh+dLargrT4JzHETAnPmLd3kF2iX/Z1upxPZVR+YI5kUldS/nj6vqMTy2HJRNGdzmhhDI5vnuCE5xL9cYgyNbB7yf+nslF1sKq7D8rzAeRlFRl8oiDxOaQOC98eqfS5A+1Hc0z/tbXcDcoh/y4b84mUjifv4lV2D/iqA9sbOVbIbmt/B3f2v8B1z/RJK9wnlG2QuQHs/aF6ENf5hrod3TQ/5RR33kHPEyW4A9EHGgpee+EA6X9SHPOu19cCGJGIO07KXyDel88O4I/gzgGSt5OcbwM3Vs96Qj81noGWfoYdV7jPzH88S3ZBZ/6MHJIJ3u7+wRzQSvutk72fyvUxIUbnc7UJmwx27JQnU0jZT6WQtTKXhNMbSkMCxJQGUWzQzqxBRaDybM4XFaCKeJablWHp41msKDGUYoqCs7L2oC88sVKyZnEL1gYQoZVO4KOtIMgqTvtUCtf6SwJyMgj2AhZJVsK4uMKd/ntPI55YJgTlbfT4wp0WqGbWEf4y5eWaqxOEvDPanoKIyijPPlQGsj5Tb3TWHS4xx8jqvOZvVffwfWKD/DRj+nFNzNv8R/l9Jr4uQ3U81MUYS2dzmTi0X3VOhffSRzUNe3ccfh+4NWLZDKNM/Y+G9BvrLGMMvgjF50eiotELzFGifz/Wycou7prfV3ST6hiqYqD/GXdMPwOV9cdew/yjXn0F/gHbdgOPrcel/qymQQcrVg/mkT5svZBVStvXAWikxvzbfQUG6aWNlwLnkfSprXR+SWQ+xE91AGX2e94fZ+oMzAdRMe7dP1sDnSWf4TIpKEcsBvnmZ24Hcd3ft9NVI+JXuAGPamEtRKRJm1wP1EbK0MVUHPjX+Z81MjYE0RtGQwLEoAY/F6rMKEDDKAipjUgWZKkwn3bTPlksofFNOWMO5wCwXY/FkFCTKWS0eU6hapg8rV0ZlNeVT5U++matsbJUNXC0wZ7tal14OqCXJ99JXH5gjIij4aEJgTnMeYOOKGM9J+8xzR8YTxkFaz3hD15SWJfvPV1/51zVSdR/XEmOMnijb2HxUE2PEsg7QeHtTJYlsnpAYA1C4LUvSPntfcx9fCIhrZPO3AcQNxzsZgPbH4Uvdxxvg910A3VlYtNXI5qK7FKv5872L3B8miWyukve+AMCehuv7qfD8NkD2Os51467py53Iw6BfBiDfww33gnYb56Og+9KNC1zId9WDDRebKFsPyC2EH5OtrgcAzMrwGbHmbL4LWMT0ZeWmsTygxvuT9bBSc2Nrh5tOlI3Qy0fCi9yqb5rS+r7lbj+y7rttUOojn60PxhXlrPaC6Hyn9bFoMJnxTPsQeVtZ+5kqZwOAp8pMNsZxTEoAZdiNRWAKFDDKKVDAWJWtKZ96QKW9AqrVByfkLRaQJUIwhw7MaXPbqT90YI5zMVZRVB+YA5hZn/Af5gJzRI4cmONTQPVe1Eo3q50x5WQgsYQamKOgDwBWE2MM1yXG8PJU7tPfkV4JqDyu/AmZg/v4AVieF6v7mOvPNhwmsnnpsF8CiGtk86sAxqsAw1pk83cAqKdBWyObv4g34vHlIm7vVnc/ntNehFX7kSO6jzORzdD+AmD+p84h2cO4vwfdZyB/HvvLV5DjE6Gtrun7wvNzANwP9be467lu0zaTnl62Ip+za3UKsACkzU1QfQRgjzCSHOAx4MjmQu/ZWJT1XBe2ep/8BjmREW54lTXfW4rKoR2SRsIzv/UpKiuZDRVrOhfpDCBHcXa+RXJeG6mwXjLPqYOC5FNUxsy/ExuT8vWPOv/e/QR/7w4a9BsSaEjgMBKIRQHSdv9qwWQVKA+Bc/W3tqG8RM5EYyd/u+UWWYfCs8Cc8mynytp1jQfmDCzEKSh1KSoDWX1ck1ifcHf4wBwUbtYCwcIKAWVTiACJPndMyyIleLJNBe1LbCSsP6zuELCx9vocEhrZ+pwVHzTJetr/U1Ms1Vf+OWlnI/JT6FYjm1vTyOZy0V23sc2tk8toIRP/1RJj4DJ+PmCeuI+5DgPaNzLGbGKMJLIZIDyl3Oaq7uOiu3Zj6xEim4f9AzpH/MXQ/Bggru7jQblV0shmJ79k4l482ioaNb0Sfp8CiL8VMP9WX9GtFYc0JrItmnJy+TZ/f+g+t2PYf6RzyP8UIN/unVzlHBA8fk9fi6zjo0XC953gdIPl9fk034ta5E5kS+eIVCOf2WBxf8/xgzmAi7KRz+Ik59ZmfUYSiM0XPOiGycpsKrRs80v7kgvE1oPS47R67i8he6vn2X5EvdHjeXwIz9ZexzFVTtbCVBlKYxwNCRx7EmhqHgdgjxqC/f4FcjMKyyKfx1NUzjhpu2+jWpJ3x4psXzEs1UAt58b4/qZsikrKUbwvr1BxRZpC85J3S9NzBKBavSpQTlN4QJlaqKYgqcspRBR4yHfWPgnMkVRBc38usjauC8wZO17CnMLdI2uRgb07VoFpdKaoC3YxgPhP5Rb3Sq5fwMI9YmQzLt6a+/g7gFbiPkYWH4PnB3Gq+/idWI1nYmVW3cdt7tK+QyfGQLQcN/imrj3+tFxk86BfP4tns8j2v72Xh0JbX8/3Hnec5CKb4f3zvUVc0xqxDKkJh/eF5UP+VED8fFzTlwG413K9uXlIhuIm+SRA9AhkvYmN2ntjL/dBBgrk9zI6LgHwNTMG8vOfA8wgsShtvr2uhwygQisHoPSXK9O+xPhsPTDf+fWBxco9th5oG3KP9ccGLAewwZjkyoVm1oMXaz+rXTRta2dXr58Fb1PquHsD8JQSdWMwDQlMlADP83YDPkPLdsuKpNa5UcrrgllyRlKu/heOZSxWlFmElWAKShUczwGtDHhFQUahorRLKElTiABOSSqSunxjySlUrJEQEDEFCzjnAJK+QonF6I2pFe9ShXlwFICXtB4bfA085ANzvMzv2unn6fA2n+h2cN1D+ZCBOcnr8Gg02ZEkxhj02Vf+/TmJbI7lOoDgQs4xZHQVltTjy8XENX3/ctE9F8tT3ce3P7L5TNktB+S7jOnpnDHW3ZeQ7xPKrTIXumlkc7u7ftwCnYxtUS9Fx4B/LAD7cqzaK7Fo/9g5LHsA1h8wB8/yIkyVfE2cPKncIyeWW93ZbDyezfWDm1rcT8Z/hjSBNmONeIJvbmfGH6HobX1Qzm+gvOTmn/tL9Gnz6x2AGIutB+p1w2X04DeCibTMBov7rZxEPmfWR1Or5FNULnJ93D936W6/gKv0zXe7uH9n5y6/XMtJikovuRSV+v1UOJmXqTCMxhgaEjiGJeAlKoylgIXyCVHopsCEepcBvEQBBml7wDKMK2KAKgXpBiRNYWIthd6l7bEAI/ow+kElAUwrFwKJnKSAOmlgjsOF6VHziH3Cu2MXu2G+rg/MKdcH5lQyKQiFMcZjKY/wl3+OCEFLjDHi1X3831i0Pwe0hptmyskYeCUAABAASURBVB8Z3ysBrMXwra/807zKahmeCiDWIpsP6z5OXNPbfTUxxrD/GLSzkc2vhX4a2Yz7GPA+Bde0uo/TyGaXWJ9wmj8S9/Ew7uMR/1ys5o9C+6ecA/42gC+Q1zN/y5nTX8P7f+6vYOm3uZOxbJ8M0L4F1/Q31QMg5zj1dOQJU9LfBC/b5u/XNegvwq3+YeheD70nSUVOojo5POsBzmx9AO4hZ7o+nIQ0tPmvMBfMhwGwRsJn6w+MJevF6l1RNHDPUlRaJPxOn2ywtix1I9y/t2ubr26wnDtAubcyV9JALZGw6aAYTfqPgtG0jHxCxpXWQ2AqHA0AvvvOYoOzaSIBlHtOuXiUEcrGFCT1JZ95hpaUM4AKOIcoKFOg2NA9KHMrY0bpT4tMeQWz8wr3QFXhnsZz5SYVuQXmDNYF5mz2S7V+PGp4U0c2MMdJdITAnFykq9AeoDceGZ+6MY1HFHAPp7qP3wlofRdXbDUxhpePuIo8iPGtQw5pYoxWV02MUXRfwDKc9JV/ov/8eGTziL8A8H4HoPVtQGv98SIDANXHkbtGNm+Edjay+dH92cjmw7iPu4a9uqafilX7NuhfC+11iftY5BNYng9nnspsgN4rx0sushnX9BUA7e/Hn9krp/nT+2DFkD8Fmk/pGvCXcf0WtG9qbpIhnpF/Gn7PQSZbsMY/UGFtsDl4Y42Azj/1Jmt1+dLWyoWKRJLZ4Pn9orI/xSLhPyEaCd+mWceUZvIGKSe31aeo3F8U+2kZ4wzj0XQTB+D34EK3PlnjuQ0W/ETIPq33kk/4wSaBsaXrQxmZAmcDgKfAJDaGcGxLAAWpAGrKJQFUL2k5EAVoU06MNgKcrH6sgALNWKy3CQAbyxkAKl5Xkb4WWcc9EwJzNO8w308amIOC7JldSBUo7Sa+OzbTJ/zc7sCc2IttMqAfAso2JgCjG6V8PKA1iuK9koFUE2MU3QMAl+fiij1iYowksnnAP47nqa8EGPORzV7+FdoVZP2l4KA8odyaiWxuceqa/l/62A5fkx6A3yKeLz+W6yuwPr/A9U/qPgZEvgf4PFNvYgxf5fMToT0XS/y+AOxzyq3uQ5va3U/Gg+W02YQTegtxST8aEL8UoP08vP+hc0j2Vrz8EPrPZqNQANCuZtNyXrk1cU3fp9zq/p3zA30t7sfJqwwzVA+0JOtDN1iIUaT3N7Ke+VrUGvkTtFmSXMTJmMpLy+MbrAkpKkcz843cepormTUKQMbZ9RJLD+va5tMVJPcYBNmHyMfqGU/eDQ4AZ+uT9pm/CeVzKpwNAJ4KszgVxzCNxpS4gDPKZbSAi8+JAW7zDulBAa2Sy1C5yKVfU1R6WaruR4oyrnALqri1nFhRTrYtTwO1Knw/IUVlfEuqQFF2qhCtT4AjwlIzBcn9Wm9l+MmVAYYSgGluziDGvepTgEVh63PD9H4UNjSsTPuIPqyMC/Z7AMpjcPUedWIMrFl1TX8cMLyBcyiJbA7k1b4iywB3feVfGtlcdNXI5nZ3Te8Sd5M4OISB+mNCYowh/zNoDwJgmtP49cipk83Kr7DKX5K4j1vdSvg+D77f2t/iDh/ZvNUfv2IY9/EI7uNBr5HN/wvt7ToXyOZNyPQkcfJ/nC+9VaSdjcdJyOVcwPzNuKavhv5qcZO7ppdu8sd17PJnA97PaR6WdzKuYPmIVH+udCHcOlk9u5iuMeqjpsyaEzZ9fJdbD4CklZVHVmNaBjB57GHzx/3dPPqwDZYfSzaRVs/9JSRu9TxyifjO6AXNErKerH0wKhGytnp4mxJHMCVG0RhEQwLHsARmDctNsN/R5f0srpKkqHQyc+Fe36rl9SvdHnEysOLFcpKW5b5ulPLNhWas3OSL5D8FTFNQgELexedE602hoeDzgVoo0KzCo76EwjMFyed8YE4sIWo8W68K0/qPZ0gIV2l5FuWMgp80MEdk+cnr/Ezum/zwfuIr/4b8BnUfA4j5yOZYVgGECzkfA1hdimV4qFf+VfvyvgBYJYkxOgf82wHC6zjXJZHNBbncBfJQZN4H6GhijHsChm2cj8KqfRnXK/oWukO7j6/21cjmAX8+Vu1lWLXXcL1Z3cfsjD4F74/EQtwEIL2/sl/Ohmd9fn0OdC/BNf05eP9dkve7ymn+f49retCvhOZ5uKbfiqteXdNrC7NkmFXyOUD80dygSUmer9HXfE4Ovo+wpG1+knIs2fWhG6Z0fmMpsSZsg8VnLWfrQ/hPy14i1pPRD3Q9ZDaZrJ2INWX1lbr6wkjyN9HV1Vv9m+hd7MowfgKbziLXKXMEU2YkjYE0JHCMSmD1KncQ1tf7YQNUQcFFM/eLKSiUWVQJ0jJgEBYygIYSj4JCWk/7EgrRFCoKtsR3piBRvt3OpRYqwBJi4Vg91kwITeu/gkKlbPToOwLkrf7ALMmV3TxZw5gmBub0+nl8L0lgjpO9y3f6Ti2vrwbm9NUCc9QdmiTGGPCvBgi/yFlLjHEdYKg2XAX+q5HNuI8BwvtjGT4Xy1Pdxz9N3KpKeJJTXe+1V/4Bul+A9o2J+ziWJDEG9L338hUArOo+bnXqPr4IIPwwVudhE2OoFwL38WPg/VKuV0L7j52PlD2xyA+Q8bM4Ayy9r3OeW1b3cdGdDe/PBmg/2NeO+3iZ2zIJy8lX+hIOaD6aPl4G4F7B59/D915A/MfM3UXMaTP9fJM+nlIuy7xyq7s357M439/f7r6cEBn/j7WSS3aRlCWzHpyUkIHNNzRD5G3z7RUwJV1vlZkSsiatXiPh6crKskvWUr+itsEqL3S9XtIUlf3zXDUH+Ha/XPjHpvOAeNkosyUXqDWjOe2TZsf80QDgY34KGwOYIhKIcMOZwkL5RZypAkQhOp9aKCinkHoDTE89Z1rGos3VB7gAXaq8AgAVBWj9qQvYZRRqoSLqErb6yqisps98YI6XdhTqXJV/kqJSpP7dseVcYA59xrNTHgCNnkr2RQIiN+O2/Drgookx/kT9q1D8E1/5V3RPBayO/pV/I0dIjOHkRaNFacXiXAmIa2RzNTHGYgdoYKvpAOvOJLK5lhhj0FtkMwAYMk9vRPYruP6Guy+5dRD3cet4ZHOLewsg/k36WSNucvcxVt7xy4b8fdkcPKdj0CeRzQD5Np6x6qOINzNvK5nr3wGIl+4TWQjfK7DynwTNN21qc9+A/mpRL0kdz1pMXNND/mxku4SyvWtY1wNlm2+NfIZ/W38aCU+fVl/Zm2yw8ikqRYordvgToaNxBcPiZN/yrb5Ty33L3X6uusGyQC3qw8LBzHpgfbCJsD60nvVgZcatfxNWht4xfzQA+JifwsYApoIEUG6l2EsKoAAqCtbKfA5pYwoR5RgybisHAGwWQLHici4+rOEcoCaBObGkKSpvEE1JuEh/jgNdGbcgK2qJalkzKKEQJwbmzBVTiPCkGZSMJ3iOAA2rh06Eok/rC1KSIN1UwPN7ued1QUXOxGpbxPlYnnm+vK/NXXmHXvmniTGaRCObHwrdXuQ34ZV/WJ5HTIzRtdWf1jmSuI/fhov32sR9PCTVxBiBPBz3cRmgeC/ge2+AsOo+LrqXwv/ncE3/bmiVu4WxTzw87uOh8cjmIf9WNh7qPr6puVn0xQ6fAXAeBd9bkesHxw7I/QDYIjQfCeD+JyD7WXj/7XCr2zuRMN94704a9CcD4k+G37dA+5uA+JrENS1yBXO5ELpfoWVyJCkqRU4V76uR8K2ikc/tdSkqD9alqOwf2iGnJAQc1ESiscwmDv6juDldH0lZJJ1/ADfObCrZbJWgYmueDV8EQFl7Non6GCStTzo+tv9jfMf2ABrcNyQwFSQAQKrlZMoGMApRkgZeKPcIhWT1GqjFuK1+Hxar95KmqNR3x0r67lgU9zbaO03+wFUmvDtWnboiq2fHqcKkXT4wx+FmlLQeZRmhNI0HAC5EfadlrHBc2cYzYDshMAeAsXpcvL/DHfudcfCn+4kHluGhX/kn8nQ2ITGy+xKK7Qnln8tcQCtNjFF0RxXZDGBVE2MM+T/h4t3DmL4vsfwbAMKQ5WvMy5PKrdDWxBhF9xyA8EOHS4yhozD38ZBPIps7hvwfoK3u42pks5Mm7+Rq5HneuPv4PvCukc3vZwPyI1z2m5XOZOfJe30rAPsorOWXskG4Atq/7xySWwDD61kzz4XuTBi/BtpPLRdFXdP3Khfds3DXf7hGTzdYtNnSsV1qgBpzX8/xO1LApG2UzQEO7QhQtPlLytn1oWvSpfdDP8xauKzXEnNlgKr1yHYV/SQH/Zew1K0eMM/9TSSNjvH/WKfH+Aga7DckMAUkUGiSCIVjyqcZawKFtgqLBEwRSVJUiuRTVDppVsWuwx8P0klTVJ6TuDfXznQpYNIu/xYaABWAtD7pP6pTkBEK0BSsKkhOU4gwVgJA07KTEi7XtBxLyMYiLWPxcI/1p4E59Gll+LNDLfGu7b6aGGPQJ5HNAItahod+5V+bewqgchmAePte+ad5lYf8AJ13w+/rAYbljOvXnNXI5jZ3crnVnceZJsZwjJQb6g91H1tk85BX93ES2YyFrC/NeBPjPQn6v8Vj8dJbfeKaPgkr/1wA8c1YtVf3t7gjuo95BvwcrNkPcf0J162jB2Qt8/JWZHsq9H/PGF7eXJBFWMrLkceToP1Grl+Hfo84N1rPs5a7vJ/Fvf0SyH20rCc0df6z8xMC4rYeaB9ypuVAun1FLFCLDYtatFYPXyE00/XgWPMZwAbM1Utj7fX3ypJZvzyiiZCd1SuPx/rZAOBjfQYb/E8JCWxc4PoZyPGL9/giV1nf4jTyeWjpkFQjn1VxesmnqPQSVXwKsCi8qJJRWCi7vAuY9ig5U6jU55Ls4x7OufgmBOYAqFkFiDJWhWr0YujDu5UrIjmLZbLAHHg4iU3EPbDeNOlGNTHGoN+QvPKvkLiPHwIQbkDRZxNjPCaXGGOxu5V+Jx7eW2QzVu3bsBKvBbDW2Sv/Aqm+8i+Q/+LmewGwbZyPArheCohfgTV+6Mhmn3Mfa87mawDEm9V9zJx8Wrw8EkDUxBjvZ07SyOaiuwTA/axa++ObJpnwT2kP+mpk85B/C3yr+3jtuPv4c8ji0Zzbme8PjwVyfwC2BYB9BHy/BNqfKbe7/1uv62cCYb7w3i3b5U9S1zSyeDPXq7mu8cMyQm0XIMfej08c8N/N/BigMg85QKVtCc9ACqjMP/fY/LsZEnovBph4cXLrgY1DDnALbbKWbtMc4IvchBSVTmRHx3ZfTdtK42P9aADwsT6DDf6njARQLuGMAymgosSjpiBTDiQEJE2haT2WVKrw6ixQlHTJB2IKUgqST1GJixglbvVYwxr5bPTpSxWk0S+MSgSPVk4CcySjYOvfHdsmG5mcCYE5K3b4Dr6X8cCcW+j3OhfI01D2FZT8F4NR+edyUeYAhrfrlX+WGGPYfwFQqbqPvSSRzdof8qgmxigm7mONbH4OfRzxlX8AqybGeAz9v5vVAAAQAElEQVQgfikbhWpk87Alxvh36BaQ4zeQNZasaM7m+wDemrN50sQYykvtPGmvbwNgH0UfaWTzELRFfgx4XQTtGXEs3/Jjcj4yUffxveH5WWxA3gfg/nD8ZR01crnrwm2+FTmcA8/qmv4cn3+nbm/k+1Mfy/OgfRxr6LpCRS6cPSDzoXsy7u4ra0TUas9aoGwsco9Bkhzgkq7PJEVldgM4T3I5wPsXuo2MaUHXTj9P+8CtrqC/J5eiUqR3bEhO1/rxc0KKykIh7XO8zTF7aQDwMTt1DcanmgS8SBRnLAaUXymuiAEk9SEuYgNIPnej9NN6h8XhMoAYSM5CBeDUDWr3A945gMU6VhefAeyEwJwlohmUFuYCc0TygTleNg0OSDXSVQNz4IlnkUaTMUSVTAYllH47QHJSueiqiTGK7tojJsYY9pO+8g8X5+sYYyfgkiTGSCKbW10a2dzivgUwrhV3aPdx3Sv/qu5jxgDdNwIeJ7FB+A2bhUsS93GbU/fxk+E9SYzB9agimwHCD3Fez7lt7IBodPlbkMtK6P8e+pfuc+ORza1O3cfVyOZFrge+J3Ufa2Rz5y5/H0D82dD8INefAOpbZjbLTWyY3gbN0wDbP7JeXgl4LUHmXcj8XwDxN2A5f23jQheO/xQu9ycFMCvgpnO3X+BBVvJYJLGSkxzgTlpzKSpFbjtpxC9TQn3O7Rcn5f219cCX8BJWRtM1ygYgipvE+qBJyN+AleE/tyZZ77lgRdof00cDgI/p6WswP5UkgLLJP1PFQsUNnCqjGEDNgBftIxS31SOLCIWXlmOJ+M7Kt40lZYt87muRddQv1mxPXAXrZzsKMtZAJy0ngTkim7PvjkWRT3x3bMYKEkAfJW99qoKVSqpggT5VqLYJ0H4mPW/wTbhHT8N6uwBQeTvPf7/dOejXJ+5jL5cDVg+F114Ucu6Vf4zhZYDLFX0L3e+TQLPJiF/tC7lX/g37a7BuE/cxYJB95d/7cJvWXvl3DnQvAbw+19fiDp8YY7M/pXPAPwWa1cjmQX+TJt1A2X6W+XoULG0D0CdGNre6z+D6Pmxk89JBn0Q2dwzgmh7030Q2SWSzHJQrmZvHcg7Sx0dGnTyQDcECAPbh8PxiXNOf7l/gfsOjjt30P+nRscuv4Ln7ucj5Tcj7G3FBfsZ6WlB7FeZ4isoJOcDZFdh8swnqGauIzS9rNISO1et6yOYAZzOTS1FJfcgasvvZTE34m2CMVj/pQI6hL1kTWW4bnxsSaEjgrpIAO/8IhWfKCksxAmhM2YwVEgvX6mcBsChyDdRK/o6TFJWSpqjc1Oq2oowLWEQLdUxJiko/MUXlcVkAFUA64/am/wglaDzQXwToGQ/QDevqw6yC5HMJJXxP2iUH/JQATqOnXyrgLxvx/9Q54l8Br1cBKjd2rpLdKOOJr/wbdx9jvV0EuCSJMQ77yr9Bv7Bj2Kv7uBbZ/MfOc6SaGCOW6iv/Yvk6fJ5bjhL38dmAuLqPD/vKP+WbZ9ft0H40QHspoPV5QOsPnUO4j2fKD5HRs6HZzHk1lud55X6puo+L7vZHNg/5z2HRJu5jwOt65uRiV5CZgN21gNsFifu4zd0ToP035PJeNgr/k2RTk8n/Ld7qi/D8SGj+J3x/luv/wfteNyY/g9fnw/ts5uw7QUWePrsoszYsdINGyUnE9+n8e4mYUysz3pD7bX7hNeQRg5XFSc6CxcMT0cbq9X76tjLPmSO+M/rqpaHeysbXMfoh+cM9RnlvsN2QwJSSQLAP8IuxHjwqh5HNGZabuXR0+Wo6vuR5n5OZ+rMTvpeb9DegXgZWDEk1UOu+DmNEbio4OVPr9URZRTzLM4UF5Vy5HlA9CjXIALJzEmKlmEKkrIE4Bqhaph9zg6uClVisrPThwfrXwBzaPASl/zGA9gYsXI1s/guK9bX03YEy/0UwVk2MAcD+7a/8c6L8vgHay+ElSYwxnrM598q/ctGtkXOAIAZTfwBYx9e98u9/4X8bwKJvnapGNjv5LYD4sltbc5HNb+pvcbcnsvmDbECqkc37