<snapdata remixID="11462467"><project name="U7L2-TriangleFractal-sherwin samuel" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U7L2-TriangleFractal-sherwin samuel"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="nested triangle, size: %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><custom-block s="nested triangle, size: %s"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>120</l></block></script></block></script></block></script></block-definition><block-definition s="Housekeeping" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="down"></block></script></block-definition><block-definition s="Triangle fractal, level: %&apos;Level#&apos; Size: %&apos;Size#&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportGreaterThan"><l>3</l><block var="level#"/></block><script><block s="setColor"><color>96,255,29,1</color></block></script><script><block s="setColor"><color>43,37,255,1</color></block></script></block><block s="doIf"><block s="reportGreaterThan"><block var="Size#"/><block var="Level#"/></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="Size#"/></block><custom-block s="Triangle fractal, level: %s Size: %s"><block var="Level#"/><block s="reportQuotient"><block var="Size#"/><l>2</l></block></custom-block><block s="turn"><l>120</l></block></script></block></script></block></script></block-definition><block-definition s="Polygon fractal, level: %&apos;level#&apos; number of sides: %&apos;sides#&apos; size: %&apos;size#&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportGreaterThan"><l>3</l><block var="level#"/></block><script><block s="setColor"><color>96,255,29,1</color></block></script><script><block s="setColor"><color>43,37,255,1</color></block></script></block><block s="doIf"><block s="reportGreaterThan"><block var="size#"/><block var="level#"/></block><script><block s="doRepeat"><block var="sides#"/><script><block s="forward"><block var="size#"/></block><custom-block s="Polygon fractal, level: %s number of sides: %s size: %s"><block var="level#"/><block var="sides#"/><block s="reportQuotient"><block var="size#"/><l>2</l></block></custom-block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides#"/></block></block></script></block></script></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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/8folARIf4bWAjCfmRKv8vuVBJsT8wPxl+jn+++ca61rxVSXW1sXTIt1zPsHKbCt8CLioU5SrnATZiJBKrh8qpAVwl8PR7H3LCq6+KidH3aiSYt1xvbznNFBXXYnWkCheKsqvA2tYznEpj3NBr54tyQkeovYZasnbyzTbT1RpCrlMw6b8xqOOMdkILjsoy7XqbNxqU5pXavGxLVq8ViAut3Lxd5cZHDNdtUsZGJkxPKRNraSYtDC3iWMqG1xr6eM3d5fV7Baq/2COwFBHwBngpgu2n6j8IjMzqHgE8Bvyl3qpUWSMQvtdalId7u+pMRldfxXpghT1Rnky3841KI+uZnKCaypARgMDrAhO1es3OlapK0JSezpXL6JHWXhQrJLU0606i/B5oC0NGx6IQkWdonMxWNXxwLIAQkY0YMcethZJYH3Kn0ZJVI9u4E+XZefAd83pbsnowyt4m8JBkyqpXmRyrFrmHRsILXYWQXf66nXsR1gMGBzA2iXvEs2082pab75RXt8f3pLK9p7j66zwCSxMBb4CXJtp+rn6FQL0c7+IusGWY7iQp7jAvFxwN40vAfoAonGlEGC4cbExRcLhRSyL83UQaAuW81pIYL3O3Y4vhOqQ94I2gwrYxi1dLRs0w7YLwbrJH1h5kIg0qLvTdmuwVtp7jAK7tHAbXIJdhsgqnAsdb8VO8mFhoYU6ZpoFpHoplCKN+6Y7e3Ohl4KqYJcv2K8oJKtzTOTcOluM1OUb3ItEmV+cyehTCFcDPNM0x1iIVedtvANNQPlgAHOET9qKQL4nh7IdHYLlBwBvg5eao/EL7GoGoKnnjfFHG9MWzWzJ6lgjfQzlDYTuUJyRgR1VyEtCkIT8ZUuLctzKcLsIaZeG8mFpSQyYhnAO8H8xn/JR/ixUwdTkWYMfKajFUxgXCozFLVHxzXMgkwj/iMHSSpjKmxxw5UtcP2p284idE+W5rSZ6qXUAk8HA3wiUxtWZUXPVGBztVVs2Avh2za0UsXdYfvGaSujKYz7WhYCIP45JEIBHJiEUL2jVkjKRYU5TrKyF1ubRTsGqlwmtGzWkSjq0zpFNxW1+crX+GR2BJIOAN8JJA1T+z3yMQ5UGN23mItcMsDoPSp5r1kxXlTpPYU2F/GihImdlmTFHumdPOpIGwZtQzvIrARQrXxuHgmFpShGNCZbjAYQoHTS3KgkIGEbKdQsBZ3VLgnnxRsi5fCo8kC5pi1SKEVoGHbN4orPvFfFGc9u7IZv2yKMb6ZfsoiOWnlQfCRg5N0nVG95nq0h/je+3+qF3od/Ihd+gAXkAYI3Nde5J1KX+KgN+qcrF8xCXayFaS4jrgb1rhVJm/oFdbHsiAtDpP+Gvm3VpxWT26zI6XjBYdLGWuBvZXOMbTUvb7X0G/QAuLeRQ8AisTArUtRwQ8ilBSZUR31JJdYTRquO5g4V2FhxsGcsgLL8icqF/VJAtNrGD35L3WMyzCWSjvWv439vxyGb3MrsuX5ET3zMB5oneZXGA9xq5OQgtpjAeafFFOryXziKuIY9WiXFaLCqNdr65yN438QspcbEVWqhwjwte1ynd9GDDelI+kwpg41B3N+5aF0LUaYndDlN0Q9or+amxdVjSVHGsJ/M+8WvOwFd63nuUucB0U0WZ+FH1HWWX5vXPKjKsnZhF7zMBfrY9aTDUKPC3lyvSLvZzu1Rvg5fTg/LJ7j0CUm+zUchSRbSghfybFTXGYuCuayo9n1aClmVNQJgjMDUNOmzpDHnDeYJUu0cK9Z9bK9Vnlsgb8PjISmi+K8TRbS48LIU8tyTP292HDdI2BAVZ49Mmwwv5TX5KXa3ecy+qTYciVQcAl8b21BjfKsX47XxRnHN1+lQHAIRVl95TJMcJs83i1+ufxuWWOjw1dLqP7qnAtwoWFNrksYqd6W6ttTnWHKi9MLYnJNtYdXdFJujalDOcgjI+M+mlhwHRRh8OLKBvZi0KhJFXPOiZGEU4LhWNiYYqkJGQsu9j7T4u/wyOw5BHwBnjJY+xnWMYIRF/IZyEcSoXxSTaoWNTAhW8/ppZcJYCDphTlxXpLt5Bze+g8VJevDRs5COFT+aKMT+ZDG0Jn3FzbTofBiFSLFBfudWHjqCL50TgknZwzIru4BOWkfEkuX+BngQvRZpP3xiFnmzeX1XtQHo9D0tF+/6DwgcAAgfNDoQHluxoyIX6JSM5jVcqpCrc55SPlCZQdrRJ6UY8116z7qXJosljMzdHOPabMZIxaq8A6VjVuRB1O6KHEaaOyHGsUosDJ7cJ9aXX6yOtVGhg9bdrH0owdWBuXdK9eqhZ1R/4+j8CiIeAN8KLh5u9ajhCIKmu/p2W2KcyUWbVLj8OyiXCwGc6WfEl2rL3WdH4RrklWLCdZmJJqPcm2nYQB/ldciZzL6ksKXxf4al0pwWpr0W0Cv1Ncu9LzkZDB2/a8aF57xk/nll2PrhsD0xwmytGW8wV2V3hGSORZFRM5SInSqgGroWyC8meE97o8ViVAMDxWD+GkqUUxko1FGrWiEyObdb9AucqIQvIlsbyvG5HAgp3Xu6qMsehAS0a3Mp1l6982j31IkRO7i1a4CuoG7kQYmC/Kdou0YH+TR2AJIeAN8BIC1j+2/yAQt8/UqgwljOIVqrxXKMlZ9m9xCLnWGAxq5LKuenZjIggRDrLws91bO29EnPF0TM2Yq1YLGy3lV5PtQeaxv53lZDXqSmWC9cTmNtRP6KrcLsI2hOyXnyFP2lpzWbW2nBCtIzUojpnrNWOismuDKqHGsShzop5by5nav/+tAo87PKrUkCcTcLMqz3c6RWFwoNyqFbKFF+Xfi3PCUdHW4wLbAtuphZaLYgxhHSOOTgiuhekGlB9bnzDwXaBBYWZP8vYWRkc4risSj8XZh7/XI7A4CHgDvDjo+XuXGwRq23Y6fdFXPU3Xt1pPSjCX0RaEu4y1KlR+XUkxffp0mZ58hoWKRdhCYa8kXWJy3pasThJls1gEwnLShPxUqt6Z5Tdjr/Y2hUqDcnAtK9SojBp5h9FCGpf09THJRfcHoUGumUtRxhNynKZ4Saz/2PpqYSeE3+TbZJ+IT9oMnRn3PVToJHJfL3S8qB+AKDdtYfxHNM1+yUrrxIuRVVtXi8uqZ2RtUU9bK5VCYOdhfNf1JCFrzreuhOGirt3f5xHoKwS8Ae4rJP1z+jUCybadeguNmZvCgKEBdEgJtmT1OwJniXJ8CC1iHiTMC5WJyXxp5N0awcZzSU8r16wTVPkWyg2Rdu/jqvw9XoMVY6nwrHl3gbBJ5K1aG9D1qvWrhEXY3HmyVXKPOwpFmdjJ4LTo4GA+t4XCyAAmhcr5IgwHplfKfGPaTF7ONfO6KJ933jdcCNwNfFaUcdb/W0/kvqviqUU5+KhYzMQhHu8qn2ypAavArjQ4PeHLEZoI+AIh9yicaKxcDXBMu7h8eidJyHhNtT3Ki7JWf49HYEkh4A3wkkLWP7dfIVCPeKKTB5tVa1+ZrVXt2ny6nZvLaaySd0ignBQKFyvMo8zYIGBDTWHFTQ/PaWdyR8VwVl9z4V34WNnHWJrMy6yOsknxJecVYX3XkgQfibCDVSSrUqwHnggmeLAaYEa8IsJXgP+IcmBMmhGpMhmJxROC28sXUfKrf8Rn3l+Vw4kqhgPlc8bVrCF3E/CMKtYm9NCHIQe9+KK4FqLIeF2oYHlvyyvfW0vysTiHnGvWP6MuLF7bsmSPtfB5CivEEuelX41yvAtDC5/SNEfLfF6Jq8xdexccV/tiVMvStTjr9fd6BPoaAW+A+xpR/7x+i0DctlOv0jcKcRqRwydFODpULjBiCoS84kgjTFChg4c48uBuVCFnbE3rzmDa7CxvIpygYd1iJhEIuxOhryXHiIG03uVyGqOoHBG1DK0WVpgsKe4nZB8CbhHl7jDgA6tmNkMlwjeoFm59D+EgCzeny0ycn2ao4MLpc1VYG8V6bv+CkjYaS2AHCTmgdYZ0cGSPyqp5yT9VmFMoyrC+OuBtNtCBHw3kPhUe+KjCz5PPHRSwZSjcqqYe1cjxEheZKbsCFxqOuaw+ZL3McZV5QhLysbllTrAXI/ParT/YaC77at3+OR6BvkLAG+C+QtI/p98jELX0uHah2sXGuV8r8lF4QwKO1JC9BXZPElHU3meVzgKXSJWYYtuYanFRwKhLD5nR7QJTClIeMUYtMypRvvn8EB4rFOUbI4ZpcyqFhb8HqGB55uOAN1IBY16YLi85T7aBS1X4ilUTSzszJe0qpNcW+I2GHEnAs0YtObiB0Sr8SIVLCm0WmhYj1agWpiljK2U2NcrHRdlfvXvqvXTEzGBWmBb39ro+aeE4Ue4kzRDjiHZpBfhKMoSdfDESYSzKUyll89pcel+t3z/HI7A4CHgDvDjo+XuXKwRGDNWhqTQzFOZ3sfDGSNN3HkoD1Sri+Wq1wd2M6J5GI6vIt4mJGCzyiIu21p3Bw7MznEjA8WGlc77ZGcSs/kVguCkghcIuFpq1lwVrFTKGqkKRXaop4o9HxNBl3rxt6AEB82b3sGpi885V+QfCLIFNHAWkUUXCX+16UQ5F+GdfVxInXzoaGxmcBjP0a7ZX1aGcoY+roTXkSgnYPl+UA+zfO6rMq8xXnYfyJRE2FZjRWhSLHPjhEeh3CHgD3O+OxC9oSSJgnu6rmfpavqvCzir8YJ6yc6M4Gsad5ykH23oGKKNC4U4Rngze58S5q3UukGoUXpSQnfMzpLQ46488wn2jkHCQUsbVem9R/+/UdJmN5jfwExFXTDVVYcfoZWCO5U61kROS1cWuChsuULi1UJRDW5r1RFHOE9jXyC6A98yQq9AemM1VRjlWKgsDCxuj3JhszVqcfSbvdQIPOA/eRDHuaCpyerK3N2IrM7KQbS0XnC+KKUm50dKsR6NdUuoa7/YBqsxsbGf8czOl6z7nvtqMf45HoBcIeAPcC7D8pcs/AmaA38yyQ32hAw1yWUzVZ+uG+VQiwXmT3jtYlDNFsIKkPQXWMJH7OBRbK7+3OCjF0nsKTw8p8rl6JBPO6MC2hTYZt3mz7hNaYZcRaQTMI0TUCDWU/4iws/E+U2aWNDrWKOuhHabCtwtt8qeoD/lYhK1SIe/UqyYeldU9TDMYYXVRtmgtyYzF2V+9e3NZNTrOH0T80PUKstYV5TAVrvnvh6z76qvyYU/XYOf9VpbfCWyvwq62757e66/zCCxpBLwBXtII++f3GwQiz9G4oP8PuLipyNm1Bi6X0etVmFIoylVGrgGkTc8nEMZMaRPrm6U2RxkZsg75vcXdcDTvloHyBQ0p1z5PG7hSQq4Mhc8LHArMpVoodkR7wJYNIS+YZu+ARvYJquQVFeAngXB7qPymQ4Upq6+o8qYEPJJvkzOdscpgXnKnauJRzfp1tWpkmI4yJl+SwuLuMXm/SQhqwHRCtkgJJsDQaZRDBkiKXQW+kC/Kvj2dO8oHW/vSIQp/E2Foz7m+ezqLv84jsOgIeAO86Nj5O5cjBKJ2FCOZuIx2bpY0JjQ/qFJmXLKoyMgoNOAUhNNFucOKmeaU2aVWhSfOS1qRj6kaWT9tLZPTosLjqDPhYhXeFOWdBZ4jfJIqtWRFYLLiKoit/emv+aJ8zbFyhVxmWsQC+wm86rzikIJRUOaLcnxi/WagJueLsmk8z8iPC79cm9WgBi4xjmZV5iJ8X+z6NjG6zj4btmaBy1uL8st6D81l1Zi6bskX5c6eTJpUSELJuEr2dn4bS0KmlDG+MKsnSPprliQC3gAvSXT9s5c5AhGf8OUCX5IKo2NZPVuY5USN2F+UifmS3Gv/FlUMf0DAbAk5TYWLYurI2s1EnMa3AHuFynZTS/LPvtqwq9iGXMyaFT83yhFfY1KF//2QiWtUe3tN1H6MwrGmgzsqq6cpnKXKI43tHLzmTD6YncVYpU5SOC7y7h3L1IcVLhmQ4j9aYWdVOoTsgzRrinKpwjrAuoR8zvLbI4brNimryhampMsc2hd51chYWhX5qkTh8SSOm2+sa4Wr8Ep7wPrTp4tRd3Y7omp3p5AkDTwsZd5I0pB+F8QhAAAgAElEQVRazzDCiV2JTyzs+f7nHoG+QsAb4L5C0j+n3yFgKkMScJcoeW3ksHp0hwniit+mhCtDdf22FqKeHwoTA+UoU+CZWpTfduGZmSH7Xgi71M8rLxosSYEHC5ObPOGqKW4S2AM4OC5EcuFq5UqE252ikTBXwPqVV20qsmYcYo+Yukzq8EOMhlIYrbCvee25jJoQQ4taEVbNEONcVjZAODIWuY9Cu9cg7KLCAYuTV43D+QhnS8gVCG+rct2QEud2rL1ZD0L5pnn33aFpGA1o4OeErBMrJNXqI8f3xz3DwFP12tIW7dT8XR6B3iHgDXDv8PJXLycIjMzq5wJjjIKJhaJYuLnLEXmyTwCf0SpxhRmx7zsVnqpk3yqAidDXGxa6fc1kBfsamg6BhwofScop+rwSlj/WBo4KtooIE6hSNQ50BdvKrSLsbXKJ0JFTXSsSMrB9WPtRpVIma+H3UcP122HAYUl5wOReYlpKUWaiHNs6Q5ynnMvq/oB54z/MFzkv7hnuCQ6uhaim5cj2q8pPEKy3epU4TJzL6q8Q7su3iUUbuhy5nH6CebyabmeD2DNPSjPW3jhquO6gAXfli2JtV354BJY6At4AL3XI/YRLA4GIRnF2Wdi0rU2cfF+9EYWcL1HhyEC4r7VNvmWe1MAU7wQhW1YCJqmRccBkgU5qPfY8hZOMStHyqn29ryhUasYoA/wiKPOD+fJxT3IqxTcIaBHTQhJethCzhaaN2rJ2LSKkQuWJQGizn4XKt0U4SuEHpLlJysyqzGWTaa/JAjnnqN/W8uG7KbySVCDaPKvDQjDqy48alAN6klcdmdXdA7gV5Q9NJcbGnm5EJzncwu5xmNgKwoDrg3lsNOXfssC+aveZNLiRp95BV1l7bdTe5MQe+vrs/PM8Aj1BwBvgnqDkr1kuEbAvY4FHYjH62k1YiDoIuA1lugoba8jFMU1lxFP8YL4oF8d6tQLnthbFlIg6Ri6rHfq+fQlSlPe8JzJ6nZSX4nlEWSOE0wO4JKWMaBd+0t1+FzBAGb3evGdRfqHicr6/aC2J8V9/vD8TtQ+cFOAsK+QK4EqTBkwqEG2zjaY/ep9zgMNUObRQkge7wiLKYd8QtRx9qHBmHNqO5RrzRWmy+xNh4jd7quWbDDm7/y8c1JVn73SghfGLE0LvyzP3z1r5EPAGeOU785Vmx13l/wyAlqweYb29KpzaLjycVopGxdghrJDRExQOKJTk03b9iBE6NNXOPcYUVRbGm1cdGYwn47aevgI2Cp/frvBbgW1UOKorIzGyWb8sykmFouySy6oZwa+ly+zcXXGUha5JO8apUSoY29Tzrp1J+W2+JFbRbdRa1j97gauiVsapcDjKE/YyY/npuGcYdVrEh1uBVssw3U1SGPfyA3PKfHeByvHqvL8UaE4pW2rA4LDa3lRKl5lga659oYly3A/nS3JRT/BNer1Sdi8Obs2190Zh9Y6WrJ4821/jEehrBLwB7mtE/fP6DQL1QpCRsIG10GQIGW2Gox4f8RbDdUhFeEMqbND6krwZG6WomviAEMYHsB2wTt+FnzWVy3ImytFhwMSpbXK3M6rKxvmSmKDCAqMlqz8VpVWFDcxY2noUZnUlVO80f4WbFMegtQnK88Zu1ZLR0SL8HHUyfw+b/rHCa+0Bh82fzweD0o6gJBuH81uyerhxYKMMdDlz5QTzni1c3aDcEigbtzew/7RpMsUWHc+LYMbw6PhZNYpL40SNQpO180U5IYoCvC1Kc28IQByzlnI3wiVdqTflsmph5z48u37zsfcLWY4Q8AZ4OTosv9TeI9ApJ1gVdTeP676mIpMSVbaPasgdsapOPEsuq8aF3KZVgfqOIeJIIb5h6kAS8u38DPld71fW+Y6WYbqxpLhDoaEhYH8TUXAqRMqNCOsCN2uaYzpXcjuDbS8H/1VlirUczW/gJrGe3xqh+khs4hKMdlIYM6SNZ2ZneSOlbBXnbVsy+msx6T8YpPDDQlEm2yqTkn5JZaYwZBzC4ED4vcLbAn8wxaXnZvLfUVmOdfnlalGb5bDdvObJ19MVdnsVbiDkIYQ9Lapg/dCutaokm9Xia3lkgXsD+OUHZY5Metvuhcr6o4V/dxN+XiKpg8X9HPj7Vy4EvAFeuc57pdttpFZkTE7/koDDqTA+P0Mei4HorlAnIsQ4XeGResCJsLW1K1XK7Lc4CkGjsmrG/HqUG5pKnDFzKA2D0lwA7KOCeYUWSv0PwhCjlowJP0Zl1Ug4zov6f53Igu23nlB9RTAiixnpMgdaqDcqhDozKa4wKqOHqlVPV6UJdwjb2WLqS/JybDBDaF1AmWm4Zgh4ck6ZbFJxaWpJnom86l8A7UGFrae8GHnDzbqfyxUXxVqqOkbUemVYb67C51DODJQnW0tyfnyRe5HIcA7CWFWOEtg/loScOkNM4SkWaXgTI1IJ+HXt2UnIWiqckS/KBivdL4TfcL9CwBvgfnUcfjF9jUBUwWutN6YM9Oc64u9DzLjFuc/k/JG393LqfTZ44U0xpqkFRi6rJ6GcT8DE3rJDbbihDlhjAFcofDVQDmgtyVNxy09kLA+L8qLnKqyiwj9EuQrhclFn/PdR5fRCSS6MFxYrBBkV5dCZtMfUkkanGSqHdBSZZfQGq5zOF8URctgYMULXTlV4WeFogRtS77Pm+wOoDEozW+AeY/yqVWZyoVxlk5gwxCkupbhWlUcF9hLlMeOe1mr/8bhCSX4VtX29YWIStblqywGD01WeYbnloMJWseFO5OHfLAsHJ8LhThJS4XQr6IrC2nNUuVfE0XB2GqqkRGjLF8U4qP3wCCwzBLwBXmbQ+4mXFgItWf078KTCU7VzBlX2pVK+TZ6va2Azat6yqQA5pqzk6Kiihk8BL6I8WatA1NUec836KUzbFmZUUoyfNk3eiXLRl6NMayqxfUd7Tla3NANovcbOCFUwr3IL4H+pgP+zcHVynljSMFHRfZQq5yE8ZAIOdm0uq68QsmutelNLVo1wRE3aMKVsVBZGBMrZCFsrbF9Ltzkqq09X4IyYqCSKKBjRx55BhU//L6Ro+WPrFQbOQLl5HhzTWKXPvC8Z9o+L2tQMN/wF4a18mwy19VpBnQiGzXn1FJmie+8x5SMJuBvlqIVJJxqWQYUzGpQze9I+tbQ+r36elQcBb4BXnrNeaXfqhNsDdo6NT2+AaMnqd0yWMNagje9NVFGbru52muazzOeKWIGoO15ol9sUZxBPL7TJ1c4gWt7ScqC4quSiwGpJxSXXMhOFn6N87r+BxnxRjCqy06