cR97eSuyOxWZ/FGcvKI5kMXwuRygfSLXN2Llf23TAhdN5j7WMei66dzp7421/O/I+gNsFn4E35ubm2UdNN+BTM5EJn9mA/Wa4BZZBs0uaKtr+vVcv9rb7kr6Ll6lVTtpXw+wJbwa6XrwyFtYw+M3sHZC7jnkegBg83EHTaw3l3pM6lNUHlcN1LIUlePdHLMX/taOWd7vdMYbBBsSuCsl0Lfc7ZJAhpcNShLlmShWL+v9bjmjxhfKLBo9kFFwWCR1KSqjehcwSi4FQJESQGGA6h3lIAOYBdGXDJhC1XoUtbUHdNRFaACfBOZIqjCD26QHXq2/0Zl5q73gZSP1v2IcvdB+FwroLJR9O+fRv/Jvq1fX9FOx4t4GoFyLFbeueViG8CB8EroPZ1Mw+Sv/Wt3nAK3fJZ4AmJhw+Exks77yb9BfA3BV3cdNkn3l3/srIvfF0iwCWudwJpHN5Xb32yHnbplAV7+4DNqD/lCRzVcgi8dwDgCMHx4N5AHIYwEbkEfQh0Y2fxrX9OEjmwe8RjafC79vRi7f4LraD8uIH5WrAMHHQXsY2Xw8OCgPgbYGXD0Mt/SL+trdJ/vb3K+Ttad8TnLyfHk5LvsnIec3wt9jxMsjas2gHSFvm+8kRaVuIscbqBeHj1Y/Hglv60n2yVpxYikq++a7PtbbiR27/Hzuk/55LpeiUjcE3skGmSfZFJVyrP5j/R+rrDf4bkhgCkoACzQHoA6L4KCYwkI5RVgsptBQRiUsELMwxIu6/NKyk27cfCmgUg8Nq8ddmHMha+QzNI1+cEA0/aH1nwTmZBSs3y89zEKaonKpaEYte3fs1rluGJ7s3bH6DBLASpJA4C49usQYI/7lWIZfAFT+hIt3j2+W5JV/yMHB61cBASzCJLJZ8yonkc1H+co/dU0nkc08b/5D5zDuY4/7uCLPxhXLXkG+ATg8udyauKbvU25N3MdHjmze7tvYGFQjmwd9NTHGi6Et8hPnRSObZ3K9BtmfXy4mrul7QVvdx+8DcH94WPfxnqr7GM/BJchD3ce/Vb6DQH7KvD4fefBEQb7NPD1NXdOA6z2g/Uxk/V9cfzD+UgOmbOKxZLNvAbwfAdD+J8+wP8P1/+hjj4zJz3kW/gLAdw70Pw3tF9fubq7bYCUpKp1YDvBNGgnv61JUitxyhBSVUaF+zRfE1iSyi+JMfY2XY/HaAOBjcdb+Ljw3iN4dJICCK/mKpAAJAPNdWlYL1aX1WLO5Z64op9BJCtiAc85CQVGHWYuF+yNAxizaJEWlYF3c4JtUHr2LZR31CzUxRlJudwMSyGgtRaUF5iyXlVovznn4jUYlrzCbM4E5SbvMfxoE1rXdPwCFfzFAqHmVf8bnQZp0w9/rAfAulH8S2bw/ljaAZCXneVicmlf5iJHNlhhj0Ne/8q8a2VyQ34iTamIMjWxud+eWi+6Ikc0afczz6/uyOUgSYwBW13NuG2uSNczDW+H5FGTxezYIL78jiTGgdZ/lw/7feTb+Afr4MeUtzQdFH0u8nTk8nefAfwLEX8WGrRrZ3OrUffwGLOdDRjYjU+nq9bO6dvp74ZJ+FrTfB90fcm5umikbvJd3wfsqaP8FcHita5IOZNGJvJ8AmL8OIP+yRk0rHT3Xz3FDzM+B+hSVexdLLaOWZ72EuUh4J1HcnK4P5BTGklmznvogUx9ICZ7SvwE2kfBlm0Ll41g9kfGxynqD74YEpp4E3JgoYJpyAYDygCmigGnWQFzIl0cPUpZUee0LKHs5Q3CvqrT6QlzaIksWe3+8llGs27g6FPAirpJEDnvZ2nWWnKxlcXAgsnp2IaWJwu1pyjynoxyxaUh5RoGiVI1HQCgCKM6ChwIAe+hX/ok8TJz00fY9XDWoSMH2UX1FZ5HNh3QfX+0nj2xukiHc5J+Cx+SVf3Esf9sr/4Z8+sq/mTKMx8ASY9DHh8YCuR+A1QII1tzHnzmi+3iXPwm5PJk5eDPXq7muUfcx9K4EmP4JUBxCnh9tCvKRzX0L3JEjm7f7FePu4ySyGdo9/gQZwSvyRUDt8czbTs7Lg6bENT0PC/yhuKVfiMw/2dvmfoVLeFeyDib5DxDv6hjyT4TP2woi9mIHyjkLVstBZgNGvyFjMkBNyk5s/VCnXh3z2mi9ZNdfLKGvpJvQSVg7Zr5qAPAxM1UNRv+eEri70C7MQLm4FOxGC5R9Wm4WiVBoGvmMoSvVFJU+k6JyqdsMeDVphK6OaTzb0vblW6VqoZ7jMEZk7cztKU3aKUAaYEogIUCVVYgR7l6rBwxCylaPNRZiWaflQHLPkVGg/Zyvx1W6h/uSxBhYhdVX/jl5YrlV5pb1lX9t7jl9LS6JbKa8Db4mPbAGq5HNIz595d85kkY2BxIA+tXI5h7RxBjqmn42QPhBXNM/xmq/Y6/8q7qPm2ORb7JJOL/cKgpY6j6+/YkxNLJ5yCeRzcGY/C+gczHncTIm17GpSiObi05d0+8FGP9nQ4vbNKlA+HJxNrJ5yH8GF3g1srkgN8ReXgC/1cjmOIlsno8lq67pZ2DVvqd/oft+73xXhsykB5b+guWD/uF4JV6Ci/rT0P4NQL5bKvJLFuGLxMk1bNP00UNyP7IP40BsPTCuEmvGAJc1oJtKqw+c5MsiIfyaVyaIWfNxSq+A25v1Y/VJp8fofw0APkYnrsH21JTArPlyEyPr7BqPfE6eBzo5TrMa8X01RaWXfIpKkXXBLLFALQA6qmQshkQhNokBKGAYoeStrO1RBFamPq8QC9JNG7NIAi8leEkVqpMSSjUti6gVb/QKsXwNQL8wSYzRlkmM0eYO7z7GSscFe38U/3N55qmu6Z+i+AcAwBAeNbJ5BdeJkc3ZV/5VNxywmz8ArOMT9/GwP/pX/rW6J2HdVhNjtNzOxBhDfuvMJtHEGJcBWklkMzJ7ZTayGTB8Q99Cd/jIZtzHyKMW2fx+5PIjZKKRzesBuWpkcyx/iWN5LVbtsnKr6wS8nwDgHjKyuSaZk72fyeZGXdP/hnv6vfSjrulNhVnSGzt5t3NyFmupG0B8Pc/hu7CSO6D/z5yv4fxzjQ6AWtK2mXLImG09UBcCylbGHR2KS9fn6AGJuNcAurBH1lK2FJXJZsHLHH1mzffH9MHf3THNf4P5hgSmlASSKE8vG/wusXR8gEyE8jaFxYAj3JFp2cnEFJU+tRhU4WExmELzACoWhgGmiCjAWhmLKfSSuvgoR+JSBVkf2QrARlkFm6SozLTX35Fief4kcW/D/ITD+0L9K/9Q/mlkcyAPdwWpf+XfowDDl6L4PwdoHV1ks7qPh332lX9JYgzkc4df+VdLjIFl+BYswzQxxqh8HrDSxBga2fyRySKb+9vdbw6Zs1m869jlV+CSPhdZ1NzHq9V9zNzUIptH4P3jwei4+7jVWWTzpiO4jzt3+eXLt/skshk3WAczigAAEABJREFU8tcB8Wh0WHawLr7EensCFu1u+L/cNcnDkLF6ER6KW/2FyPwTuKZ/qdHJE+ax9sWo7BKRe3Mmx8GZEsGzrT/XyjNyJyed4f0MbVCe53rFy/yunX6elvFQ7OC6h3IXV1m/0h3gmk9RyWOO5pnpmqT+mDwaAHxMTluD6aksAZRq6DNRnh6LEmWYAm4guWQG1IWcBqAJwHpJy05K1JsCxILMpaRE2UZYJFaPS1TrrT8sHlWgVuaZag8K81Tx1UCtja2yQZy0F4f8HJ0XBVyuFpjDZztQ9Is0ZzOAVUuM8afENd0k35dY/o2xOvifGNnc4v72V/4F0oQcrgZkzht/5d+9AZR/B2CO/pV/w17zKl8B2P6uc0huKYhcjyV7MXRnOi/XQPupxYmRzUeVGANr9hLk81kA97cdg1JNjOFFE2Mc7yrynUJBnja7KPOxlNV9/Eys2v+C96OLbB72L0kim4e9uo/3uFH5BW7iF8LvHDZP32OOn9m8SxYgD/1Z2NOxmt/d3+q+zzPgPjnEPzYI8xPX9IB/MfP5KXj/NedurOMvcYs9Qkgi4UVuXbHVd/C99GmKSpHybYNymtT+OYkmpKjM/NyOZurWtjWIrKPsmqX+mDwaAHxMTluD6aksAZS5uuxSABXRaGBzAaN81AVrgAmAhi5jcaJQI2jklBVtrD1AFyE/q78NgKd8OoAKnoj0LUoinxdpdDLfS1+b2w7NCi7bxVrWFJXiJqSojGYHGYvESw8PSy8ATC7GijP3MffrWKqv/Ivl1/A98ZV/LUdwTW/1x1tk85D/MEq/lrM5TYzhpZoYoyj6G2PN2Xwuz4AnfeUfPNnB887jsAjPxhWbRDZz/Qn001f+xXIqsv09439FLbIZsHoiwPVGLMTklX83OuDNKKYfunisAK374Fb/d64fgHY1srkZeYu8HVmcjpxvZBPy6mCfLIVmFwCbRDaXF7qvblzgQvWQpBTTT12945HNA/5Z0H4f5w/ZJGxKIptFNLJZ5/+vAO3rAMhOeO2A738GxF9HH1/pbXfd45ZmSnT808nr/MzlA/6e0Hwmrun/Yk7/B8DtZ5TlWCR5kxQyCeH9jWMHZAV8q+v7fuO3JxfWbFTJPgbhOS8bAFuD4iUqZNYPG4NS1mtDfS5hhxSkW5zY30jSyTH4XwOAj8FJa7A8tSWAsgqxAlPlVJAIZWPlxAWcAdwkRaWk4LcvFnUJnwmgJn/f5RZZh4Jcos89VXJJikovAQCwUMtJZLGXbV3bpBqo5bC3RNYcl1GYtIskoyBRiJGPRZU6VSIAfA/AYTyKyF8p/wdK+WHeSxmFmihqlH0S2YzyfynnFX1Fd4df+Uf/50A/feVfmzv6xBjeBysGfTUxxoDXnM3qPl5bmCnDyP8K5PVozkO/8q/lCK/8G/AndQ34bGTzaj8kI8jlytiLJsYYQj4fxap9EDKZDyA+nOuLuX4KC/fXfcvdLtpOeujr+JLI5u1eXdPqPu5R13Q8Kl8CtB4P3zuhfTkAqe7jedCtuo/b3SdwH//qcO7jrp2+C/pPBGTfAOB+jTManSc7AMuvQvOJzPNeQPxTgPgjoDuXOXxwud39B6B7Obz/YstSp2OcwDc8hawBWy/eS8hpZdZTzqsDAX0ubPV6vxOxciWWiHuy641bjr0j+QM99thucNyQwNSVAM/0FEBNuTRVLVSLfG5rFw3U6lBrTaWQpKgUmVlLmj/c6vainAZWbJHaT4k08vmmWTPEIkextiKUqvUBwIdxBnABoZwVjQKMULymAKkPUfZpWSQX+YxyfjXn6VjPz+H6t73yryLPpv8kMQZK/NxyMYlsPurEGFhv7ViDj2LD8TKuV2DF/R738d6KyI8Zx0VsdpoBlm9B+/xyq9yuyGZ9fzMgdQ40LwG0NGfzb3Gp7w0K8r/w/DzO45gLfeXf02YPyvxyq9OfV6n7+L2A1/9g1fbrHE52LtnjW7q2+UdC9z/poxrZPOj3uoLcEIu8gAcAswGl7zIvT1f3McCt7uNnYNW+J3EfV9+nOxlpYe1UI5uHcR8P+E/Th7qmd/sx+RXz+mJkcSK8/wD5/FtzURbA95nQ/Fd4flfvQvfd5LntpJRFuniWizv9oWxAXoQ34ZPw/itx8nxo2Xqjj5A1mK4fJyFjsXrGFHFPWm6iPrPpLDSLArTVH4KVu/3XDQC+209Rg8HpJoHexa6M0j4Bi7WoY0dJ70YZDdVSVI67ONcV5kguUGssA6BYK1GlWUxBORRcnFFg0AuDbFlEy6YQpSDdUpHU7R1LCRrm8vMFniv71AUImOcUpvI92cmYjj/iK/8K8hsUdPrKv6NMjKG0cZPfF5d34j5G8SeJMeKC9IiXtyCTlYDK7xjHpbOcLARMVmC1PalcdG9io/CN/hbXI0dwHwPi1Vf+Dfuq+/ig3AxwvA1wOR3afwS4qokxim459BP3MX0cMTEGAHhvQFzdx+8HvH4E75ubDsgGQPYd0D0TnquRzc2i7t1OADEX2XxI97H3aWTzkH8vdP8H+fQXZkkfc/Ye+L4n9EuuIm+ozJDl0F0G348HxF/L+WXk8tf1LgmCmjCdGkTF5uYe0HwGvL+HMfyAz+V4TDYxf++D7n3gWx8LvHn0oJwE7WfViNR7ceojn5taZY3Eh05R2Tff7YL2zs5dfnmN5rF4bQDwsThrDZ6ngwTCGRkARRn1FERSgBSJXDZQi2doTjKAGwCYQdoed18YZwAVQCplywBHiTZGHwsrB6hBRSLqDdAxR3OBWgXqJQvoV/vJE2M0yxCW9idR0I9A+W8CBN5X2S9nY121oqCrr/xrcZ/ra7mdr/wbOsQr/4IkMUYR2o8EWP4TkP1sucX9NnmRxWSryHtXi2zuGPBvAayuBlTWJO5jL1d6JxrZPIj7+6OjgTwQ8F4AwCbuY8Zw5MQYh4tsFvl/3ssOgOXjeEEeAs/zOKuRzUX3ySNGNm/3y7E41X38xs4R/zX4rkY2O/kysn4C5242IZ+UgjwcunPh/SHw/gLkcnnfIveLzSc6jT6eTCqyfKfvhN4T2By8nutXAdzSvmHZyfx9DZrnulj2cX4G1/Q5yGEOtB8M3edz/W/6+PnWxW44S3hTm2xEhsWuXj9Pvx93XVuKygT0nfRW5sppWp+cnufEB3NrOgr2p+Wkze38765u3gDgu3oGGv03JDCJBDwAi7I3wEsAMguoBSxQJ6lF6qQbhWYWaxzzjM2lygnlGKLYjR4WT5QtByg32DAApn1E2dofqNafJjdgk1GxsSjrueRTVIoUVDlz/rHzkZImxhAJGEs1MUaUuI/P5tnvswGB5JV/m5e5IyfGGPKXYmF9HoD5g7p4KzMl/8q/QCZ/5V+L2wyfkx4L9/pWeD0HUHkpV3Uf/05ps9G5HiC82BVkJhuVa9moXFBslXkAirqPLTHG1hZ3xMQY0FbXdDWyecinkc0i6j7+Dq7Wf7XI5qJ7Jm7k9yCXw0Y2L93tF3QNec3Z/BKun8at/hv43+Oa5BdO5EXIei6u5B9A+5nj7uNV0KxFNn8P6/GQkc1duI+XDfqHsfF4ERsQjWz+FbR3YdX+Bplc4goyH/o/ZH08290iLdBV1/TTkM07+xa67/TPc/qyDZns34od/sSOHf4h8PxC5Hw56y+WOfJIGf8H/foUlbnHJLSP2BieNd5c4EMjo61c+/5YujYA+FiarQav00YCKM+SxGKAGnhRADVl48ZELdC0HGChOjHARFHmokbHCpIDVKwXLZ8hWKoq1L4W0ZzPixd7f7yWUazbhF1A5z6/SMtYMLei3Ld0niW1QK0YK7Ynm6KS5u/h/Dngfsl4zub0lX8t7ptYQ2vkHDhXgnVn4j7e5u+Hi/ciQPbDKP2Jkc1OJkY2F92bsGqP7pV/w77qPh70SWTzzAOyljFZYgxx8ookMUYb7uNWZ5HNmxa6aNztX8e1SJf3szp3+nvjik0im7EMfwQgamKMdQDKO6B5BsBxI3J5dZB95V+bez0y/mpv+8RX/tU66er1s5BHkhgDQHwvG5BqYoyD0gu9d0E3mxijk01NkhgDC/S1/e3uy9DuTizJGsHMNYls3uHv0Tngn8km4b+Q9w/guxyPyqYgkPfC+72hHyGfN40dEHUfL2Vz8P/wHrwG1/SXANy/9C13+zMk7eMZkZ+xYrs/C6B9OvJ4N3x/H/p9lTHZ4mL5ALyfDf01fP73vv+W79ZudLqp9GKbSiz20DuxNc49uZzQ9fU1OsfS9a4F4GNJUg1eGxL4B0ogyQ4kYoBa7wJOUlQGYkFVzSIKyKvEo7Lgs79X1nFZqsDGVTYXEyuzAFC0a3loFfaLyLblD5GTtSwO2BRZO3Mk7VOcRPEtGQXoEqvaeEKRRpxWRjG/D+X/GSyho0uMcaRX/jk5G0VfBLjP4TzyK/8Y+4pNfiWgch7Kv5YYI41sFsm/8q/oWnCPPoI+bv8r/wb91YBK8so/GZMv4IpNIpsBhY8XAnkw4DofulX3cas7YmSzPstMIpsH/RvZgFhkM/L9EjSfgHdjNzN7OdsXjWw+EfrVyOZiEtn8y/55bmcyj5P817XNa87mfwHEX49r+qsAYjg6T3Zg2X8Nz8oTAdm9AMGnpUkeCchW3cet7j/gX93Hh4xs1q6wajuQwxMA2tdx/Qpn97522VkpyDfYwJ3nvNzGRu2zeGQeXW4Vpf2gcqt7Pv18vK/dfVsuA4al+s/7/CYzcFKi1gAZHkPvxNYbm1TdIBhAV6kcW/8zpmOL4Qa3DQlMBwmgfKKsspk1LBr53NmFxaXjT9yfvi5FpcjgSUNyktbLfd0o15sLzXIG19qRT1EJaMeZwC0snjDOKDgtYw2ZwkOZhihEU3iUS5J9rlzrZfyK9VbN2TzkL8XKuhIAqLqP9ZV/Xp7tC8KjZPkGQP/kcqsoqNyn3Oo0McYH+lrcj8c3DePU8heN+MZiq0Y2D/rqK/+G5BZc0z9B4V+E7GbC/7cAmPPLVffxvQBxy9mcyC9P0kqL9/giQKKu6Uu4fpZ+qpHNgfwUIHw+tI+D52pk84DML7dmIptb3Q82LnD9Rqzug6ZPZHOg7uNqZPOgT175B7D+PPbyQvitJcZ4RvMuWQAIngX9mvv4+zyrPaT7uGOXnzwxRpPo+5dfAivzcE3/0Ik8i+1XC3TVfVyNbG49QmRzr5/HHD4U3l/IBuGTgLi6pndWYvk/5HEJa6GIbH4sTfIcVxSlfUZfm7uQPt7RV3Tf2dTuNoijlUz8d/KIn8vG4MESJ2v1gbUWbEIjF4htMpNALZcCcGGPaIrKrpO9n1m751i7Bscaw1OI38ZQGhI4pAT6NMpTZAdKdYU2Wr3KHeS63g8nSoqPIiinMJui0jkJK0GqoASALWQUljiJcGWnABpgYQRiZSyQks8AKgo1H/kcSIhFdg/oJgcWVATNVWplW2KMQX90r/xrdecCiEf1yj9kcHbXoE8imwHxnwCIW3Gpr0Gdv/GwHtsAABAASURBVBV+qq/8i+XltcQYWLUa2fxGQPzoI5tH/Afo48cAbvLKP0DqbcjzdOj/CVCsRja3ui4A8agjm7t2enUfPwtweR/g9SNoV1/5J6Lu41UAzl9RwK/1zaLu405o/+2JMQJ5D+vinsxlyBiqiTFaXRLZDBC+Ftf0lwDGv/Ydyn3s/Qy8JPeA12pk85D/PvLui0+QTdB7P3TPxrJdjWzePDoqK5nDpXg+/h9A+ypof7E83/2lz03umsbv3Lxsu18FiP8rNN9FH98DyHtHY9kKzQ9Bs5WFdTlncpTnuV76m8/8z9cvNi9zGqC2G7mmKSq9bBwbktO1/lg8mf9jke0Gzw0JTAMJeAAzH+UZBRlA9bH0oKBSAAWAUWQGkEioRL2V+VzCWknLAqC6FIBxo0YowdTijSXyWTc4ZZSw1Y81i1rlD2tuktwr/1ws79fIZpTy7YtsHsR9POzP6xrw6Sv/Zskwtvzn4PvRUpBtjPnDY07uD+2s+/gz5fYjJMbY5U8CvJ+M0n8zV3Ufr2EzM4K8qpHNXoYY6x2LbN7uJ3/l36io+/jxyH0nG5X/xsp9KHzP46y6j9sT9/GRE2MMeY1sfgO8f42zlhjjK/D7RGS9F9l8ko1TNTFG0aWRza3usO7j5Vt9Gtk87L/CJqEW2fx1aJ8L7X2sh8/6JnkUjxbmsEF4EGfVfdzqJkQ2s97sWDzilwGu/4xr+rXw/GU+dw8Py66gIN9EFk+B3wPQvqIi8thyMXFNPxC5PI/zg0ZEP7CmCwfF1hyyjOID6ZqVgmggltXrLcfS2QDgY2m2phKvjbEcUQJYXiXOLMCW4kyQCkqy24kYoGIRhihjaw+4RHRiZdzJIQrMlBXt9bmx1Uss2t7qbxPKXk4Xj7MYQr0a+exlUS1Fpbpx4eEB5R45sdzqqpHNLe6DPNv72175V5DmWOSbfkzORzkrYN0b+s8qL3DvBwB+OJ54BI4mHvrWKBS+uo+rkc1D/nedw7I3GH/lH8p/lozJdXFBLpg9IPOhd09o367IZqy3qvt42Kev/BOZ+Mq/NncWtJ+BhfgeAOyw7mNLjDHoq5HNg14jm3dLRX7pRF7EvJ7ImU2MsQqaifuY6/fKC13vRGlUv8FinGeRzUP+k8hH3ce7cPFWI5udLGAef0Q/z3a3SOI+hubTkM07sZqPHNk84B+CW/oF0P0E1u0vue5o9vI7LPGXOS9tnNeLk4tc1TV9OjQvxFp+O9dvb25z6+VQrul1fi5rcoCNoQUjwmcI3XTNVlijImm5OuRj5v8GAB8zU9VgdLpJAMWVA1QskpDvUmWjgOnEABNFFaKwrB43bYjMrH7fAolQsvkUlV5yKSpp73DFLuQqSYpKka1dI7JSyyjKijhZfVxG4aGob5TDRTYP+fticSbuYxTz9ZzbAL8exvFmL7ISUPkdltCl+0SSxBjQU/dx9ZV/i1yPHCIxBoBVzdk87PORzU2Se+WfBFKNbC5mIpsXujv/lX+tLpcYAx+tPjL4/+ydCZxcVZX/z6nqTgIhe1V31l4SUEPYdAYRHQRU/giC6B81AiqjCAjyVxQQgqLsi8uMAmFThiUsg4ODLAGRQXb5q6xdxU7SXR0I6e7qrERMqrvu/O57Xa+quqqrq9da3i+fev3qVb2699zvrdzfu+edOtfBlvlnZ9MvMUaneQB82oOTpBUXHZeAxR5g8iIG5mXwIjRDpBog4oeCy9ATY3QZNzFGQtKRzUZe0h45p2eipCObw3oGLhJWQHCfb2vO7z7OiWzuMvfiQqS1t1dsKtBfoD/3ht2voE9/kpgo74uFdB5sPxi2nwaX903YP9c2gGtajKlt6DZL8L1bijIvhIjfg+/J6sR0eUdUFmFLR1urRHDsfcdRZ1agVibrSniOfq4EM2kjCfiPQP8oz2ANXMIZgjuhBoORQIANhiHgaZ8pr2O3wIoT9tI3U5ywaIups8ddqu9iv25hXHbGXkQxFAfk1cwUlSKS9dtL5zijTtQUxT3LJXg9/TAmsLDLvK+xw/xfDJ42