jdb67q7VoP7UTzjAc28mnzpPNF2WqBl4qMTgyEH6OuX9hYwXJAXmHn2hanWrauDg7pKvlHa74ooyNjfw/K4wQ8azKJ1obsXlaEPQSejtegYLne9QR+D5jmr63hWVcwh8tNm5JR13KPSgrh645wRPiBCUx0+QKUUctJXyvwsEUgPC1lb34r/LV9hYA3wH2FpH9Ov0XAETwI54fC/lPbxDyvHo9MRpsaheLcMutZoU+yitoUkkLlCKBDCSnqGf6xQiBwXVLbNgrxmu5uBmFM7HVHnrStazMts1Fhpsyqo7hkoWKNw6YtWX1EcCHkI2s3kxS5tzB0XGxVEe4yWs0Avhqv2V4wAuW91pKYV22eZk6EVoXx1n6EsIUVarXDLiJ8O1+UveL5Yr7qphITZ2c4kYDjLUQdpDg8WdQWea/u3kxGV2kMuEaUgxQs6uBeQKJxsfUXE/A6ynUok5yIBNhLkIXGLY9dO+wF5BSBRhOwsH5lhGuDkO2mzJB/1F6cUEjaJX6hSdKRkmZyPcrSHn9g/IUegV4g4A1wL8Dyly5fCCSNpUIo5s0pt/U0TBzvtiWrT6H8UJT/EfAz4ME5ZU4xg2yh3EDYw6QKI8/UvK6DTUVJ4dMCfzbFpYYGhobC7aI8uupcjvvH62ISgtV+ZDhHq0xb31Tl7jgsm1RcCoW7A7i2Snmpkss69aPp9bzYyKDcHIacTsAHAbhiq9hgWoV0FOY9WWGUmMeoxMpHRl5xgwj7hcr1Ai/YvfWK1Rx1JBhxxwHGGZ1SxrU38p7MpxP7VL17WzK6twi3IfwuPZ+DyynWIaAwp8zqgxrYGeGcfFGMk7safg44IN9W7VGOR1RIZi80d5qhlhDTNr4V2KFe+DmpkKRpjk4aWltjMJ/rQnHphHF9pWy1fP3G+NUubQS8AV7aiPv5lgoCLTUtR7MzHK0BO4hJ6sG2CmN6+iXbktVjjBADMD7lafminOwMQ3WOmxK5WSOhmKNlDh4yk7dnZ5z8n4WUd4jCrofEueTI67Xq3o1q+pF3yxdlTIfxb9HBUnZeoq3Z9Gw/I0IL4oxjmZDtk3ncKJR9EcoaCBb6/SAutopCxhZOthyv8Vw/PrfM8WvCquUGrkNcCNj0hy1EPN3p5xoRCPzX1iNVZaT/KcwT91fWi9qPftRU5ELLWXdFflKPk9m1XgXOeA4VMI1hq3w2YYj/oPw9Jt+oNeBxJbQK+ylMiPPPUQj8IYXn5pbZq1NrUlaNyOMQU0jqLgoS55oFLm4tirVt+eERWGIIeAO8xKD1D14WCESi8qfXthwl85VvNrNvoFxVj1qy3pqbm/WTaWUKyneMESpun4m5hFGes3wicFGhKKZERFzpa/lclA+jFiLTo51MO1u6fmRlfYWDCiUxnuW4faYTI1e8nlxWrQDpGBHMw95IlXarbLb8rBUlJftzLTSuVQ3ch+yFINXONi+8JI7OMtesJqhg4gPT1IxdYljhFcImolymwqHW5xyk+FbZRBiAhgr7IOwTwBEVUy9SdrI2qSRLl4XGA+E/rVGxV8eLRFaPBX4guoCohX0HbWo6xRh5hhli4WyFI2KKSodnRu+3oq2wgT81VBxJyDvJSugOnJr1DTPewIbWp1xJMasBbhHly+YpzylzaC1DV+2ZR4b8D01FBsaFcMvis+znXPER8AZ4xT/jlWaHTg1nPo8q/I8yYy2Xmtx8rC5kHpNVwNoXeQgfdEXWkLy3JatPRzJ/N8cCD1YYhbqWmXWlwphOWsPNeirKuQLn5Yuc3dLCACnzE7VcqnmYIZMJMHUf61d9PA6L11YwJwzYb4y1SoTdgOGhsB/K/ADMizbvzgz/CxJwTqW9qoAUBJhhH4HygsLFAkcg7KrCHaLUE6gQhdVF+DwmQQj/DkP2ideQEtZR4WF7qVBhoChnaViVMAwCAjUjJ0w08hJRXtOAM7VS/bkENAiMDKVDnYkAvozybeCnqrznhBfEEYs0RH+M0vJUM5iRZ3qKed2Ga71K6Cgi4YrLXP+38kOqbUgWJh+J8ikV/qchY+Ke4Xq/HHEvdaEkVtDlh0dgiSHgDfASg9Y/eGkjEPV/vpJkd+pkgGtE7jcfrtuEAb/siRxdS1YnGSWiggkF3IfQ6npjcT2yV+eLYi1FbLGuDmpfnR8JHGKUkvmSmFxflUu64niSd1Jl60JJ/mXGFrhDjHo5CouL8unaiu1kb++gNEVgjXxRVo/2G2v4ltR4mZMerbC22T4nfKCu8KuC0q4wY6FnI2wsykdaI8MoMLwajWZexzOEdMSe9ZFYCF55XYQB9qJgIWpXGJVcl3nu4jz0dzr9TFhbcIZ/jutFVow2czPz6FPzmVVOMxt4LFkIVvOCdYUVl1k4PCLrmAScbb3OcWgc4cFkz3BdAxx527XMaAvFzF/gEeglAt4A9xIwf3n/RiCX1ZtifuPalUZG8NmmIutbaDEKITfki2KeVbdjs81001TIXyV0lblfFyHvvDSlFBvMloxuJcKdCq+KGdQ0G1ihTy5qeQmEJ1VZPy4QSrYLxYpLwE9QTkF4PV5QpEm8uvOWqRpVMzTAmpHGrxmmjw1inZ04zxbWULg0ppjsbsNd9QnXtjjFOVMVzo5bquLnJvLw9zYVmWyYRxSSj4vw/5ra2CspRYhwoq3RPFxr0dKqXvA/EX6YChjRHrq8t7UjdTBjddqDcmQojEvBORbZEPi/lJKzHt8oRP+Kpllf5rFexHX9amM745NkIAuTMFzY58T/3CPQGwS8Ae4NWv7afo+AY2IKOC5flF3rLdaYliLhgKe6kqOLqpnPs/7e+cI3Y8alXFb/afSImJat8B8VDmqHaaakpMI5pq4kyimhhcCFg0jzdcpcYrlVC1GrUWFGOVtbW7JdyMKsMdOTiiuEOrIhChO3CzcR8mCD8EAF/mTrD4Rn25X9jLs5BUcv7GDKFVJBihmu+KwkJnPY5UgWl9VeZEpKknb82NuLcJrC5t1VDZvhm9/AzSb8oPCMVFugTHN4JPDjSoorgwo3SJUQ5RrUVT9nRwzTzVMpR9aRVhhYKMqGkUqUtXi9LLBAi5HCV8B57ueFQqvJNCarxJ1Ig/DTfJv8PKoVuNBaq2KOattrdwpaC8PY/9wj0FsEvAHuLWL++n6NQBSW7aTck1xwpIKzNiHXGIdxrZRgVKxlRT5W6WtKPvua8pHljUdl9TTzYK1QSWG7AD4XVj1L078th8KklPJCaNSUghFlfD5Qng8bOWJIgY9qxQ/cF35Wf6Mh18SsVZHxt55fp7gkaZ6J23p0HkMl4LFCkY0sslxrwLv1aKuczZazPqFe/rQGI0dPWStUH8kQ3hR5odZ3O03TbLuwvlljqdIAa+Wa1R7wpbTllYW9FNY1LxXlxqYSR87OclZyXusZXiXgUUI+5yQZi/KTeqQq9Xp7c1l14egk1Wa9e51Kk+kdw81NRc5+K8M9vdFU7te/DH5x/R4Bb4D7/RH5BfYWgXpqO/EzYrpDF+qtkaOLVH9M+OCymF+5o9dUuT1U7ggCRwZhuVyrErZ2HssJWx7WCofM6NqwPOmHqhwT5xHdc5QL8iX5TCdjl9HjTXhA4H3g3QCuam+nkkqxmwoXYFKD8L4VBOUy+n0V1ikUxSqK3eiqaKsWM3vxUPiyQGVhFI1J1q34OZEykzFqXSPChxq6ivBMAN9fp8hFXVULd1BIWthcONq8z0iy8BWBt1W51fLlAqercEpSbMLmjvSBHzSvX5XfaYXjgwaei7Wb495eV9HdyPHxy0C9EHr8whJWnNGfH+9NGhz71pVRC9aWcZFdbz93/nqPQG8R8Aa4t4j56/s9Akn5vHqLjQj/11Zhf2uhMa95YJrL41BxsprZ7o++uG+3/GRYDXG2a7UIa1sBY5L6W0X4l5bZXKyfFj6JMqamP9dEFN5MemT27BEZ/UKqqlT0HysmdnldZZZ54G7twloCL1bKfD1o4FchHDOtJEbV6IZjzArYZmE0m7bnECYHcH9KGdkV93FM/lEl/IAootChzGR4xS1dWGuWhZKFaUbCkXxmRGxxbShsaZXRRkBi+dfYQEYFaFgFetQTbRXbw9NlNoxzsu5lKcUf822yvrUhidDsMFJSoXJSIBhP9MlhwAnJ3t5kNXSdF5Fn7HxUFxRpQGh0L1R2dnW4v/v9B98vcLlDwBvg5e7I/IIXhkBkNIzM4TSRzpXBdq/iWmt2FNOMNZUhGGfVt1IVDPigq+erVTZXc55ivb0CP0Z4JXrmyajLYxpZh/UEmwDBx0M5UuCO+Hr3A2VdFVftW3QMTiENGnCoEV4ork/ZvGJb7yEKmwiski8yCKSj2jkyhlOaijR15YV2MmTNepu9MKwyx7XmLDA+Gsj3Edot/FxPmanD8Gf1j4irYjZP/3lrIQqViRZKT1A7PkGaScx3eH8z2dbT0qy278vLwvqWY2/J6HkiTmN5VVXGRHKGRjE53Fq04jC8zOdAhMsU5hsehrVU+bM7RghfQHi20CYupN2b0bF24RkamLiw8Hpvnu2v9QjUIuANsP9MrJAIuHxtlbmp7lBhNUctWWVz2s0Zx3iooyO0Vpm/1bl558gIW3uRSRza/1pe+JvAbMXJ8G2FsgXCr61NyS4RHHGGo59EGYRwoCoviyyoVxvNuW/EvHWrKjuJOMPfbmpCtVSayf7meptNSgZG+sjXm45xF9CY7OHXCm3yaEtW37NCptainFd7raO1FHa3Fxkz/m9m+HQg/BG4wcLIokyMvch6LFjRi8MrxjldKMrNcUFcoKypJkoRcgUBXwurhW1WtXyQ85ab9cui3OJYuaperL3UWPSgYwikQvhZT5nOkvdGhXD2zE9bP7OnpVwhvx76zaa8Ae43R+EXsiwQqC3ailSOzrJwpCkWFdrksuS6zNhZ2FWFLxfa5G+J3KhxEB9iLU52/ewsp5gknggTWoti5BVu5DL6RYTrYhrIrliZrHq4vYHrnTC9aelCEArHSchXaxWXclk1XdsJapKIdYZxYIvwndY2MTapHg+nopSo2k7eGIeh1Ug54PuivCPiKpP/XEkxbto0cV5pd209uaw+RzXk+xLC9ooz4PayYi1X9hIklTLDgkbOkZCnEdeHvb9Yfh0GBlBS2FgrHFh4UZ7o8ca6uDBuFxPrk1amKPw+kkA8K+7nXtw5/P0egZqXRQ+IR2DFQyAyEDdbrnBqSf7Z3Q6taMuxTMG2plRkxA8S8oGpB6lJ65UZZ6xaCaNzsygNrhsX9jE6Rhp4jjIvIlxYaBMLZcdc0Vaw5RidBjZwvIgTXpgTwNikYa5dn+VFJeAuweU5LaQ9Pu5ftp5hkxMM4NzWoly5xXAdUhG2DaXK2bzAED4xtU0e6O0pRy1dJ3ZVtBXl0i0EvxZVoo8XUkb/OM95+27oAPYVGCNwVWtRfplcQ5RvNqNrmsvzw2phnBspdS8cXxHFxCEGRz3QMwPh6LBKNflgFHm4EfiRaTYnlad6s9faKmpbKyHn5WfIYy58X/0cvNoeMCFuSevN8/21HoGuEPAesP9srHAIOMNR5WZ+yEgzYkPV1UZzWT0ponO8MlY5sms7eKXhcJTxCCPMia3Az1LitGnvT5c5bH7aGcnbhCr7k7XVxGHiiADidtRRQD4bwKUhWEHXu7ECUa0XHCskoZyKcIHAzaqsmS/JhHgPMZWmqQCVYdySMAxRdGB2V1XBUUvXF4DPmoCDUYBalXUNzgMwpiyrOlZ+Nqedycn9uuIq2FkDF/Y2TDuNXFZNP3g/a3l6dw7brDWY0ZhkYZWha5hCqyjfU2FSgCuiOmBKUepGAuqdf61CEnMZLGmMj7spXmeyZ9gkGltL8tQK90vjN7RMEPAGeJnA7iddEggkqpm/JBVGWzVzBwWk8EGtobIv1reznGyFUISsro2sW6/oJmZ0sgKhlHDQlDYeNTlAreZ9hxsBhyoniPIMgTPM5tE5xaUANowk++Y1FRkWMXC9Yl/kJjhgVIsmGhBzE0fG91xCtgsDhpqUoMMq8siSuEU9wzcqbFEoytZLAtMetXRVNXjXq+2pdspMJrUonN1Y5uex4lJyv7mMnqDCpaLcvsD6q9KAn1KYLspzkVqTFag9S5oDZT5PqvB3gX0VzolYtE4IAyZObRMTdljoyGW1rMrhhZKYzKSlCA6rpQKNHxL1DD/SHrDR9OnSwVS20En8BR6BLhDwBth/NFYIBDpCtkpeGzksaUgjQ2UVsQfFpBounAz3m+C8VNgxDDjNOJ674v+NhepRrs2X5MhcVm9G+RrVfGFHy1HUt2ryheYJW0jV8rdWzDU1X5Tj3Zd8Vq8w8YFCSc5KGKmzjGiiE+9zA1eJ8J4Z6qRHljywlqxaFfBrte1NfXWoPWrpUuYQMD/fJp+3eZPKTEljGxu4yCi7/bZk1PLtOwbqdHzj8UUVvgX8wXK9Ar9DeVuFs5yRhZPzRbk4Ki5bF+XKOEysAbcE9nd4slbztx4mtQVi3fVVd9fe1Fd4++esXAh4A7xynfcKuduoIteqnidbRW1XmxyV0V3URODhtyhfUnEVy6a9+7Yo/y8UZzRd/rZ2WJgU4bthyNdVmJsS18bT1FRkcLL9JzIKo8xbU3hJlI0QctZaUyiJMWbFuWGn2mN/T7T7lNJlJsxPc4+Y8a6G0X+qwie76vPtirO5rw66B8xiFwKTox7mKyrKAynBzuDBZDg/uZ7kfk1aMYTTq5q+GozKYi8nRxoph0k7OsWpasvR+2ovTPCNSIaxJBUu0hT3m+fdiVpSOdEoJlFGVZT9p82QBWgr4/UklY8WxixWj12rr3D2z1k5EfAGeOU89xVq17mszjZx9kJb95WwUYj6GmNeUmF3u94MmFqri3B2JHTwBDWqQgaWCk0Cm5snOqiBRxT+KoKFT79QaBNXves8vKz+AGN1giMLRblus810s4bQae+OjXV/o+teIWTXmKwjMnQXKuwtym/NkURoMDWhJFVl8uCWlkeWy+pjqCtQczKH8VAh5dqBquIQ1pts/7UeaWu3cj3MXQ5xhBprIwRNRRpfb2bdhpBHRRgYhHx7ygz5h+VnsUpk5c2mEi2zM9yuwlNzy9w8KM2FkZQhGjA6zh+7fmLYLl+S3Vqy+h1MhlE5O1/iiqowVOcRRxycSMN89kPYLV8UeylbYNhnJQzZszspwxXqF8tvZokj4A3wEofYT7CkETDPRGB2vX7VeO6Ibcm8X5POe7dDkSi6t6HMNU40oA6LlTOYls8UvpgvyuiYsD8Q5oTKrEJJJiXDrihrSci+loOOCpVOrg0hO29KaKiEif5jq/4VJxxvVJOrKVwtMC6mXazFcWl5ZJtvrGtpCuN+dkPTrOe4tAVV5ViBeQpjJWBDFNPQnW953aCMy6t2NcIURwTGq63cr8LPHMMYHBuLRURqVTbvhHnK5o1CPminufUledNVLpd5TZUbREjli3KCO6esPqTK3XEqIZfRFoWfS8Br80IOLJXE9WUnRxx2DlIcriF31EtDjMzodoFwW8wQtqQ/0/75KwcC3gCvHOe8Qu8y4mvupHxT8wV7hCuUEk4VZcdkb2vtvXEFshVVJb+Ic836aPzl3NHbGnCGhJweglVd34XyyJx2Jg1Kc7rZqXxRzohadabVelW5jO4lwpVabTN6XtXlijuGCKOi/PHvuvPIAkclLRUAACAASURBVGGPKW0ybWkdcEK84JamImfF4ffoBedR81BFnZSiVUe7kHpS7i+5TtdTrY4jOotyoIWjkwVQFn52KlIpTsYYsmD1QlGMCMWpFlmYOQw5NQh41MLQXfUcu+hCI5cRMkYCJrbWFGjZy5UEfEFD9tBGNqpXiBe9DCwgULG0cPfzrJgIeAO8Yp7rSrWrqMjqjUqKz8QEEAZA5JUamUSGkNFNM5hZq0hU795ED26rpnGtPzEVYgeXsYm2C48JXOcYmcTxIv+/CPhhwA4K9wocq8q4Wq+qIx+ttCKMiovD4oOL8tqXG5NWEHJM64zOVb3LwiMb2az7BOo0eveq14oT5WvvU9hmbpm9BjVwPcLW+aLYy0Rnr7NZ/0+UvzoMyxxsXm0yBzsgRabDsFaN7W3OOy7KVZGnew/K4/mS3Bgb6jBwbWKdKC/tWvdcE9BQ1jXbrcI978/lO6++Ku6lJ5r336o8nqTLrHlZMMKR0YvCrrVS/TL6zfYKAW+AewWXv7i/IlDL2hTlRy3k/GBTkUmxGLy19dQSS9RjfIryxSZp90WU+6zdKPnlnMvoUQhmICsRJ/FU69eN8VE4BuUvCHtrmqbYcDuDn+EchLGx0U0qLjWVOMPWuvkw3TxM8ULieW8TCzRU/3GwwPX5olgP81IZCxOrj7zEQcBh6TIbldNOp3iduPo78XJh7UlWqfyHfMlC7h/nZnNZfTIMuTIIXATA3Ru9SL1bSbHZtGnSVlsYFs1r4XC7p1Mlewe2cIcRdbydJas4Yg3jnN4/JmnJZfXfWq2wNnrSTkOUlDGj5Yuy9lIB2k+y0iDgDfBKc9Qr9kajL9ozm4rs+laG0yXgcCqMNzajxBe/yem9XNuyMyqj31KratYaAYVq8dWQqPXl5nxRxjvvK6PG02ze3SCUU6w9hiqv88xKivHTpsk7UX52D1XaYsPdQZ4B/y0LY5PkGUnFpQqcEYBRYJoY/abA9oFyaghbBnBMOUWrVQLPmcOs2ItbWqdbj9c5njtWUlLz6uE+EU5U4Zi4QCoypFY9XhW0CDknP0OS7Ucd6k6ijIrvbRmue0rAr+NIQm1rVDSvvSQNMcNvIe96LzofY6RBLsOPEA5XOJE0P5Myb6QCPj2vjgG2+9Lzqbjcc7PuVI8wZGnh7+dZsRDwBnjFOs+VdjdxKFmMm1gYFConEjIrCUgQ8AQhOyZlAjsZj7C+EpKmWF+U87WqIfu6iBOIPwCrnoZ/WRuO2nywu/UVo3zXjLPAz0znthLyoAR8XuD7wC/CkB93dVBB4FqPdnKSDcqvbC8mQmDXOyEF5QIz+NZDuywOOy5A6zZUqzyI8H8Cm8bkHC4iETqyjd8rPCJVekcL+zrlo3gvUX/2Cwhz4ntzGTXxiK1MdCEMXYvRuSK8EIb8Ir4v0ml+LQw5JCVsoHCeChIokyqKRQ8WGJLii1YhjfK6Ci/HONe7Nvp8nRmxk/26LByyJNjHlsWZ+jmXHQLeAC877P3MfYxAS1ZNJ3ckypu1jxZBVNFCScz76vXIDdfPIzyEMEBCxlhONpdVM4ImFTg3EhAwDuSSUSTGbTlqUoPm7gk5YLrqxzzJNYtoFGG4wgdSlTIcgTpGrfsszxlf67iJA+4xApBUyJEvzBCjZFxqI/JiX0lq+yYnb8nopVaVHFVymyRkG8LAiNHqHcGdjWHxcBjy0yDFtaZ81FTisrigqyWr/3C0nmbIHXhYO5HxP1thVzzydp7xX1w7lNBuBCeukr1amV3f8FZbp1aPxStEXJTB2LzG5Nvk2VowO9jUYE5KOaxizGlwQG3efqkdgp9ohUHAG+AV5ij9RiLxgOPyRdm1L9Fwvb3K9xA+UuF8k9pT5S0zNGHI2JTw2VA4TZQ/ObrEkFM14FSBQEL2b50hr9S2x9Sub1RGz1Jh5zll9hzUyD6qTBTYoixkaz0t54018xDKs/mimFe9VIe17RhRSD3RevN0A+Vap7Os3CtVRivTDb5LhckCf9eQ61QpTX1RipHAhRVYtTco418oyatOJUn5o8JrVqBmIhmqH+sXB0J7a1Eu7WrT3XnpMWmLcUlbeoB2Jkoay9+fFcLZVd5wC/9X89KxQpJxhRsxSDxnvbz9Uj0EP9kKgYA3wCvEMfpNGAJRcc5/BLZpLcrUxUUlMg4mBrCJhEzWgKtN3EHUsWkZ0YRRduz7oTJ7QIp3CBmBsItRLbo/wtpRMdYEMdm9qI+43rpiIXjrM3X8y8paZsS6CovGlJfLIh/ZHV+yM1pZNYWkDYD3jMkLoYiF8OEMIyep3X/EYjVJ4DiB01S4KFZ+ymX0aoXXCyU5v6fnWa9YLMqx34SyXqWB0etN49W3MlwowqEKL1h7U4Kh6y1RjgwFW9PuXVU/J/P27WXGTJtZlWD0wyPQUwS8Ae4pUv66fo1AR8tRlQhitqkXJQuwert469M12kqBJ+Yp41epsmdNcl5vhYlTZ8gDHT3DMDkSV/hNoSQXxl/kRkVpQgyBco0G/BXli3PLrNeVBrAZLgn4uob8RnEV1I8W2sSUfzqNKAz9dL4oTb3dV19cHxme1xXXerXAEGVThLUQZlENuZsgxUtGgNLd/AJDomtvKhTlECuBy2V4PQz5nHnLvVl7MuJQWwmdpA5tyeovpRravrypyNmvZkitIi5XbYV2T2maver1BSfXYl61Chc0tLPlCy/J9N6s01+7ciPgDfDKff4rxO6TLUcof1LhEoEG4N6mIpOTX7gL37AGLVkuF5goyhGtsUqOkUZAsyrfiTmd7VkRAYUVA1mLyn/yRRlp/x4xNb1bKZNdFd4rp10IdR9gbL4o5lUvMFzltPIZ124kbJVSNreQbO2FLVmdJMpmSXnChe+rb6/YPKM7t3dRMRzAdvayouq0gPdC2FWtMM2GMDgQLrDccKi4nt7kSAm3VELOsBec3HDdUYXrFiVvHzGX7a0wTWC/evnaqLBqtlTYQ1OcC1gLlUkNmmiGaRDPAy4xw9zdZyiKlExtKrJW7z5rfXsm/mnLHwLeAC9/Z+ZXHCHQodebaDmKDN8bhGzlZO6ETYyEo17lcy2Qzc36yXTIbQifiJisnFhC9AVr3p55o4Nj2sP4ftdHHPA2ysmVFMOMDCRui0r2HOcyegHCcaIcHRv25BqiFwkz9NZSs25tv3LHfFn9o+UrqwIGy26M2lTXtdacBVfgXmJmScgO5RTvpdXp664/MM0IASPQeNreXWpF7mOcm4o0OdnGjP7QRBhaS2JKVr0asZcOvFkWtqpXsZw8o+h6q2i3fmIrAjNBDauin2OGuVJmXFchZouEmKJTV4IZvVq4v3ilQsAb4JXquFeczcb5WTUvpczYwkzpaDlK9qomw8TdKiVl9asKN6rwo0IbF+ayvByLJbQ0q1W9botymeDUd6xqtmOYGAQh2xNwu8B9rUW5pB65R8tQXU/S/BtxHMYvp+CQd+Z83Co1cCANq4jLm/4d5c58SYwIpNOI9v2vOEe6LE406rG9GOFYhaPqtURFFeIzTDbQFW1Z0RN8wXp7p7bJz+uJ3Mc4x4Ysl9GXKyFfnfai1A11L2zv0bzbBquyyTvvOG+201hrENegPB8KrQHcZHSXhHyPgDMIOZiA+6IXBzv/k634rm7hWVZ/05VgxsLW6H++ciPgDfDKff7L7e5zGZ2J8EAty5JtqLYKNqKW/JPxDRdK8qvkpltatFHKXKzwtSBkbOsM+Yv9PJdR0+KdZQIPSY1Yoz1MFuUkFYlaMmph1v2HlNiulvLSnumMTpaXBdYDlxs1oYF2qv3F1qpkpberApWUsmm98LOr4oXcsgo/u/xztYf3NYULA+FaVWY2tjM+yfk8KqNmbM8pC19JK79UGBam2ClJFepwHq5fIsDoQk1feQcLS7vw8zD9DAF35EvSvKgf0lxGT0AcoUk5ykV3fpTQ6FjOhB0t5aBwmwr7S8iVNm/y3DtIRkzKMs3kOC+8MAnDRV27v2/lQMAb4JXjnFe4Xcb0gyZ4ULu52irYrr4kRw7TbJDiblFKc0MmvPii/Dd+lgtPKheUA/aMQ6hWPFU7b1KRyEKy2sDrqhwocHy+JJbPdcM813ZxXpY0KAebcR2VUSvsuhbhxlVX4/h//EPKLVk1dSGjaVxAOi96lIhyYGtJrBJ7qY5IAOFyFc6Oi8OiPKq153xThTFxVfYuu2jD7Nd4V+F9Ue5GmFCrCBUv3iIDpF3B226W+863yfO5jJrOsOZLcuribLKriu1aVrJUhZ2CgBNR/mzz5UtySu29UXrD0hDbKowxXuiFVYQvztr9vSs+At4Ar/hnvELuMPZIupKHS4ah631JjsroOCvWUmOnUt6NJfBisGJmLVWuIWB4HBatnde13CR0fVsy+ncxdR8wdSYr7LFCLVNLst7YK4eUuLRTFW5GjZTiLhHCQNgvDDGO6Tdr6TJrDzGb1WFp/n975x9v2Vzv/9d77b3PYAgxfoWY2fvMOPtQksLNpR9SSQgxMfmRaYwoQsZFCOHmR8KlEHK7lEr6ccv1WyqRb+HsPczeMxQio0JmMPvs9f4+3p+9PmfWWbPPzzlj1pn1Wn/d6+y11ufzfO/mvT+fz/v9emFStSa/X9EBtsQTLMEVocD8eWe0MyRwK9kcrtUQ31rci/Mm5nE6BHPsDFYF+5mClwDn99Tk5+3GGxVNXQXFTGewUNR5TcX0x+fLw8szP+/3G0/+W3XqgaK4VBTn+G1+f2QA4PNOaGWB/KHdvS6enXpgYPcDZ4fAx0VwTWWe3LQ84+S92STABJzNuK8Ss7bkp8CebRNCUY9QYA+TTIwLR0SrGFOw2soJQ4Q4M5I5/Kk5H8VbTtw/yiYkofhs/OzPtQspTg8DrCHqLA6dRrS7BAcqcBhCfM6KjBC4SuD9ovPjPsnFfgEQdLgfAsA2AF4eSC7T3+OSneA6FawO4MsrUpZyq7frxkEHfq/A/6KAEwZryYnOuE2l693mLCQCS562gv07gFfV7bK3b11yZ+zA+lrABs3XMDmfw08rdTGrxuW+zPYwDHGhTMAdsgQXW692/BjB/9gKmjgkDHBFpS5v71udmyqX4GWom0PfpcAkAcwaUX3h3XIPlA/IHAEm4MyFfNWZsG3/mvRgtU2VrN921ga2kgJqJp0YvoGpQYAbBU7Y3/psrQjnwsW9+MYaBTjno6CJ/W31Y5S6irq/CH5g9nUSLvXrVcEHI7lD+5j1p1qPa/z6MAR3qyInwE4A7mpHXYHVBe78sWpiE2YmYC6KUevLfyRbWqJE8XXrUbXtXmnieZOlbHcGO1ZR3mYbndh8Dc83BFsOpX3szt4FlwnQO6mGjZ6bitXzIf6pgveL4hQA22uIr0mAZQUrFNYytJb9YCoX9UwBJvbU5YSxmEd0br47xHkv/14LODr+Q8JXQ7sWJMXESl1aLVP2HWjZJk4BWuf0/ZKwIhcIPmA/9ChLORaRyt4zmICzF/NVZsbxAqh2k4qqYF9WRV6Ae9FSNjomBHYT4CMSS7Z2f+Syc5UoLqjU5fxypx6iilkSYhn1Jvc+62kNcNdj8+Tx+PvLJTVf4G9VavKjZNGW/1zk52v9wFbx/D4zWBDTsQbeiIQsNgsCfPrRJ8Qld68BbdXTHb041Bc8DXQGO5ZBdspcIe6Na1LHn++3qFWwnbk0AdgcwAM5xXR37q240wRKrH95oGrifpXrRe0JgZmP18XalZb7itjZDyVTjw6XeaDA/h08XRW2tfw5X4g33Bd3FfUMEZwO4IpJNXyBvcDDJcfPMQHzOzCuCSTPYPslwqIeAXEVttar2mNnkCFwUWCtJx04st12aqy96XVp9YR+t1oXU0Ya9tVV0lkBsHNPTQ5OFm1FLTzHI8CxXlErJoE4LVB84LG6/K67qJ+1KmJVHGtmBgJ3Xt1WyjFK0H1nsBvUcfbyJgGrQtYAO1frclHS/i8OwktomtGEABsr8C5zQtLQ7RKYtOQDKpjmBUr85zVWTRwvmgtfxyZBDndVa9gs7hM8bPgDfNC2oUVxVk8dd7b7yLTJmJLL4e5KDZsO970xhyQ7t38NwGNmXUlZyuWNVnbuZwLOTqxXyZk6rWDBDFEsTk5Qxa18zfmmEckgTrK+YVHXazvYZWsiE+MoaAFrDSVFmHxQVA39uBawIXphW5jXWrGYr4Q2la6cYka8zah7iu6kAX6pwD8gmGHVxF1F3VbEnb/m0MQu1QVy/2CDjqqJfyyKWqUuh4w24LHeaVs1LpIQsxHgoaQxRN+KVtyW/sdEcaeZUVRq4gRMYqv8LRCi5MVQohXzlaHgHVbUBUW3BDioMk8+2lVUM73YqFqTL4x2/O3uK5f0y6LYrqcuB7T7e1dR59ixQqUuxwznvXGHJCjq5sRkLXGRLKXpWbt+5+E8i5/JLgEm4OzGfpWYebGobwkCrJVfgma7CUnBWdpdog3chQIeDkLsHzaxwH02jyNFcFgIfFYazkR+6VXA/iajWKlJ3AJv2My6SnpPAFxgVb+uaMtWsIqT7dx5Ug3nJVeo0UrZ9kJtxWjVwN8HsBdaPcMmq/l8vM1noIGUS3ojQtxVmS9XWZIImjCt4x8PVVVtzzM97SV5XCvAplBMnzQfTy0sYQ4Un1fBa+aJbNvQrtiqw20trwdxTkfTbDtfczgYwIvxd0Ua3b9VoBmE+EpvS13KXVb1HQCHONcjxcXu2SV9OFR86fG6mLXkmFyOQ69zZnoXFOdPquO0JH+rXg+AE3rqYlKUg15JhyQzxhDFcf5eXykPxT3ageNG+gNuqPfz76sOASbgVSeWmZ3J1Kk6dcJLeObRv4nJBva7ukp6jMkKVmoyy4q2BFiYb+DyRsFtTRdV8X3bKk2a3LtEprhzoHPPoWDbewNg256aHB71CtuKznSg/6fdvfGz4q6Smpb1CVDMgeBL2hKSuF4CHG5tPgNtMUduUM/ZSrUQYlfXY6y4XMT1176qS3BYXDEsPo7uotrnbzAeG9Qxp1+rVKe+L3KA+psqviaCyxUw39wPiHkcF/BBSzIDHQdERVDnQJzIyPykT68AU6F4EIFrCft5pYaNAVn2rHYo6G3+Hm85gsB2Bday70B8m3jaFrpFUMCD1Zr92Bn8veWSXgcrnGu2WpWilfBDSWWyWM+wFdl9YizcuUYxfd6ScgJMwCkPEIc3OIHIA/gaVTybC/CpZEHU1Km6ST7EH+0f9a5O7IQQ14gpIAG3LmpgjolrxM5g64UGZr4EvD6xAJfIhqr8HWh0Tlda8Uilhg27OrGjKO5T4EIJYS1Q/a4wh85A3Sp9ZydIoSiJ4F8hcJUAO1sxLoBpUPynCrYXYIIVOCWVsqJ+4xNU3Fnkh3yS6NPMBmYlXaKipG1aywchxMyBHKS22ko3DnrxbEuwC/9PW2MyjgGAm1SwyIrJqjWZlpzf1Km6Vj50Vd6iBWyUXBHGZClN8vFHlZoctLzf++hcuV/LUbmkpzrTDMWfVZztodsm7urULzlzi5rMGuq9XSW9D4C5NZmoiimmDahMFp0R/73ZxPaPL5B5Qz2bf88eASbg7MV8lZixSxx5fB2Cj9v2Z5jDu603V4BTe+pizkN9V1dJfxvAVam+R4GzA+DIx2rSLxFGieg8tW1fxf9YIdFAXrzDBWjvVeD0uTW5vVxSS17WZtTOM3YC1BWKbRq1Rm0E04RWvB+tbdNbIdhRgL+q4CUNUbHVnIaYabKNfjzlktrqel9R3NyuyCyqGrfK6z6XqHKnfgYhztdebDvQ6tg/3+YjwA5m96jqHKM2U8HegeJBFXwCwBmVmpgX8jJXZA/Ya21GyT9Gq0VzRjoULYelS4ZyIBosBtEWsM2zQwt4h0/4UTX03ZWabBbfJoZgG1Gc1lMXq14f9IoEQz5Yqcl0l4AHMcZoZ8gx1PP592wRYALOVrxXidlGFoA3QPGEduAI/w9s338HHi80MNu36nR16hmibiv3QQFethWcaTy3g9HdMmWw4pnbKjXZd3mAdXWqSRuWqjU5MvrHup9qlv23KPGfa1aFVkxmxVflkj4JwSNQfMTOoXtaCfzpQLBbqO6c9RAoLoPgSAV+tbiB49bI4zQRzAkVh84dRKYyOue9zlyiBPj0qw08OZzVfix52/nwcaYgldjyNqvFs5Jb+X3Ju6g/kVahkvnsxn8cvdMckqwPWoAdmw105gqu7WtQB6KB4hIlvdsiK8EFqqj1BpjpdzK6S/pYKJjtity6dE008F0B9pr0Nky45x4xfe5Br7is6VvyWL8pGNAYo50hx1DP59+zRYAJOFvxHvezHcrdKFoZX6CCPVQxHYqNAsGVEGzobP4UN5kl4EBWf1FSWQig7qt5Rwtt6lTdMh/id5UaNrGzRfsHWQRP+eQf2/qeX2jgCPvBsFVJ/z0wI3jglQD4sZ0hu+Qdu9ef10Jhq9+3q2AXAdZySSfEPgNtIycS3zMS4gj7bLmkZhF4W7vz7n6Wj6HbGfiSKg6u1uV70Y+KvnuTW/l9P4C6dE1ZgqdVIK+8ho2feUasZcdt3/qtYAkxTQTbVWqyp/2tr8IamG8FaZW6XDxUHKJt56tNvUwUH1i/jvtfKOI8ERwgihlWJGXFbgpMqNbkRPeeotquyQ6Vunx0qOf3/ZiI3I8CE/YQvKNSk6VKaNGHvLpWM4ftkwYUw30PP7fqE2ACXvVjvMrMsLuk3wnVbTV/cih/3+4peoAGsP7dZ0LF9AD4CQTPQfFWCDYTU0RqI8pgakwi2Nqv8pYXXldRH1bBcXNrcp+tznLAWT012dFtZbZWjGdWa+KEPkx1CYp7Bfi+Am8LgEu8dnJ3p+6jiquhaIl+tGQorY3H/29YoHje2mFsBb9BDScP1Asc34qNktDBlqR88vNz9j3R1oqkih4RHAW491oCvdC2iV8o4sD4vf228pe2U9mqfV9p9TN/y7asmwFM8GSd3hymW4LqKqlVpv+nZxG5JFnBk81vkv14svP5uONSPDax/uI7rZ3Iisl8/3bccUmauFVzuNFriJdLOt+EV3rqckUy1pMn69r23+ImHdEPhyM0wC6i2DQMcUn8GMA/I/qRdPHy/ohb3u8f7083ASbgdMeHo4sRcKsVwbrtLAjjoGJb1JZId6nMl9+US/qfdgYrwA9D4DsC3KeCS8LQ2QL2XXlgggpuyymmtLMDHGlArL8Ugk2sr9WvikRxfyjYCoLPB7H2p94JWDvXxOOq2EeAa7XDFSz1SSB2l3SPXsU/ggB5UZxk0pkA7m4qTg+ATUVgq9IHFFhXFK9bK1G7HypRMdL6nmPSPcrm6FXBourrMhRrqm85WnqOPTEMMTsQ/Fo7sFm8uMpt5YtLspcpYD8sfqaCHICdRdEU4C3r17G//UjoLuoUBZ7ozWHdjZ/AawtL6JPbRB5/EmshE6wNxRrJVqxohX4mBJ/zZ+JJO0r3I6PlxWwJfaLTAQfsx9ArITCvN8C6Tzwhdvbcd/WdEcP9oHHOR/6P0bOsR7rX/IKtkC/5vYi7ZI30O8PPZ4cAE3B2Yj3uZ5pcubWbkNuiVufEY+e4+1nBjVu1TNV/QxP/V6nLxEgQ4zoBcklBjLEunDHLQ8nhbq/sVC7q/0Lw71C8usz4Tf7DemuBe0XwnClpJT8Tt9EDsK4qLvUrPZNzFMHHFHjN9K4B7KaK45JKXta3ahXA3jrQJaii3uK26DvwEzRgbVAfEuA6Bez8+vpJNZyxsIQnQ8X+geCX/YzqW+97VluFZEsvwVu1pXVtPsfvWqJ4doLgCVXXfz27UpP3R++eI4IPIMRRkbZ1P7lN395kbWPecclasV7YAuuj4Pqcd4RgunckaveDwg+qXNTLYdXggnMtBir4ULLYLqpsPikMcJzdZ85HUJxRqYvd6y4rvgLwVlX0K/