r/KdGEBfq62VLgww12FQ/gROfgeD9C96tsneGJxDGJAPwIB/SvssdRJjOOkzcVLOA21b1Gl2hkh9DrMsN7K507wKwYrjYuJ6Y8QmxuhAHf+eCMg+KHcm7gEXF9kspvCSf0Gxkc0jWvIPNlv3cSqy2U2MERDrmv4MeGwySblK3MQY08DjY7D9RPCxOZsft/c8c3j0vZCKbIaL102M0WkiW+OSSozxWfTsVrC/Fq7eA9vrdArK/CjYnIA6rmybo4++PVW7+4rK2TmRzZ0m5T52I5vrxI1sVnEjm5NyfbJXPhULwX0c1o+g3G9CxK9AHY+snarxnEL7XpjXbebDHX0I7P4BxHYFnr8AD8VGXFz+Dn34RTBJ4Dt2Q9DIwX1l7xmbpb/p+7jY/xOS8X2EZyOaeZw6r1L26KNKMZV2koC/COxQJzbKs7Gp1UyyLe+Lrt1x7mYTssdvztLNGHy6FmyShfZY7GxR5Y3AJPEinzGjikD0vFkwBrlob8YABhGLZkY+i0p2oJZICwY9b8aBATIC0TgcQnsqBs90YgyRB+AuPxaDZ/8l/z4UCzmRzT/DTOgPb8/XARNj7LzFhDEofwJi+x2UfT3E6y+NXfJuj8hDYuQbaMtE1P87OMRTrum9MOBb9/FPIQAPrJ2laxwOef7MXWtCsPkA3Of0IpuzlvwTcRJjBIMZS/7ZxBghvRR1FEyM4UU2x03Okn+w9yRwSUU25y75N1vvbZuhbXlMdl5q2GhsZPN+uLg5GfZfgwubJ7FtxEXQEyrybZQ/A/3xQKBWvqrvyizY6kY2z9YLW8N6T/tsHTAxRlOr8SKbUeZVKN+6jzdgVvs0yv4uyg4HVB6EIV/XsFP2rpjVfgl1XIDbDL8fNLK523wUfXgC+nI5yn4MfdtdY+Sv+I59H2XP1qQ8bCbIcZjp2wuyD6APv4ALkPPwfblrdZ2+IYozUHnmw0lRaTJSVM7RNrw/df4mMxP7intQgCuuy2iwXwhYNyYEbZWZLItTbVaRyIRtmPWmXjASDW4TTyDxcnagFma0GMa89yFiLRj8vGPMILNSUkLoWiDI3n1l69aGaHvHGDDexDkLYdcibE8HAvKdvxupx6DsLvkX0qEv+Rc3f4QAeEv+QVCcJf80IN/LiWwOq7PkHwbnBNqa82gyZhLK+tBAS/6Jyq5g+CzqOCOwVeZjsG+C7YdhlrgM+6Ev+ddl1tRMlNVgdFEf1xcC22UZBLIRYtIAUTkUM8OzUPatTmKMXfLnVXYSY3SYPWF77pJ/AbkUDd0LvFORzYtgt80JfQjK/QHup66AiBeMbMasdvfGdcZGNl+MOtzI5snyFhj/DLb/E74Hr6COH8N9vAvKnIeLpYOxP701pDdj/1zbAO5jfLA2K7K5E67pTtOa6BUnYA5M9gHv12H7eTU9shh2z0V5B2H7Puq4sX26PouZ/nuoO/fxjLGu6V1x0fQliPcFEPO7E3F5Gd+/HRIh8S4y8cFIzfas/wN4qTIe+P9UGYbSShLwIwEMYFETSAsuBsto0qQHGwycEbyfFlSVFrzmCSaet+D99LFKBIOhdz7EOQpR9mbI2itR1OkdByDw4O4dO7OqOt0DA6mTGKNt1iA5mzvN4Ev+JeXfewLyYZQ5C6K1P0TLJsa4Dq7HPzuzfBiQ8zBGF3SYRU0d5nMQlFRk88smLta1ml7yT+XyYFD2xYDvLPmHe6knoY7iE2PETcp9/BIuhLqNjWwOyCGqsgF9sVx7ZD+UbYPQ0pHNc7WoxBiYGZ4N22/HPpKYJutxb9yLbIbX4RqIuBfZHKvXE8Cn4JJ/lpEX2Rw3TmIMiJcT2YxZ7R0alCPQ33+H7X2RzWJd05bN8bgAuQJcHi3kPp7b7UU2/wB234Lthb7I5jvxnToS35ttYuQ/giL/JxaWncB6H/TlcRDaX8H2P62arZ3WxnwbvAjzm7rNwSjzDIjtzdg/19go1jV9l4osxfeyF3bfhLJx0SE19udO0vcP70eNSf8f6Xu51Lui6qcAF4WJJ5FAaQhgYLGBV56AYrBpwUDkHQdUIjjOFFR7fuZx1k+J0IooBknv/Z7tEsVrnsBiKhLB8a5ZKSpF5qYin/Fe3oe9z4yB8xNNnea72F+Pe3zWfews+Yc2fB1u49pkUu7ExcCRGJynY2C27mMvMUbf/eq8ZVuXOwbk3CX/bGIMlewl/2xkc1j3jIXVXfIvPEhijM1mFu6nHgARPAV1XAfb/wzR2iI98mhS5ETMlKdoUu6FIB5Vu0lmwu7dUfbRbSEdNLK5z338cZR5MlywKffxJtOXGAMspkG4VqJPv1obRtkh9SKbi1nyz4ls7jDekn+wPx3ZbGQWbH8QZR+roT73cViXwv4LYbsb2ayQzDzEbWKMhlRkc9wsh+2Poez1tUn5C8o7FZ+qx3fuIVyApN3HIf0iBPx8XCik3Md4O7fwUJeZ0tht9sVs9ngwvxLlPgo+cXgR/obvyen40FzwfiTZIycmEmJ/xvZ+2HwkXN7nQsT/e3VYXxfFGRlFg2HW/4mMt8r+KQW47LuIBvqaAAQWA5MnmJj9RiXjHm5vUCKZ7yeCEsWA5Alq7WaJYrjaTQyGe4Bs75+i0l0IIdjUambj7VTk8zvNB8rO9lgUcw+VV3YQccrEvdQd8y35h/vM1jX4Ywygu8Cev2CAPnWrSm5k8ywdMLK5yRjHfQwRdyOb4yY7MYaRxWhbesm/sA4pMQYG/OKX/AtpI4T2M5gZngVRse7jlkJL/jV3mD0hWl/BhcelEJX7cR+7XROSXvLPSATehFFd8g/u/8vQqzZn80sQxnMgWDvDZjdnc1jPgGv6ZojX8wO5j21k84L1TmKMo3DRcTHsvhdi6CTG0KD8AmXuDRF/DX167rZJ8n6UPRezWcxu9TSI+E2Y4Q7qPsZFghPZDMG9G/xXTxZZhzJ/BRHfF+W/gf68INArS1D2HAjsQSjze6jjhjVz9G82/7jzHez/5xFTAzsXN3SbL0LMz8cF5VE45UBsFfeoWgGuuJ6gwSSQh0CwxpnhOuJn38Z9yygGsN0hqBi/RKasldcxADVY8bLvO4FIKhPt72HtMUTDBmp1LOySRfZY/hmyIPJa/xSVyR1cgbXnYMDNioRGRS9h1rYcA2gqsvnXOGfgyOawWvfx04Uim1NL/mHQPwdi9VvssxNjqIxsyb915gjY+yMM/HdgsH7JTJZu2HwTBn6bGGM9LhCuCNTIxzDwT8fm5mwO6aBL/jVtMDavso1sPhs2344tmuiC+zggt2pAPoOLnc2o52oJOkv+TYOouJHNdbq8tU4fH2zJv4Z15jCIoRvZHDeO+xj34b0l/wIqbmRzWK37+KOw3bqmr8Tss2BijIVrTQN4uJHNcXMLnjs5myF+/yUqn8d36B9gcn1vUg6KhRzXtJMYAxcgl6OOR9ZN0S773ci32chmXDR9GiyF1GLzAAAQAElEQVTOwLYC2/OO+7hX7sJFwhfVSAJl3wj38cG2bIjsh3Fh8A0I7a9wf/xh3BvvyFeufW3+GjMPtxkOhtCehu/JTSj72cYlsgll3o3ty+CdlKT8EkJ+hD2/0rZApRlMe0nATwRaZ2gM7d1p3mYzC3tpa9aNGOjjDZuk2R7nTVGJ+7ZZKSpFor0Z95FFJZqVohLnB4JpAVaRFgxs3qwbg/Jv8NqVJiifj8XECtYHYyH9GgbmQSObB1vyD7ZMkh4ZeWKMTvNriMrTENwtuC/7J9h6PGaHTmQzROaoyWGZATHZAzYfjf0l2K/sY2sx5mw2qhau6f1RppsYI26ewuC/Gba6iTECMhUXQivhmj7GcR+HdTeUmcrZXDiyOeZGNkNQToJ79xrU8STKdpb8k4CcgtmnG9kclK/pu4772EY2L4VoXejcg5+tA0Y2L1xv3CX/1pt0Yoy4Wd9bK0/je/NdiFadJuUhcP+6hpyyF2M2W3RiDAihdR87kc2w+VFs3TVJ+RsE8DRAnKMqD8N1f7wT2Vyn78f3ZNDIZnxOwp1mJ9wD/gjK/yZ4XIFyH8HWFZwkz6IfzzC9sgA2PxpU+VaiR8K44Hgfyj4S+3PhofgdntsgMltURW0U4IrqrmKN5XlVRQACWbtVPEEUHAd6Mo4DEsHMaLdUmw3ex+adj+cROJL3SL2Pz0eSRrzsQpitvYgB1HsfA14Ex97n19TpExikb2yfpS/3zaC9olJPMFPJnxhjmwy+5N9sLZwYw8A1vcF8EC7er2FQ/jncvH/ArNZd8k/kArRvCYTlOcw8z8CsdgEG4yaIoc3ZvAz72zDDarER5SlbM/dZiTHi5jIM/g+gjjXB7dKKWb/N2Zy95F9YG1DmoZi5nQUX7+BL/nWYPRs7TNaSf7qjxCBSl8HuD2KzQXA2Z/MilOu6j2fp4JHN0X5L/nWZ+2B3W69NjNErvzA9sjf68BUw+UligrwPZc9DHx6M/WmYed6E/YCRzWKMjT5eglntUvC4CBcJ96Ds1YlpYiObfwmR3QcXZLgXK+fX9MpilDUH20HYvo86blwT1mcGjGw2xnUfdxovshl1rNpRpEOMXI7toyh/FWx3ospR5mxsn8JF06lts/SG1aECrunMjq2Q5xTgCukomulfAhCXKGZ0mQIbwezLE0gMslZQ0wKqkhWUokFpyfw8ZkItGEC98vA8ii19bCSKOr3ys8gbo6nEGBiY3cQYXebV4ERxE2OIjN6Sf3HzWwz8TmSzSchNsNsmxojDtisC2x338QwMzq77uF6vxiD9ZNsM3Zhlb8ZB40bT3LzOfBYDvhfZnIjLevBbgUH/UMwMN2Hgz41sDjk5mx9vn64bMorLeorZsnVNH4ayz8Ys7jbs3SX/AnIbLmgOV5EtmIlfKzVyAGyeitms6z6uU+s+LpizGbPaBnD4DFzT6cjmeumfGOM3yaR8Mmbdx6OVGCMgXwCXbWByQ9DIwbGrZArcx/vEQnocRHzQyOb5cbiPu42NbD4d9t+M7bnGLtkEkf09eCzFRaEb2axiI5unQLw/jLK/gVntL3GB8z+oY10W5Co8oABXYaf6vUlV1/6gvCgqnsBCKCIYFD2BtMdq0jNiCFUE53uCitlWFIOed37iPXkJjLz3t/aKva+cTlEZkTcgSvOcn7TEjRvZnLHkXyoxBmyYiAH6TgjMkbGwTI+FdS8MoF5ks3M/GhXle9jIZtxPzUqM0RiHSNnI5qS4S/4ZcZf8C0nKfXwMBuahJ8bIXPIvKCeibVMgADayOb3k3yw9OlanF0NgCuZsbthobGKMj2NWezIuQK6BqDyJbRNmy86Sf2A/zRi5H+V/VdPuYydn86CRza3GS4wBV/rVKPcJbG5iDCPfAesQPB0PYv+vGpJZ4D30xBjdxnEfw3Y3MUZS/gpbv6dGZuN79DD6NDeyOaR3OYkxzsUZeTozbMxO4GFd08fDM3EFtkdwARLHPd9ncKF4BnjPQ/luZDPcx7D7/WBdMLI5TzVV+RIFuCq7lY2qJgIY9rIin4MTJIJB0xPUYA8ENCMyulbECu5ucCXiNJGcFJXz9S0IdG1zh6m3nLrq9F3s0ykqD8RdVJX1yQnyPAbOn2AAHZMl/6RHzoeYLNagPAMRH3jJP9XtsC/n0dRqJjVtMHvBNf1VCNVPsT2AwX9NzURZZYw4Lkx8yF3y7+/S2BbSdGRzWG1k84tv7qLbcE7OIycxRpe5H6JlI5tjyYCkl/zrEes+XghRWQBROQR1nImLhFswe3uhrXmAvMrGTAD7PWDv0ZjVXoL9fbC7LTlZvMQYYuRldN45iYTsgrLnobyDsT99JIkxUOa/Yda5D/rzNaNyXu1E+QDKnIuybWTz97G/ERcgg0Y2N3Qb6z6+EBcJd8P2VTt2SQf671f4ruyLbRXKvzBgZAkuxqxr+lMo83sou3Bkc04P+OMFCrA/+pmtrGACplayXM6TZohdBrCxCQJkm7V6rrZDUHews0oRESd5hUp2ikojWSkqMRhHe4PizYIxIGelqKxVZwCdCXfg/hAWNzHGSJb8C8hBEEVnyb9gQvbF4GzL/jgE4OS2mXpt+0x9avVM3WTbk29rWGcWNnc57mMb2fyfGPhfMjtJdzIhKzQgh8B+JzFGICjukn91mk6MgXvY7Y06sPt4g7Hu4+zI5um4AAnIrbDlMFwAbYGoXG16ZX/YOxW2e5HNbXO0oPvY8SJ0Ges+XgaRzV3yT2SrqriJMeqc6ON9UUc6McZcjcOGvA8vMUanORM8bsGWSozxX+BxpDGyDWzcJf/CshPs/gj68ji46i/H8z+9OUUHjmx+y8zHPWA3sjlubkbZzzc2yEYI+F1q5EvYEuByU3CbHBILO67pD6PslPv4Ydx37xD+G5QABXhQRDyBBEpLoA33NQMBWW9FyFryMmaEGFxXmcmy2B7bDQNiNCdFZU/aLS0Bsb9D9WbNVoADybQAQwRaMLh6bm5HxG3BeTb7EycMyAMu+QfbdkD52ZHNIbU5my/DIH2/c8GQp1z7ko32xkzzALgw04kxuswWDcojSQP3cUBsZPM9sP2oya5revdYWL0l/wpGNq8xM5s7zcdRdmZk8ybpFTeyWWUaXKYrwfIrtSGZiXJTkc0XYRY38iX/euVBzGqPhb/BcR+jzKXgcSFmzW5iDEHNFkK/DfeAp2GWn3/JP5FT0Xd1+ORDUivfcKKPw7oYAvtFlH8+yi645F9GYowTwOVK9OujuFBwE2OouJHNIn/CbYzjE9Z9XJcR2Vyv/716vr4u/RJjCP8VTYACXDQqnkgCpSMAUYsGM2asqpgVG/EEFTO0rBSVotKCz2S+H8GsyBNYE5QX8RkvEhrCY9/3zrct9SKbO42bGKPT/BED9NqJNeIu+afyAZTxN3z2NAjWXAz6zRCtwzHDOhsz58KRzZi9Y8DPnxhD5ALYugQzrOeTSTnTiWwOw31cp4Mu+Wft3tmYiZi97dUQN1+Bm/Qy1PNAU9y0BydJa1LlYoiVu+RfUpbBu9AEkXIjm8N6po1shrv0hTe1oGt6D3A4GuVb9/FKPI8le2QNLpKcyGaUXzgxxkCu6aiZMH+d2R0XIEfBNX0xyr0XYphe8k9kb/Tpq2D+k209Yn/iMw+2WvfxadjfFJuuzxWIPq6F69iNbI4b6z52IpsnG1mHMlORzW/ge3M+XPi7oh+t+zgrsnnAxBgWOrdhEaAADwsbP0QC40sAg6SNdPYEEgIVgXvRO8bMqgWi7Ams4r4wjtPvJyWCY8/ljPOjuG+3xGtFUKIYfD8MwUpFNr8CwXIjm1XcJf9qJHvJv7CejFnWtRCtpyBYm72y+j1p2GgWQgCPgBBa9/EdEJaXrfsYQnIT7Pg02jKiJf8WrDOZkc25S/6pLJdgX2KMMFzT9XoiLhausokx2qfrhn7meoepyGYI7TLYfBtEMRXZfDv64whcIKSX/AvrFJT5UQjXCZjV2sjmwokx1psG8MhJjIGLrN+iHz6PvnoP5V+frJH0kn9h/SYubi5HHY+sm1PAfdxt0kv+dZkVqOeFxrjYvMq/Q59/AZ4OmxjDjWy27uOQ7gPbj4OIu5HNU7RT+G9cCFCAxwUzKyGBkRHAgJw1Q1UjWcfJoGRFPvdOwPsZM+REQqIQDU+AtybF/tTIBmo5Y0Bgs6zGwA8dlYko2xmoQyGZjsF+L2zWffzT2Ewtfsm/TvNrDPzpxBhGjofgTsbgfzdEZmmf+3gPDPzDi2yOm6cgips1IY8FAvItCEsqsjl3yb+w3gc3fttAPYALhBlwTe/X2GFOxuwzFdm8EbPjgZf8q1PHfTxYYgzcp5/esN58DOV+C/Zehf3jmNWu7+2Vp3Hx8V2wDqMD/gj2X9eQE9m8GDPyL4H5BW31+vs103WVKM7KY7zN2dzYbTKW/DOPoWybGOOvuDhzI5uNPIwLnOzI5no9D9zdyGaFzOcpmy+NDwH0/fhUxFpIgASGTwD3PO1vdb0ZbQCCimHZE9Qakagk4ZI2GG5RjZOiUqShyZhJOJS183SNqExctM7U2WMnTaSRjlSKyja4RTEoH4jth3AfO0v+PauQN3tyv82W2bjBfHCgJf9UZTG2ZyG4ZwTelXRijDpdFputw1vyb5KsQnnpyOaknAWBbIStDZhxOokxIFq3ttZr8ZHNneZ+zMxjaKWTGAPNHNmSfyn3cdxcDLG9D1sb7tO/BYn7OWz/J2PEZmv6sZcYo06LimwWY1z3cZf5MgT2Ioj4Pbi4ac1c8g/lO5HNzpJ/YZ0LEbeu6cEjm9FoPkpHIFC6qlkzCZBAsQSCm+VVnNvUhHun2EvrXI1hv9PctSaEvTgRxCrxBZ2y0B47KSqNvGnisqs9thsEO9pTkw68wqAdzUpRaU/K3IwZeMm/HrkxacQmxuiC5F+OWe2+EMAZEEQ3sjmsgy75Z4PK+iKbvcQYECwvsllVnMhmuNP3w4WBnY3/C8r/Vqxerfv4iWLcxxCqsyGEt2Ofch/fhnYfDlHcgouaa0xmYoz6ESz51yVuYgyRz2mvvAfbf43715+MwcUL2y2bdGTzVB0ssvkQuL1/ALtvwfZCn/v4TnA+En24DRdS/4ELroNQtrfkn+OaDmnBJf+kyv9VYvMowJXYa7TZdwSc36saWS3T5QOS/heZUJsWVLycFaiFgTqCAdubNRsDN3QyfT7clC1437lvbH/ChMHeXfKvC+7juHkaA/+WQFD+BwP/N7HtYCObg72ydHKHzIiFdU9s1n18GfYrcQHQjvrzPpzI5ndMdmRzp3Ejm+2SfwHZCYJoE2M4S/5BTHZHmUdjFncJ7jEXlxgjnuU+3gRhdRJjwDU9Dba7S/6FnMhmm1e5uMQYG4x1H/9LU4dJL/kXNxuStfIUyvx/YBcySXlQa+VYDTvu411xgbAUFwgXwPa719RrMe7jE3FxsByz2sfAP7Xkn3Uf10PEH8LFQsp97EQ2o/zzUfbvV9Xpm6KwUcx+ygAAEABJREFUIC9xvlgpBCjAldJTtJMEghJJboebuY8EBues+7oQhRYIQlpwVex9Ykdg7UdMUF7Efcd05LORGMo4GQP/27Xb5XW8dx6G9MV47RkIl5sYI6TNcPEe1h7SszH43756tkZe3k232/L6b3Z2DjHJH9lcI25ks4ob2VwL13RYGyG0bmRzvVr38XCW/HMTYxjZExcYEe2RH+L+t43GdhJjwG4vMQZucG/rb7M93tWYdGKMuLkEbVgJV2+bjWzGhcFPwfVDEEM3snm7kxhjPsr9NGw/vb1eb47N0MGX/FtnjkKZF4H1vdg7S/5JUv4NzPcG79ewnetENlv3cZ1a9/FpENrCS/5Z47lVNIHRE+CKxkDjSaACCPRKFLNWT2DhQm0RFU9gA0ZspLP3PsTDzoC9+8QY7KMQE+8Yg/5KHJ+eCMhH4Cb1EmNg1jl4YoyNeSKbJ0s3ynQjm42sh2hdgXvVo7PkX1zWJwOSb8m/qbA9KzHGkJf8g/sYZd8O248As63YrsMM+hPg4EY21+nxqONKXIAUjGz2EmPEzZkQ2lsg5Okl/2rk82LkH2AyrMjmCvh20sRhEKAADwMaP0ICpSAAsWxBvZ7AwhWaFfkcgEBDRLz3E5gx4zO74TPOw6aoxAzXRj5Di0XWhHUtZnIr1s7SNc4Jef7Ye8xwjx6AWdspEJTcyGY3McbduBj4srfkX0iPgRvZXfLPvVedp2SR+ZvMzKZ3zP4o99uo41rU8RSeb5ZeyUqMgbKPqXXdx6nEGBdDHO9tm6FteQvGiw0xM2NBp9mvKW5OQtnXQBCfwJa95J/KA3Cxf023Ou5j65peitn+hW2ztS8xBgrK83ASY6w32Ykx4sa6j/+/itjIZjcxhkpuZHNIC0Y256mOL1UxAQrw6HQuSyGBMScQ6BH7W11PUAOKe7oZPzWaVC+viZHGplTksxVWlR3s/V1rXF92q85FXbLIHmdu9jM2srmhw+Qu+WfgPjayBLO3ZyHw2ZHNIV0GV+xtrfU6Okv+TZBGuF6zEmOg7BcHch97OZs7TM6SfxjcnMQYcE3bCPIf9WyTRbA1veRfSFdAxF9oax4gZ3O035J/ncaJbO7tlbcxS/45xPafUfYrYJJe8q/OiWx2E2OEdeAl/zLh87lvCeA76tu2s+EkUFEE2uZoGwR26ry3zCxreNsM3ajSL0WlyCqzUbJSVNZuE29WLBDtHpGDMTM8AjPCc5o6jbfkn/TIjXBx28jm7CX/6tRd8q+IyObG/kv+xU000SXrjcgKzL4/A+Ea8ZJ/sH1ZY7e5DbPldGRzQA4Hiy0Y0K6VGhn+kn9xx318K9g47uPeoNwBZp+H7e+BjRvZHBLrmvYimyHqj6ydqnHhPxIYIgF8X4f4CZ5OAv0J8Hg8CURqJ4o3C4YgZ0U+Y5YaMdvFE1wIX/Z9XxXrtv6RScrxcE/vAHHxlvyDkKQimy/F85V9P3XK2zZ7EQDX7v5wG3+7scNch/1TEK3N2iOP4n5qOjFGrxxTu0lmwrVrI5uPwt66j4uLbM5OjLEJ92WdyGYYNB0zz/xL/oX1nth0bcU5eR9NrcZb8g/2XgURt67pDb1J+bPaJf+MhOHyfhAi/q99iTF2xYz8S+AxaGRz3gr5IgkUIEABLgCHb5FAuRHALC9bUAPSkjSyR8pOiGoEM7VMAX4RwuK9j3u+Z0NM5kAIsyObdeDI5qYNJv+SfyK5iTFC2oiyi0uMYczE5g6zJ4TwmIa4uRRimH/JP5FhLfmHe7W7o+zsJf92kjVg+DMIuJMYAxcs5yQSsksspPPbXPfx6XB5F4xsTrHmngRGSoACPFKC/LzfCYxr+zFzbZFe8X5KBHGNQHQ9we1/LG6O5/SMuYC1XmKMdeZHDV3mPyFeL5mdxEuMgXo2YEa9XBOyH0R8OrbiE2NsMLlL/sXFiWyWgBwG1/QWlH913iX/wjqsJf9wr/YO2HsEBDe95J/N2Vyn++IiIZ0YY67GC2DhWyQwZgQowGOGlgWTwOgTsIFXEFVvEQW4S22AkSewgYS4OZ77qq4RiYqR3cVA3vpe8xJjxM0pEFnrPv4zBNdNjGHkRLh6J0O0Blzyz7kX3VdW/9384Sz5N0uta3p0lvwT+QNsP1bflVm4QNi1PaxLIbYZS/71t5jHJFA6AhTg0rFnzSQwZAK9EyTiCGrfJ3eok3wpKifbnw/ZU1bPVLvI/eamuFzV0Gn+AMF9q2abrILIXmCMjHzJvyKW/Ov9hzTjPmoDBPFQCOKgS/7lTYzRZWLJhGQv+dcj5/RMlHRkc1jPgIt9BQT3+bYBIpstE24kUC4EKMDl0hO0gwSKINA+XTdghrfRRhvb01/GvVvMbVfJdMlMURnNSlGpckNSJaYquYkx6vXqNXX6RNsM3SgD/LN1YYZ8OO7RpnI25y75l5SrJJh/yb+3Fuj6AYqW5g2mEWUfhnvA3pJ/W7tkQzIgNjHGZzUpWzHrvxau6QPb6/ot+TdHH317qnYPVDZfJ4FyJ0ABLvceon0k0I8AZq7RwD/gVu57XY1Ec1JUqnhu6VhIf4iZ4ZAim5u6zLVeZHNCHkMdJ5mADLzk32y9FyJeMDFGviX/kr3ypIp8G+XPwP3tBwK18lXdKtZ9bBNj2JzNFw625F8fhlLsWCcJjIgABXhE+PhhEhh/AhDCFswQvcArzIAjWiPeMe4Lt0hSvECt/hY2tZpJTf0jm7vMmpqJstr0RTZDDF9EOSNf8q/LrISYt+uOYnM2Xwpbhr3kHz7LBwlUFQEKcFV1JxvjBwKYLUYgup7gipEIXLTeT43gbo5IQJZYFl5kc6dJuY9fspHNJiErNCCHwC29AaK7XHucyOZpuE9bfGTzO8ZGNh8G1/TZuLfsLvk3TdYng3Iryjwc7uMtgV651tTK/ijXydkcq9cTMCNf3jZIZLO1nVuZE6B5IyZAAR4xQhZAAuNLADPTrMjnYI3Y3/46gmstgRvXRj7v3WCX/KuRR5J2yT+RKRBEd8m/jV5ijKPbQnpJe1iLS4wRL2LJvzDKDuluKNO6jy9qna0FE2NYe7mRgF8JUID92vNsd8USCG4WG/ncvLMxE20jWmdoDLPgKTY7lT3GvdiN2H8OQrwAs013yb86PQuzz1tb63U4S/61weV9CWbezpJ/ASNn906QZsxqi17yD/bwQQLVRGBU2kIBHhWMLIQExo/Am7voNtTW2tMlXs5nCHA0M0UlxHFlnxDj1NwH7gFb97GNbHbdx11uzmYIbb4l/6ZByD8Gt/GJsTpd3lqnjxda8i+3Nr5CAiSQjwAFOB8VvkYC5U8gArH0Ip1VJStFZcp8u+Rfc6f5OO7TZi/51yPukn8BmWqSshJu7WNqrfs4rEUv+Zeqg3sSIIHhEahYAR5ec/kpEqgSAkayEnKIyoto2ScbbGKMuLkMgvtAY5dZE9wurUmViyHQuxucA6FdZiZII2azDZglH9oe0rPa6/UWuKYHXPIP5fJBAiQwBgQowGMAlUWSwFgTgJhGcE82HflsZA3c0PvgtREt+TfWdrN8EiCBNAEKcJpFBT2jqX4nEKgRu6yg54JuD+t9mNHOw2bzKg+65J/f+bH9JFAOBCjA5dALtIEEhkigbYbarFNT7T3eIX6Up5MACZQJAQpwmXQEzSieAM/sI6ASrd2WTjnZ9yp3JEACFUKAAlwhHUUzSaA/AdzvtZHPH+r/Oo9JgAQqgwAFuDL6iVaSQB+BrN3tOHoBGx8kQAIVSIACXIGdRpNJwBJoC+ujdrPPuZEACVQeAQpw5fUZLSYB3xJgw0mgmghQgKupN9kWEiABEiCBiiFAAa6YrqKhJEAC/ibA1lcbAQpwtfUo20MCJEACJFARBCjAFdFNNJIESIAE/E2gGltPAa7GXmWbSIAESIAEyp4ABbjsu4gGkgAJkAAJVCOB4gW4GlvPNpEACZAACZBAiQhQgEsEntWSAAmQAAn4mwAFuLj+51kkQAIkQAIkMKoEKMCjipOFkQAJkAAJkEBxBCjAxXHy91lsPQmQAAmQwKgToACPOlIWSAIkQAIkQAKDE6AAD86IZ/ibAFtPAiRAAmNCgAI8JlhZKAmQAAmQAAkUJkABLsyH75KAvwmw9SRAAmNGgAI8ZmhZMAmQAAmQAAkMTIACPDAbvkMCJOBvAmw9CYwpAQrwmOJl4SRAAiRAAiSQnwAFOD8XvkoCJEAC/ibA1o85AQrwmCNmBSRAAiRAAiSQS4ACnMuEr5AACZAACfibwLi0ngI8LphZCQmQAAmQAAlkE6AAZ/PgEQmQAAmQAAmMC4GyFeBxaT0rIQESIAESIIESEaAAlwg8qyUBEiABEvA3AQpwWfY/jSIBEiABEqh2AhTgau9hto8ESIAESKAsCVCAy7Jb/G0UW08CJEACfiBAAfZDL7ONJEACJEACZUeAAlx2XUKD/E2ArScBEvALAQqwX3qa7SQBEiABEigrAhTgsuoOGkMC/ibA1pOAnwhQgP3U22wrCZAACZBA2RCgAJdNV9AQEiABfxNg6/1GgALstx5ne0mABEiABMqCAAW4LLqBRpAACZCAvwn4sfUUYD/2OttMAiRAAiRQcgIU4JJ3AQ0gARIgARLwI4G0APux9WwzCZAACZAACZSIAAW4ROBZLQmQAAmQgL8JUIDd/udfEiABEiABEhhXAhTgccXNykiABEiABEjAJUABdjn4+y9bTwIkQAIkMO4EKMDjjpwVkgAJkAAJkIAIBZjfAr8TYPtJgARIoCQEKMAlwc5KSYAESIAE/E6AAuz3bwDb728CbD0JkEDJCFCAS4aeFZMACZAACfiZAAXYz73PtpOAvwmw9SRQUgIU4JLiZ+UkQAIkQAJ+JUAB9mvPs90kQAL+JsDWl5wABbjkXUADSIAESIAE/EiAAuzHXmebSYAESMDfBMqi9RTgsugGGkECJEACJOA3AhRgv/U420sCJEACJFAWBEomwGXRehpBAiRAAiRAAiUiQAEuEXhWSwIkQAIk4G8CFOCS9D8rJQESIAES8DsBCrDfvwFsPwmQAAmQQEkIUIBLgt3flbL1JEACJEACIhRgfgtIgARIgARIoAQEKMAlgM4q/UyAbScBEiABlwAF2OXAvyRAAiRAAiQwrgQowOOKm5WRgL8JsPUkQAJpAhTgNAs+IwESIAESIIFxI0ABHjfUrIgESMDfBNh6EsgmQAHO5sEjEiABEiABEhgXAhTgccHMSkiABEjA3wTY+lwCFOBcJnyFBEiABEiABMacAAV4zBGzAhIgARIgAX8TyN96CnB+LnyVBEiABEiABMaUAAV4TPGycBIgARIgARLIT8AvApy/9XyVBEiABEiABEpEgAJcIvCslgRIgARIwN8EKMB+6H+2kQRIgARIoOwIUIDLrktoEAmQAAmQgB8IUID90Mv+biNbTwIkQAJlSYACXJbdQqNIgARIgASqnQAFuNp7mO3zNwG2ngRIoGwJUIDLtmtoGAmQAKN4S4QAAAYbSURBVAmQQDUToABXc++ybSTgbwJsPQmUNQEKcFl3D40jARIgARKoVgIU4GrtWbaLBEjA3wTY+rInQAEu+y6igSRAAiRAAtVIgAJcjb3KNpEACZCAvwlUROspwBXRTTSSBEiABEig2ghQgKutR9keEiABEiCBiiAwZgJcEa2nkSRAAiRAAiRQIgIU4BKBZ7UkQAIkQAL+JkABHpP+Z6EkQAIkQAIkUJgABbgwH75LAiRAAiRAAmNCgAI8Jlj9XShbTwIkQAIkMDgBCvDgjHgGCZAACZAACYw6AQrwqCNlgf4mwNaTAAmQQHEEKMDFceJZJEACJEACJDCqBCjAo4qThZGAvwmw9SRAAsUToAAXz4pnkgAJkAAJkMCoEaAAjxpKFkQCJOBvAmw9CQyNAAV4aLx4NgmQAAmQAAmMCgEK8KhgZCEkQAIk4G8CbP3QCVCAh86MnyABEiABEiCBEROgAI8YIQsgARIgARLwN4HhtZ4CPDxu/BQJkAAJkAAJjIgABXhE+PhhEiABEiABEhgegWoR4OG1np8iARIgARIggRIRoACXCDyrJQESIAES8DcBCnA19D/bQAIkQAIkUHEEKMAV12U0mARIgARIoBoIUICroRf93Qa2ngRIgAQqkgAFuCK7jUaTAAmQAAlUOgEKcKX3IO33NwG2ngRIoGIJUIArtutoOAmQAAmQQCUToABXcu/RdhLwNwG2ngQqmgAFuKK7j8aTAAmQAAlUKgEKcKX2HO0mARLwNwG2vuIJUIArvgvZABIgARIggUokQAGuxF6jzSRAAiTgbwJV0XoKcFV0IxtBAiRAAiRQaQQowJXWY7SXBEiABEigKggMW4CrovVsBAmQAAmQAAmUiAAFuETgWS0JkAAJkIC/CVCAh9X//BAJkAAJkAAJjIwABXhk/PhpEiABEiABEhgWAQrwsLD5+0NsPQmQAAmQwMgJUIBHzpAlkAAJkAAJkMCQCVCAh4yMH/A3AbaeBEiABEaHAAV4dDiyFBIgARIgARIYEgEK8JBw8WQS8DcBtp4ESGD0CFCAR48lSyIBEiABEiCBoglQgItGxRNJgAT8TYCtJ4HRJUABHl2eLI0ESIAESIAEiiJAAS4KE08iARIgAX8TYOtHnwAFePSZskQSIAESIAESGJQABXhQRDyBBEiABEjA3wTGpvUU4LHhylJJgARIgARIoCABCnBBPHyTBEiABEiABMaGQKUI8Ni0nqWSAAmQAAmQQIkIUIBLBJ7VkgAJkAAJ+JsABbgS+p82kgAJkAAJVB0BCnDVdSkbRAIkQAIkUAkEKMCV0Ev+tpGtJwESIIGqJEABrspuZaNIgARIgATKnQAFuNx7iPb5mwBbTwIkULUEKMBV27VsGAmQAAmQQDkToACXc+/QNhLwNwG2ngSqmgAFuKq7l40jARIgARIoVwIU4HLtGdpFAiTgbwJsfdUToABXfRezgSRAAiRAAuVIgAJcjr1Cm0iABEjA3wR80XoKsC+6mY0kARIgARIoNwIU4HLrEdpDAiRAAiTgCwIDCrAvWs9GkgAJkAAJkECJCFCASwSe1ZIACZAACfibAAU4b//zRRIgARIgARIYWwIU4LHly9JJgARIgARIIC8BCnBeLP5+ka0nARIgARIYewIU4LFnzBpIgARIgARIIIcABTgHCV/wNwG2ngRIgATGhwAFeHw4sxYSIAESIAESyCJAAc7CwQMS8DcBtp4ESGD8CFCAx481ayIBEiABEiABjwAF2EPBJyRAAv4mwNaTwPgSoACPL2/WRgIkQAIkQAIOAQqwg4F/SIAESMDfBNj68SdAAR5/5qyRBEiABEiABIQCzC8BCZAACZCAzwmUpvkU4NJwZ60kQAIkQAI+J0AB9vkXgM0nARIgARIoDYFyEeDStJ61kgAJkAAJkECJCFCASwSe1ZIACZAACfibAAW4HPqfNpAACZAACfiOAAXYd13OBpMACZAACZQDAQpwOfSCv21g60mABEjAlwQowL7sdjaaBEiABEig1AQowKXuAdbvbwJsPQmQgG8JUIB92/VsOAmQAAmQQCkJUIBLSZ91k4C/CbD1JOBrAv8LAAD///GkxIIAAAAGSURBVAMAGypQQibJBS4AAAAASUVORK5CYII=</pentrails><costumes><list id="66"><item><ref mediaID="U1L3.3 Modern Art With Polygons: for loop_Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="67"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="3"><sprite name="Explore" idx="1" x="-123.99371069182394" y="-1.761006289308142" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="208,46,255,1" pen="tip" id="72"><costumes><list struct="atomic" id="73"></list></costumes><sounds><list struct="atomic" id="74"></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="-1.761006289308142" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="88,255,89,1" pen="tip" id="119"><costumes><list struct="atomic" id="120"></list></costumes><sounds><list struct="atomic" id="121"></list></sounds><blocks></blocks><variables></variables><scripts><script x="28" y="249"><block s="hide"></block></script><script x="29" y="292.33333333333326"><block s="show"></block></script><comment x="141" y="245.66666666666663" w="80" collapsed="false">SLIDE 8</comment><script x="244" y="382"><block s="doFor"><l>i</l><l>0</l><l>15</l><script><block s="doSayFor"><block s="reportVariadicProduct"><list><block var="i"/><l>2</l></list></block><l>2</l></block></script></block></script><script x="122" y="58.33333333333334"><block s="clear"></block></script><script x="235" y="269"><block s="doFor"><l>index</l><l>0</l><l>15</l><script><block s="doSayFor"><block s="reportVariadicProduct"><list><block var="index"/><l>2</l></list></block><l>2</l></block></script></block></script><comment x="533" y="318" w="90" collapsed="false">This is the code that makes it count 0-30 using only even numbers </comment></scripts></sprite><sprite name="Squares" idx="4" x="0" y="0" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="245,123,0,1" pen="tip" id="156"><costumes><list struct="atomic" id="157"></list></costumes><sounds><list struct="atomic" id="158"></list></sounds><blocks></blocks><variables></variables><scripts><script x="28" y="136"><block s="hide"></block></script><script x="29" y="179.33333333333326"><block s="show"></block></script><script x="29" y="228"><block s="clear"></block></script><comment x="141" y="132.66666666666666" w="80" collapsed="false">SLIDE 11</comment><script x="214" y="451.33333333333337"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="323" y="102.41666666666725"><block s="down"></block><block s="doFor"><l>length</l><l>1</l><l>100</l><script><custom-block s="square [side length] %s"><block s="reportVariadicProduct"><list><l>5</l><block var="length"/></list></block></custom-block></script></block></script><comment x="592" y="117" w="90" collapsed="false">this is my code to create the nested square</comment></scripts></sprite><sprite name="Spiral" idx="3" x="92.12489523402814" y="134.03359160344633" heading="170" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="31,235,255,1" pen="tip" id="182"><costumes><list struct="atomic" id="183"></list></costumes><sounds><list struct="atomic" id="184"></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><block s="gotoXY"><l>0</l><l>0</l></block></script><comment x="141" y="19.666666666666657" w="80" collapsed="false">SLIDES 9 &amp; 10</comment><script x="171" y="119.16666666666669"><block s="down"></block><block s="doFor"><l>length</l><l>100</l><l>1</l><script><block s="forward"><block s="reportVariadicProduct"><list><l>2</l><block var="length"/></list></block></block><block s="turn"><l>90</l></block></script></block></script><script x="172" y="249.33333333333331"><block s="down"></block><block s="doFor"><l>length</l><l>1</l><l>500</l><script><block s="forward"><block s="reportVariadicProduct"><list><l>0.05</l><block var="length"/></list></block></block><block s="turn"><l>13</l></block></script></block></script><comment x="405" y="273" w="90" collapsed="false">This is the code for my spiral circle </comment><comment x="407" y="137" w="90" collapsed="false">this is the code for my spiral square</comment></scripts></sprite><sprite name="Epic" idx="5" x="0" y="0" heading="180" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,163,44.460000000000555,1" pen="tip" id="226"><costumes><list struct="atomic" id="227"></list></costumes><sounds><list struct="atomic" id="228"></list></sounds><blocks></blocks><variables></variables><scripts><script x="28" y="14"><block s="hide"></block></script><script x="29" y="57.333333333333286"><block s="show"></block></script><script x="29" y="106"><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block></script><comment x="141" y="10.666666666666657" w="80" collapsed="false">SLIDE 12</comment><script x="118" y="237.33333333333314"><custom-block s="Art %s"><l>5</l></custom-block></script><script x="106" y="174.16666666666663"><block s="down"></block></script><comment x="187" y="239" w="90" collapsed="false">this is my custom block which holds the actual code for the nest of squares </comment></scripts></sprite><watcher scope="Explore" s="xPosition" style="normal" x="9.87539062500025" y="9.875390624999987" color="74,108,212" hidden="true"/></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3.3 Modern Art With Polygons: for loop" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="19" center-y="156.01666666666665" 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" 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