jzfxfgRCh2HmqnZtz/j5ITWC4CTMDLhY83v9kE2iUPG0Mk+OB6ewPB9FBhxT59qzz7THdJX1DFUeZsFK2cTBv6i6Fitt9GtLNWBeabdvFYza2rqI8pMHNuXR4YKsFHnrvmjbtvT01+HB9DvKdVO3C1O1eNVp7RNuv1rtJa8Q0EOFAVvxNgmigeDjsw2/XqTtEiAjuXFtvW7bui985SYB0BHjX1MFslSoDPVJ7APV2d+DdRfNO2VONG9TEpSmjLcKHfalADBAHw7whdTGYHgZOnvFSBa3ybV7mkVSies2rkpNxmUu87UvuyowVzotoSgmtgBXatNqjLfY90VHXdtw0dS8AW37c4UQ4zWFD8l0+srsAKrg2sb2vc7nO9vr24GeJMKQ6zgi4TWrGqdDfudpdgcTuv6rH6TvE5qwYBJuBVI46ZmUWkGDWxUhO3OrEr+kfaDOpvnVTDCbat2S5Rl4t6qQZYvTpP7PzVXX1yiYqfL+rFiRM78CSaY7ty6S7qGaFgohX+RGek/1TFu6t1qSQDt9WW+vYgj6feUGxQr4sVg6FdT6vfZt2gjv39li0Ep9iWcUMwKb8E+WjL9a3OSk9QtL7gMIddXc9rXWbG3+1WfQIrdDL9axVx/b2hautT0jIsOMeSiiueCrCd90iOxCgeRwc2qVTkH+2+jFZUFelZv+xW2oIOM3ho5nFHrukKrUz56mfJYquk41XMEcr6bz9dqcmNbvUu+I2t2n31dC6PD0Gwe6Um+/ebZ6c+Z/FFgLsBbFJoYL2o+O1DAWC9vd+bVMOpAzhRmb/zQVYfAMG1cY/hzPwPkBMdUwJMwGOKkw9b0QT82ZwV0dg/xi+WcJIKjkYTh/nq34G2qqNV4g+k1W+69FKso+J8awNVLKrWxXx5x+yaNlm3DnK4dXEDXRMLsJYjSx7PtJOW7C7qDBV8F4r9baUe62ntZ6MXbRk/IoK9vEPSkgL2dmfHiq8FLS9eKHAU1BkkPBL1Qf9TgUPn1uQO+7tJeU4Avm1tSWFLZMPOR39kYh9QPOQN6+MwouKsxybVMMkSVVdJD4Vir3Y9vn0xMmUvO09V3GXbMMjFSwAAIABJREFU5AKcFwK7CnC7AnvbStQKtZLPiHs+e0eoSNt7Y3+8ED/z9dXTAE4T4BsmB9k3dnHnv9tH/+0dEKxjiV+B9a0C21S6nK7zYJegCGAygNsrNbEzeF4kMGoCTMCjRscbVxYBk20U4DgFTjJzBTRwcFxEwhUZKTZsJ6zfVdIXBK6S+IU241/TjOEVmDPWJvflktbVio8Eth39cwHOgiCflJZ057jA2hrgWQnxsK1qw4SwfyRcYavjJcagr4q6da+tVe1/12ZAEf+RYZaHqwmcsfyT2sDBKLhe4P+G4oemj7ywE4cpXAHY46I4XAWVyjz5t3ZxjgtQxK0El0nU1lMt2BaK7wBYzVbe3SV9WO08F1jDXKqg+G6hF9c2CnjafJt9MVf8x5Ylee8I5Qw2YvGNjh/67o1ti1sBm8lbuvN2FXxB1Cly/RDA2RDcBsWv1bbIBbtHnsVDfq1VcI79YKjWxebEiwRGTYAJeNToeOPKIhBpJR8P4O+q+FVyHFbQI8As38IT/3u5qLYCXVKpiyljLXNFqywzcPhHoYE9B2p7GcncI/UkW439vFKXA72ARRhiZwlg+tROWhJr4J/NxXimN4d35UO3ErNt4NuTxU0CbKKCyVAsqdZlqo1lsMIj9/einiNA4BJtyamCWZHQPzXEwdUFcmdUmHazU7pSXBYGuDNQ3KSK/6jWbWva6qiWXl6C0cwG4mfR/hORRKht6b4qit+p4JMCHN1Tkyud9GOID0Oc0X2x2cRUk2p0/s2Ca3wxVXTcYD+KNlSgW0NMnztfeux4IQRO9Kt4N7/EvUnHJati9sVcOgHPSwPP9gbY1Kqfkwl8sNgOxXkk3wt+lgSYgPkdGHcEuov64VDwA3PpaTt4wXrVmnyz3d+mTdHtAsH11bp0t/t7JPRxviUOdwYqmB6vFh4JrOgfdusvPdDcfiD4qPfFjZvcR61KxwfAj1SxcaUue5VLanrLD9oKrc07J0BQsZYqhHi/Vdq2a73plzBLWlM4J6hmEOB7Ua+z9Q1btfj9Cqc+ZfPeXYAtTRLSxEAEeJcC9/UKDonrYkfb0H/UViLvt/3cVdIrBDhSFbd29OLQxR3IF9Q5UL1h1cRhEz8PcnhAAnxLrWK9dVmC9/8e+WRvVeGLzSRicQPHWruPf2/S/MB+5Fhvrj+X9nOPissujgRYPmT8u4r6KRFnjGHyme5KJvCB4jwU55F8P/hZEmAC5ndgXBKInw2OdALloj7VDPHhuEB+vIpaAXPiuVRCPB9vexmpyX25pNY7uo0Ad6hia4jbOn1HpS5V9w+54BDfAhNtm5rf71cqNfnPrk41Y4L3JhNKIqk6dydT1ooKkW6t1sR6Xftd0VbuLVCYI9HlUNwNwdtzit16BT225e3bePx7rUBKBRcGcCvxmxQ42mwb46tOW4nC+qZbAhruvVHCsz7r7/R4Cc4oOUoT1q97owLPiMBMGzoEuFKB420LuAE8W1DUXItTHlYUdvwyetcDmB9YBXNe8TdpiYT0u8xPWeCcmMzT+GOFEJdB8cvKfLGqcXcNlMCXYdkq+GrLeaTfQ36eBJiA+R0YdwQiPeP7BHix0ItPjnSbuLuoF4QB/lGdJ19zSWOp3d6tDcHZBcWTDcGWrt2kJeBgbS+2XfpaIPhk0nGpHcBoJX2xCn5oSdRkGpsK2+L9W6GB/Zasgd741q2pLq2ewz/CXkye+6T8ObJRvAgh9hxIWtK36CxqYMeJBSz0Y26TNM5wfamCV60dSFtFUEUVTAkUj0DwoLX/2Go2r7ijKXAFVi8UMVUEf0Crp9gqtj/vjCoUvwgDNAPAJBjN4P5gVSwWwWcA/Lsq7hfBxiFwmo0lMMUvxV0quFtC5BHg5Mjlyf5sohvTQ8BJbgpwkfVnA9gMiougeCY+Hw3wBVMKC4HfJ+eZAyY07fltrsDO2+0MGNjS2pA6Gnh7/HsT13huJ6xhj/QypQNxHnf/Q+KAVzoBJuCVHgIOYCQEfLJU4I8C7GEi/ogkD4f7nGlF3TEQXFatyXZdRf2aBDhMFDPtzDhSgPq8X5lGLTY3qPWdAlYdbcb0Zr7eVoChz9TedIJbK85zvexhNPY7FK7ndQZC2Dn2j0woo1zUoyA4Wgt4jyxx29W7quI1ERQVzn/3/8xVKTnHckkXarR13M69qbuku4XAzdYL3AhwgP2osCI2pyGtONyLdJh6mAS4UUzqUtAZAsfbardc1G8rsKOIsx+0lfzGtn2twMMCvKTAZAHseetGtom/icb4AWiUJAXvNnGRxNitknhDKBZB8E8AT7u/q9NXNilJc49a5pKWp3BLjnOElxVvmSBIdNvZSceleH9zu0cnvxsjfD0/TgLLfp/JhATGA4F2LUe2De0qYwUnm+Th+jWcP7xtYpWuEp5WYFYA/Cyn2NzLTsbPZstF3c+Z2gPnV2tyQXdJP+n0mAV/tiQQd1wyhvb5qJf2R7F+ZHf22pIydO99BiHOlRxOQYgFCrxgrTflkv5KFAu1laxcy5EswREQ19u6q/W32jmtOR/FV2jOcUec6cSxSTOF7qJ+VoFvQfBCpSab2Bij7WirAl47p9g2LrcZGVk8CsFrUDzoe4WjIrI9KzXZy54RtUrZefEJlZqYBSKi/tyFOcXW9ky/JS6KvAJ7JNuL3Jmr4g73owPY00s9Rme8cyfVsO7wYjm8b2/fWXBri/rbAN6XdFzqLumJCuc25X9EJB/+byYgMlB9wfBGwk+RwFICXAHz25B6At4UINlyZCINdgYaKK7vFbSVlhxocl1FvdQSqQAHeVlGX53czGHboImT4qb2LsG2DN3XX9TAnIl59DkubVjHH14o4lQRV1D0YKGB3f32ZlTJq14Vqauk3xTgmZzif3oF1k7VCPOYGjTwNAT/Mqs8M4m3923VqfsEClPDukIFVTMNMJemMMSBVg0cJf09IfipmoiEok8EQwRWZPZhKP6igqeqNbEkbnMwMQlbaZo7VCXe5+srfIMAO4aKX/tCp3aqUq5avHWe+3ig+I+e+fK0/XixHw/VeXKZL1aK+LtVvo/F1Km6Vr4J60f+tIgT9yjF41QuaY8qLhqLNp+oGvqKUPBOVcw0GU2vwNXnuKSY7XquJ+vmEOyPAIvafm8EE4MmfmBzTf3/aDjAcUGACXhchCm7gywXdXcV16t6YVIeMpJ1/LrJI8alJc3YvVIX84Qd8JpW1F0DwbkC/ALAeqasFbXOXKjAYjsbTZraW9FRtP3sxB3c53O4QhQvhnA6yJZQzU+412+LR9vO1/okY+/NCc4PBIeE6kQoHheg03pivXWdW00WcTwCHGtVwCEwy7aDI5MJS85mXnCs9SpHq+6vatjSJJYAOwIwS79rNMR8pzgFfLlPsrKktVAxw9k0Bjg+bsvoVokBDqrMk4+Wi/pQaDsLBTzQrs3IJfPJuj0CJ3TxhgY4SJuYIAHc9r1P5i7XJ4waovNx237/vv29UhP7YdNqpWrApCI/Ki3ThPOS28Qj+V9C3CEJBZygb+BDJoXpNajtWbHP3IECTowbSozkXfwsCYyGABPwaKjxnjeNgFXlijqf2AE9V+NbqV1FvQFBaxU2+CA1KJfwXFPxqZzgv01VqVzSa0UwURXv81u2/hnRWfBD8faXWK/rw5WafMgLRziRkMgJyLbFzcTAtwsBrfc6OUbTIg5RQYBvQ/FV602O+nGtf1byikObAlOZ6hMV6Z6q22gTt5kusSqeQoAlYp7DdXyzqxNzoJipwCFmf+jH7oUyVPGnIMAvba7tCorKJb0RijttK9uLmWir2GkZhaooLqeb2YMoAlhLkbkxKfbrFRRdAVtLGGRbW8H3i4VgX/uRI60fEm77OUqENytwm4S4AAGsxekBq15uNjDj8afkqZF86ezHmQA/Mx9gW926HwwltV2CR5LqXlHiv16BcrUmVp3NiwTeFAJMwG8KZr5ktAQG6vv0z3NnoNFWqrf7S55tDvTu7pJeGcL10x4litkquNnubZq9HrBP3ILOC0/YuaglrzUKuDjSHrZe1Tmxf+SftHvzihf9trgqXoI4CcTWFrFgc7fCaxUavWFFTwD+KsA/VLGV/TcRLAhbmsymFrWJeolEwVvtXtvG1tbKuSNQ7BQC5wB4JViCwx77i1hRU9/lpSKlJU+51IawU2+wdiNLuH77vc8goWXacLeqq4Lu20J27T4hrhJg07jdoVV5h4obzaPYHJSqNfm2JeCgpdb1ZGw4HRAc5yqcBYsqNfmK74OOtxz1rcCBdwI4yeLjGQ/nu5QUzBjqu2HxFcE2PTVx1di8SODNIMAE/GZQ5juWi0Bc9jD5oLi70GBOQy6Rt4zuv1Gty832nEjQ4xSBE7vYxf6bbckmDQDsv/sxWOsTgBtsizoA5jQFc+PyifF7+7bFxSWQS3pDt+pFPoePKHBms4n3BjnnMmRnx880Qxyey7mWny83m3BnvHblcrjRzkTDEA/lcrjFxCvCEI/mc7CioK8r8HKgOCcE1jFjKHTgs/Gt1KjFxpLgAhV83guLxKt621X4Rn2+UxuCzW1FG5nM32Bm9xvUMSdZJLXddlp47RVcK8CnBDhBga8p8MFAHTN3hYJ9RHF0pS5bmPGE5HF19EPGzoLdVnTE+1QF3latyeyYtORd6MDJAxk+JL8bcYnMoVyoBvuOLdeXlzeTwCAEmID59Ug9Aeek08bBxwYer75twiWyfoVF9pmYufx3RfBJk4Q056MttkDvC8/iOVGYKIZVIZ/ZbOBbuTx2CAVnasMZ3kMK2EgE/xe1FZ3iPXbbGr+3eoovtXNpD3YZx6WCMyb4qvRiY83DtnH/IoKTbPVZUFgS+lfcyi4q/loPIS63VWlsC/nntjpG4Ppzv2w2eiEw13pszfmoZ4HY6tVdruoY2Dpc4raE3VVYDas1Q8yD4j4IrBDK7Pmswrt1tf7bulYRDXE+xVtDXbvQ/EG+NKbS5fWjTdDEEn9cxnIjABfbyre7U3+gCnMrsqrk99iWekcvDrMCtqShhq1osQS/DQQ39NTEeoeHvOImEfGdkuSNQ+2yDPkifoAERkmACXiU4Hjbm0fAe9gm5Qf7kkun3hAAf1LFHITY0Zugx7aKPyJN7G8JySle5XElBFPDEDNyAb6k6kwPLjWDBgWardyDSbaytKQUqSitAXXGAdP98wcyIfAqXa83l269TlCsE+TwTdt+tm3jSJbxagQ4TZp4Tyiw6uhfaOCMEPol8Ohs+WewliLF2y2BWQWyqWxBcTQEc+I2er59yqqmK3WxdiGUO9UM6I+J5rRM8AR4ixWvIYxVUgdYN1SsbgYGKniv2f+J4ovJmzWH1URxhgLvNqEOUXxHA5wutiJXNJYy06DciWdzgp3CEJ82PWcA1WpNdop+SFmV975e/jNuKem3kH2h2nC+fX7lX2hgs0YBtfh3I35/0l5xOM/mZ0hgLAgwAY8FRT5jhRNo5+/rXxoVQ9mq6FW/8owJS1S0A0ckq1tdb6s5EplARMuc3c4j+1aHvsUJit+YFnFy23UwUf5yUS+D4FBXDZ24nFtRK9n9UIGtBXi5UpP3xlfT3jTAJ3qXQFviGXavbZfvDjtvFaeFvTAEDotLRNrnY61br6OBGUEBtzSB05KfG27gkmfEMfZewKPSVHw9F+DqaIX8wWhF/2EAF4jipKbgz4HC+pbth84bEuJIBE4esuR1pp1lZA7XmkuU+yEkWNsq1KPtb1s598XIj8Ft9XfiSORxXTLO0crfVLx2aXdvxPbuMMQlc+fLT4bLg58jgbEgwAQ8FhT5jBVOoKuopyPAtgLcsswKTJ3N3n+p4jYJ8H0N0SmCL6rA5Cpdq8sA1zS3ggTWVMUv7d6+z4XYBuJEGdZR4Nei6K9C1dIy3gGC80Yx+b73wtqgBHYmvSZCd577VREcYB6/AvzOP1vFef3uYDaDJgYR/d/m3XuptUG1G4OY/CLwOROcgGIdc4jSYNkfBcMdv6qTcvw9JFK4UifP+aU4Z1WnVGU91LaDcIoIXkbrc7ZyNhGM9VRxmm8pK5f0Zihui4uImPwnCvjvyBSiI6pQ/waAFys1afUxR5evGhdFp/VRm5BGonjOfmjZjscZyXvtEcORoBwuH36OBEZKgAl4pMT4+ZVCwEztczl8JXIpWmYMVpVrIv/RH3ZXYJ70r74deNzWFysu+Zp/7NJL8SkAZqjwSpsXFgAnoei8Zkd42Rb0PgBWt/siWcfHLDlBYc99C8wg3kwTll6rQfA+tNSj7Dx2ewB3ui1euwQbu63t+Bmuv1fQqYpFURX0CIfaj8dGELwHwF1Q7ANxW+xmIJHAht2MfbTCb8J+vAjMeWj1SDr0AF8IFilUHVCpifUu97vKJbXz6fVD4GOB/UiJnJ/8h7pL+nFtragvn1TDeS8UcaAIzPnojEpdLrfPRQnWvJMfROtIIXltAMXjZhM5ejC8kwRGR4AJeHTceFeKCVjRkq+gHWqY3tCg3fbkYIU7Qz13oL/3bY23zpoVIU5OOi65LdUS/hUlulaCbW3H7mEJWMXpUu9caOCtrmCpJYFprkJW9HSaCXTE3z9WFb5Rv6z1ML+hiuvaVULHi+JsDL2t1b21ElUF7vz6NdjKPMS3Nqjj7Be6sFo7oQ8vSRn1EJsG94Y+RtF2uPk6760JHfCYQtczvQFm5gHbbbja3JzaxUTUsaybQ9VoY8r7SGC0BJiAR0uO96WWQLKCdrCB2llvdHbc1wLjP1/u1JlWXVxoYPuROi61e2ekAHWWuQ5JKynZmfWpsS3XCQL8OVSn0DU5CJBrhksriEVgqzRbIZsEpClJfdf6br1kpuTxatSLWy80MNPGPNbayk5cQ/DxhmDjuD+wn2+83cfNV3EhBD3mKWyrdREcE4bYUQKYjOiEnGJ6L3BpAPy4p47v+ed0FzHLqqmbiosCwUMQnF2ZhzO7S5iqgOlPL0AHZlYqeCnJuqsLeVmCcyF9OxiPxFucUvvF5cAyR4AJOHMhz8aEByvaSqwOnXBG/NzQ/u6VnqDIqZ1jjtBxKf6Ofg5JIfa34qpySfu9N0pct0SuS4vaOS51dep7RHFVpSbv6Jqix4vgfAFuiktmRqvD8xTYyzkuKbotkQ3mKzySb0RXST8nrWrsX1nv8jL3CrZX4HYoimKOULZFr7gegpOh2FNbgiFO2MMLcAjwW5PPVO33YyNQ2x9orfz7/d/WTqzxxqZBJuDuDbB39Qm5dSTz5GdJ4M0gwAT8ZlDmO950Ar531ipoB3q5l46MmwEklZ4Q4BQo1kWA947McWnpW7uK+qgAf5pUx+EmXhF/b6T7fJYVfFk1c66JlzSHOy3JAPhVf8cllXIRT0FgRvKzAawWFwGJz9Odjwqugro2quN6amKmDst9TZum6+WauMAsCgN1Xr79LhV8xJlAANdqAadKA8+FwCcD4JuVmmyV7J2OSVD+yjs9DVYYNVDrV7uJtYvvcgPgA0hgDAkwAY8hTD4qPQQiacTbrYJ2oFF5ZyC/PdlO6SlqcfpiTjFjpI5L/r1JRyT/3mYOV+ebbjv55YbgYKefbIYES/B0I0CpEOIMFeyhiulz6/JAlJjusFWthNhB8zhLQ3wv7jQUn2uUgP6fWRKaotRYRaddC1ak+nWqBJiFJg6rzJdfuR8BwEneC9htt0fzixs0RP/tahWUNcT0QLCDBtil3aq9nfjJcOM7VvPnc0hgrAgwAY8VST4ndQRc76zgfAWeaDs4dWeo+2xQQ8+LRZynggMQYqYlD//5eP/rJvPw0gtFnCDAFyXAsT3zZLAWp75XeilFv9KOxvUzVcwQxTn9LAGLaq1PfeYH3nEJ6qq0zcTA3JM+oMBfzE9XbZtX8NV28xN1Sl6nhIrPzK2LWQWO2RW3KBzQLjLS6YZglio+Xa3LH20Adi8UD2nQr8rbStIOEmC6E0RRnNnuh8Vg/dfJyRnnpV7MYzZ1PogExowAE/CYoeSD0kbAeodF8DEFXm+boIC1KjV5V7moXRD8SRvYvPqUPJ/8rPncetMCl0A69RCzR6zUZP3hztmrY9nnzaXHWo0sAVfr8tN+q9aWg9AvfF+srSxfLOFSMziA4hOrrY1fvf4K/iXqfjDMhmItCB6OKqD7D0exrghKWsCksbbZMyEThVudXy+B2+ruZxfplatEnd/yFZWaWC+wu7qKengkItK2hUsUW0Pw20IDB7crfmvnT7xMzEr6TuM82A7IcGPHz5HAiiLABLyiyPK544rAUEpb3uc2SiBniGCdSk2OHe4kvbJWqCjYvVBMVMET1ZqY/KK7khaBZoHotqgVG0PwtPfudeIVwNyc4tuDbYuPZLt2uPPwn4u2w/8aVWVbP/Kj8WeoYIPI5/inCqxdrYnJTg7r8rKUChxkOt1Jb2ef/Kt1sV7qtldXUUcco2ENjh8igTEkwAQ8hjD5qPFLIPoH28keJmeRTIyDJeuuKfpRCDqq9f5Vt77f2J6tgmNMMSoATvdJ1f57P3eiTj3QNKFti9oW3fFkbSYDYspO82SLPscl4IuhYnZcTnEkBUujiVy5pKa//URcscs/RwV5CdGDAFaRPataE/MVHtbl9LoLMJvJfU3sRBWXWs+wd18ajnrVcKvghzUgfogEVhABJuAVBJaPHV8EooKlWyo12bLdyF0yE9wqIe73jkTxz0WrNnNjOtRVMCt+ao5LTz0lfdvfTuO5ZXm4WTt/2mir2zx7yxDs6s8vyyVdGDcSKBZ1wgTBK0ET735sgZiCFpKOS2us4Xphn44XO411RNxKdIBiKXtX1I99V6VmAhwyrMah6IfKDQr8UYDttYHtI1lK1zP8aF1c61O5pA8A2Nw0pZPzEiAwVbFKTdYc6znzeSQwlgSYgMeSJp81rgkMVrTjt3OTpvY2YdsqzjVhRU6LtIFDO4DX445Lc+eL8/Ytd+pVZr8nS/tnzRnJ5BG9ROJUAKY0dZcWcLSd2w6k1BWdg/6hWpczPfS405NpTCvw3mpNdltRQdmqU/cOQvxQA7y/Ok/MJKLfVS7qSSaROZyt+uis+yQVHC2KmdoSKlnf3+t7hjXETFvld3bq24IlTpSk7ZXPodkzX9wPHl4kkFYCTMBpjQzH9aYTSLYLxQfQV30LPK2CL3lXIW/9B+D8+HmuS7iR45IKzjB5SLctCnxTtGVmIMAuKq64yip/zdloehjgqLnz5Cb/7kipaxkTArPQM3Uok3hsA8p8fNcxn91KTWaNNch4y5EqXjaJSVWcH98mdvMv6YMqOL5dco6PqbuoU1ScXGQzrzjUVrnGyuwK4+5NvprcfqC81sSXFyyQdtrOYz1dPo8EVhgBJuAVhpYPHm8Eom3oH72h2KXd2DsE1wrw7mYD2+byWAPAcRB8RIDZr6szbVjmKgimBYr/sqIpCHaKexr7FicFfmvSkyqYuSTEU/GHdAgekBC7xq0J7e+77qr5hc+4dh0rVFrWDSnnfIdNXnM+QsxJ3j/a2CRbjiSPAyGuLco0lfu2ibsm6+aSx+8r87DJUNvP5ZLeaIIhlbocYuOKdhQeauf/bD+EsMTx+k68fWu08+F9JLAyCTABr0z6fHfqCJRL+lcxqUNnUpS4FBPNSMC2jAVYS+H+b3NEGs61NhT3VOpirkB9V7mk95meczvHJXUqjHgj3sLT796iXg/F/ZX5YgVLy1yRGMmD7pxUsI93IBrOYNt9JioS69dyFCXkP1qytB5pCI63beKgJUPZWanLUUO9z23vCw7x2+VudQ+UK3WZmby33dn5UM/n30kgrQSYgNMaGY4r1QRGKnM4kCNRvPJ5pBPuKupetvqu1MXkH/tdsa3xggCXQfDZ0Upp2oPLJb0OgK1Qe81ZKO64FJ+bl5Z0fc6CT1XniclqDnp5lyUvqzmYe1Pc7GGo5/LvJJB2AkzAaY8Qx5daAsNVWoqvEn0rjZ+UbUOvUcA/A0V3T13mj2Sybgs7j78GSzDlsb+IW4m7LdoGvm4OSWGIE4MAV7nV6RZYP6omzqltiQf4c3WemEfukFdUzWyqUndKgNMR4jIAfY5LXSU9QRRT/Yo1qsi+7w3FWvW6LFOl3O6FvmUqD9zTFLgVdZKV+yEQqWtx+3nIsPED44AAE/A4CBKHmE4CgxVtxUdsW6oaYLuktnFU2HUxBKYqZSYLM0a6TVwu6k0I8MvKPLneVuUAbggUj5hDkiyBtQn1e6+tLgG8D3BqWsf11OWawehu1akHBopLnTyk4IrqPLks6bgkTTyPAL+r1GSSPau7qKeHgvdUa7LHcCPXV2UO3NuOlT3Hbz/HW7KG+3x+jgTSSIAJOI1R4ZjGBYGoRejauJtS29VdSW/XEJf3E8loSSXeCOD3CjwgZlogWG2k28RdRd1fzHYQsPNgqyQ+xmsod8Xe68QrgBtEXXX01xW4UIHNBfhBf8el1gyibWFLvDsoMF1DbBFXA3OJNnJcsjGHigMQ4Cj7AdFV1CcguCi+Te25lEv6aSg+sqgXn4v3SPsqc2uTDhUXxFn5eyOzjIsrNdl2XHxBOEgSGIIAEzC/IiSwHAScuEaI9w9UZdxOtSlqITolFBxjLUc++QQBdmwqLhMgZ+5LXnRisOFts41ObL6Gv4rgc6qY45NT/L2rF/C+ALgWwPcm1XCqbe1ae5MqFkvrrLbPcckl1im6Uxjgf6H4GTow2/qR46YU5trkxxRtr18nwE7mumTJ2MwvtAPrxPWn41vjAB5VoNOcj3yPtEv6Jb1dgPdqAZtUq8vqd3eVcKEACys1sfYrXiQw7gkwAY/7EHICK5OA13juqYlJRi5zxdWioqR4LRQbNfPY//HHpa/lyJ+BblDHTd5xKSktOdA8u0r6YwnxEwS4sJnD9vZc14Ms+CDUbW0fLIoZPXW5J7YS7fvh0Oe4FOIbCjQgOFkUa6jghfi2eNKUIrYy/bAKLgGwJtSdD78/XhiW3Bp3AiMmp9laiZ/qV8rlon4FAlODH7/jAAAT70lEQVQTaw4w13wzxPaPzxdTC+NFAuOeABPwuA8hJ7AyCXQV9RMiuMWqg9uNI2pVOioS4qip4N4N5uHIZIGRJSQo9vIGA1Eh0+1hiBnttmPj7+oq6kEi2AfqWqIqVqAUrSY3heK5RoBPxVet7dS1XFW34g8QPNbMYZ8gxFmiyEHwfr8tvrAT+6nis0l1LVcYJfizAAcosB4UZ1fqYr3P6OpUU7Y6XRXHJe0Fo+Kum1XxVEcvDltSwM3JrfqVGVu+mwRWNAEm4BVNmM9f5Ql0dWnHYJOsVmWJ/T1StfpXpSanJT8frY6f9K04yf9/sOdPnqxrrx7gSdcmJPhyQ7BPQfGkKmbH+2tjq99vAHi1UhMT6kDU2mNb1JNUsJspV/n2qLziMO+4FAhmh4o/2JlzM6bBHCiutqSrwG4i2Nv8hwV43T6nwA4AzlZBvd0cJETerbgB+7HwVu3AhmNtnbjKfwE5wXFLgAl43IaOAx9vBAbSdfbziBdNDWUl2F3S3Xpqcnvs3l8EIb6rAS5TxYUA3ru4F9MnFvBcQ1CKr4DLJX1SgX02qKFnYRFn2Ra1AmcJcJr3z42f+W4yDy/5bXEIXoWiDmltE6tiI4gr5rKWpikKrCVwqmBWET0NwDIa0QPEbTKA182febzFleMlgdESYAIeLTneRwKjIDBY0Vb8vHggK0FbGecV1wvwYSiu9I5LZnIfCD4QClQUH1dtVUM772DFbZW6XG3D9QIizRx2y/XiZgj+1hAcWlAcqcDbqjWZHVsp97s36bhkVcxxrepySX+qihuqdbl5oKKtgZCtaOvEUYSKt5DACifABLzCEfMFJLCUwGBFW75y2VashRC1pJWgbRULcJUA328ILiiYIIZgqp0TB2/gr1gNdQFONGMD15IkWBwA71TbWgbcatn+/xCYaAYKUJzjBS3KRX0oFJwcNz+wVbgIDqjUZE8/g7jjkntvgF9aFXhvHn/Lh3gmtzo2efRRWWSfTyb/AZNvl665oq0T+R0kgTQSYAJOY1Q4plWWwFDb0OWS3g3g76rI+YIsJ0ARbRWHwGHxJBl3XAKwnwCvANhUge8ZRFHnjfs1DZxzkilcHyfAi9bbW62JM5AYSKkr6gV+XhXfTAZEgP0g2Cw6S55k/b0K7FetySf9Z10CD3BQZZ58dLCADrXdvsp+GTixzBNgAs78V4AA3kwCQ6k5RT3CF0Mx07aNnTNQbKs4fpbrxx2ZLpij0MYQbOjvjSXCWwQwcYx9TU4SBZwQL3QazPygq6THQGHG9suYUwSCnCVdk6UEsJoqbqrWxSV+u/osHDuw2WCFVbb9LMAv/Db5mxkPvosEViYBJuCVSZ/vziSBrpJeI4AZKNhqtd9lln4KbAlgARS9EJSgeA2CvwwKy1a64u4zk/oFAFzltV3WGiStoqiGFTq1ec7qABaay9OIAxJ7byjYY+48+d/4M4Y62x3pWfGIx8cbSCDFBJiAUxwcDm3VJNC1hW4UroZJYegS4jJXh6K4JGrbySvuNK3oXrg2o0GvnGL3QHBQA/hM/IN5xdoC3KMBDoTi1eRDVLFaUzAiIwh7Rq6JfBDgFAD7KFAXwXpJKc3oHPngQGAWg8tcqtg1BPZN9hYPNVf+nQRWBQJMwKtCFDmHVZZAV0mvCIBnBlLa6rfa7NQbJMS97bZynTCH4JrKPLlpLGDZ1ni+iRvVzqvNt1hxi/bi595xyUtpbjNFN2gKHoEM6Jts6lnneeGOsRgbn0EC44UAE/B4iRTHmUkCTiRDcW6lLtsPBmCwrVx3jtx0al0bRh699y8PTOeQFOJiAOcv6sWVyV7jrqLOEeCLw5XSXJ6x8F4SGM8EmIDHc/Q49lWegC/ayim2Hcycwek5Bzi+UpOd41C8naAILlbFGQq8FACXrF/D+e38dodK8msWnOPSdr6KeqD3dk/Wd2sONwO4t1KTQ1f5QHGCJDAKAkzAo4DGW0jgzSQwHBP65GeSdoLWcmTb0AhxKwLsPRLHJT/XyHnpb80cur2RxGBjmzpVp+ZD/KZSk/XfTF58FwmMFwJMwOMlUhxnZglEWs2nJ1e3HkhylezVrlRxLzpwrG8BMmMEk6jcYB4OG6njkn9X3BFpqNX5YO1NmQ0mJ04CMQJMwPw6kEDKCUSJzlqR7lBFmByuefoCWKtSk3d2FXV/EVwJxaxKXX4Y/2wkuPHYpBom2fZzn7Qk8INKTU4aDgZv0mBVy0P9MCiX9NchcGZcOGQ47+BnSCArBJiAsxJpznNcE9iqUz+WUwTNZpsEHKCAAM9V58mD9rlAcfJAq+VkUoy2kOuVupw/HEBRsdfChmDLQohzvf1h8t6B1LWG8w5+hgSyQoAJOCuR5jwzQWAk28JDqXINBMwrV0FwLkLsWJkvy1gN2vazBtiuOk9mZAI8J0kCoyDABDwKaLyFBNJMYLDCqPjK9IVO7CCKSys12TY5H6tiDnP4CYDbFjfweXM+8p+JxDVOBBC2u9c+F7dWTDMrjo0EViYBJuCVSZ/vJoEVQGCg1iD/Ku98FAAfB/BipSYto4bo6irpCQBOEsEJCPFR77g0d770uORq7kUN/EMEP9EQNySnoMBqEFy9uIEN44l7BUyVjySBcU2ACXhch4+DJ4FlCcTPaduZN5RLeioUG0Kwt1kJ+i1kk8iUDlxr5gvNHGbEWo2OAHCWCs6o1uRb0Qr3NRHcA20rpxlIS73rSMaHBEhgYAJMwPx2kMAqSCDeLpScXnmKFhHg9wL8tacmW9vfy1P0IwhwFYDrJ9VwRlKko89xyTSfgesVOGug7edVECenRAIrhAAT8ArByoeSwMolUC7pdABnQnHbACM5XAQLVHGPCt4mwD4AHoTiwUFGPgGCAxWYCOCiak3sHJgXCZDAKAkwAY8SHG8jgTQTeOcWuk4jj1mqWNR2nIK1IGggxOsS4ABzSVLFL4YzJwlwniXsnprcPpzP8zMkQALtCTAB85tBAhknEBfXGAqFV9mq1KQ01Gf5dxIggcEJMAHzG0ICGScwmJNSEk25pK5iulKTUzOOjdMngeUmwAS83Aj5ABIY/wQGK9qKz65c0po0Mb1ngfxh/M+aMyCBlUuACXjl8ufbSSAVBMpF3U8Fs0zjeaABRdvPP6vUZLNUDJqDIIFxToAJeJwHkMMngbEgEIlrPGcaz+16h+0drn8YWL9Sk2PH4p18BglknQATcNa/AZw/CUQEIo3nFwFUB4AyWwMcXp0n9xMaCZDA8hNgAl5+hnwCCawSBKYVdZcc8InBJlOpy/GrxGQ5CRJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAQEm4BQEgUMgARIgARLIHgEm4OzFnDMmARIgARJIAYH/D4vBM5IhWt+WAAAAAElFTkSuQmCC</pentrails><costumes><list struct="atomic" id="111"></list></costumes><sounds><list struct="atomic" id="112"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="43.75" y="46.87500000000085" heading="270" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="43,37,255,1" pen="tip" id="117"><costumes><list struct="atomic" id="118"></list></costumes><sounds><list struct="atomic" id="119"></list></sounds><blocks></blocks><variables></variables><scripts><script x="60.66666666666629" y="10"><block s="doRepeat"><l>3</l><script><block s="setColor"><color>106,107,0,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>0,250,241,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>255,46,93,1</color></block><block s="forward"><l>25</l></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block></script><comment w="90" collapsed="false">These are the raw steps, 3 layers of triangles</comment></block></script><script x="528.6666666666663" y="37.666666666666515"><block s="clear"></block></script><script x="422.6666666666663" y="113.83333333333286"><custom-block s="Housekeeping"></custom-block></script><script x="397.6666666666663" y="294.33333333333485"><custom-block s="Polygon fractal, level: %s number of sides: %s size: %s"><l>3</l><l>4</l><l>50</l><comment w="90" collapsed="false">Task 2: Fill in the instructions insides so this block can produce many polygon fractals, such as squre fractal and hexagon fractal</comment></custom-block></script><script x="227.6666666666663" y="349.3333333333329"><custom-block s="Triangle fractal, level: %s Size: %s"><l>5</l><l>50</l><comment w="90" collapsed="false">Task 1: Fill in the instructions inside so it can produce a triangle fractal</comment></custom-block></script><script x="434.6666666666663" y="159.66666666666617"><custom-block s="nested triangle, size: %s"><l>20</l><comment w="90" collapsed="false">Custom Block incorporated with abstraction</comment></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U7L2-TriangleFractal-sherwin samuel" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>