<snapdata remixID="11462613"><project name="U2-L2 Mandala Design Lab" 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="U2-L2 Mandala Design Lab"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Point %&apos;X&apos; %&apos;y&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block var="X"/><block var="y"/></list></block></block></script></block-definition><block-definition s="x coordinate of %&apos;point&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="point"/></block></block></script></block-definition><block-definition s="y coordinate of %&apos;point&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListItem"><l><option>last</option></l><block var="point"/></block></block></script></block-definition><block-definition s="empty? %&apos;data&apos;" type="predicate" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportEquals"><block var="data"/><block s="reportNewList"><list></list></block></block></block></script></block-definition><block-definition s="for %&apos;i&apos; = %&apos;start&apos; to %&apos;end&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%n">1</input><input type="%n">10</input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>step</l><l>tester</l></list></block><block s="doIfElse"><block s="reportGreaterThan"><block var="start"/><block var="end"/></block><script><block s="doSetVar"><l>step</l><l>-1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportLessThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block></script><script><block s="doSetVar"><l>step</l><l>1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportGreaterThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block></script></block><block s="doSetVar"><l>i</l><block var="start"/></block><block s="doUntil"><block s="evaluate"><block var="tester"/><list></list></block><script><block s="doRun"><block var="action"/><list></list></block><block s="doChangeVar"><l>i</l><block var="step"/></block></script></block></script></block-definition><block-definition s="for each %&apos;item&apos; of %&apos;data&apos; %&apos;action&apos;" type="command" category="lists"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%l"></input><input type="%cs"></input></inputs><script><block s="doUntil"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doSetVar"><l>item</l><block s="reportListItem"><l>1</l><block var="data"/></block></block><block s="doRun"><block var="action"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><block s="doSetVar"><l>data</l><block s="reportCDR"><block var="data"/></block></block></script></block></script></block-definition><block-definition s="go to point %&apos;point&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="gotoXY"><block s="reportListItem"><l>1</l><block var="point"/></block><block s="reportListItem"><l>2</l><block var="point"/></block></block></script></block-definition><block-definition s="draw shape %&apos;list of points&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="up"></block><custom-block s="for each %upvar of %l %cs"><l>item</l><block var="list of points"/><script><custom-block s="go to point %l"><block var="item"/></custom-block><block s="down"></block></script></custom-block><custom-block s="go to point %l"><block s="reportListItem"><l>1</l><block var="list of points"/></block></custom-block></script></block-definition><block-definition s="polygon, sides %&apos;number of sides#&apos; side length %&apos;length #&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doSetVar"><l>polygon points</l><block s="reportNewList"><list></list></block></block><block s="down"></block><block s="doRepeat"><block var="number of sides#"/><script><block s="doAddToList"><custom-block s="Point %s %s"><block s="xPosition"></block><block s="yPosition"></block></custom-block><block var="polygon points"/></block><block s="forward"><block var="length #"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of sides#"/></block></block></script></block><block s="up"></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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alS5fuuPnmmyND+zBVfSgR3cHMl01PT799cnLyt4UG8V8e5zEz7vc73vv92/Fj5tckSfKhPPzCB8UbGvxUdcc0TSH3OdsCd3wkRVgmT9M0KTpuO94INAhYALZ3wQgMgYBz7s+quj0RfcF7j2zddZqI/J2Ivue9PxR/GBsb23ZqaupvqrpHmqY/aQ3AzrlxLKs2z8xE5J9EdJX3Hku7rde/iogOYuYPJElycr8IwofCa1EShaxhIvqFqn4pTdOzcM1ly5btFkXRm5n5uUS0PTP/SVVrq1evPuPKK6+8s99+ReT7IUHqbO/9mb34OecgRfnXUqm0J2qgC/DDlsDyNtdHotyjUFftvce9WTMChQlYAC6MzE4wAv0TqFQqr8+y7F0h2xgZtz9u8+N+LfZCvfeYJc4059z7VPVY7z2kFDH7m12Cxn+LyIFhaXn233SlUjk4y7KvMfOLkiSZXdpuXDOO47cw89ugFuW9xz7vQO3www/fr16vv0FVsbwNtS4kQWG5+vfMXL3ttttOv/7665FQ1ndzzlWyLPsMM+Pj4n/aqXuJyBx+IvJ+lDB577dtx885d4CqXu29n+XXWIUgohd77y9sHXQcx8hMxx75Oklzfd+cnbjJEbAAvMk9crvhYREIs7Z9sX/qvd+z3TjC/u3pWZY9uVar3dA4RkSgdnVDkiQQ0pgTgEMQ/gczfyRJEizzNgL3J1T1aO89Zqdz2rJly3YplUpfU9Udoih6cZIk4/3wKZfL+0dR9DoiwofAVkT0ByJCfTFm+fhoQPKTX7t27Ypemdid+heRzxHRC5g5SZKk0oHfCiJ6azt+RPTjxmpA6wdMg5+qfiRN09z8yuXyY6Iowmz8/q2JW/1wtHM2LQIWgDet5213OwQClUplxyzLfopZoaqenaYpgsScJiKPJKKfBynJUxsHjI2NLZqamlpTr9f3m5ychKxipwBcQy1vq6lAHMe3RFF0b5IkKM1p20Tky0R0RFg+PioPppBABrODZzSWn4kINcdnN59fLpcfFUXRaZDRDAEZal4rS6XSWdVqFSYSXZuIIGHrB9C2ZuaTOmVhVyqVR2RZhmxySHHO8jvwwAM333rrrVdPT08/vZFV3S4AY08e/JIkQTb6bMvJD0G468dVr/u0v296BCwAb3rP3O54PRKI4/ijzAzVpb9772GF17GJCJKs/uy9f2rzQSJyDhGd4L1HIJpp7QJIHMeHMPNK7/2suUDjeBFZE0poTuw0AOfcsaqKhKW/b7HFFntfdNFFWOZdp4kI9kNRq4wxbqaqP0Xyl/cekpk929jY2A7T09Oo812GgIpELCK6vFQqnTMxMYF91db+sL/8Tmb+RbcPCJzUiV8cx+dizGmaYmbekV/4oLisEz8i+hRqrTvdZBzHpzIzPj7uzbJsr1qtho8Ba0agIwELwPZyGIEFIiAijUSdr3nvn9OtGxFBNu1BzUG2KXhiVvxL7z0ypjsGkBCE4Ir07tZZaFDTQlnTQUmSQGaxYwsKULsz85shwygiLyCi45h5n0YJkqp+Jk1TlPX03YJq1dtVtcLMDwtmEigjOg974yICOc3nqOrH0zRF+VTH5pyrQi97PvhBzCNN03c0d9bgR0To4+oe/KDHDbOMzydJcmzfgOzEjZ6ABeCN/hHbDa5vAuVyuRxF0VdgEkBEL2qnVdzy4/4SzE6ZeXkH3eY6ApH3HpnLvQIwgtbDvPePa71vEZnEzLXXTBznOedg1HBQEOC4F3KMQeRiTjLXfPHFTDVYKUKMAx7H01mWvbFWq0HJq1vwnTd+zrnLVRX8IH25Tgv8ntasUtZpUE0lZn/w3uPjwpoRmEPAArC9FEZgHgmICEQhoDX8W+89AknPBqlJVR1P03TObElE3kpEb/TeI8lntrVbgsYfwxIxZCsbhvOtQQRSlpBqRLJU69+w3IuSqIYMJZZQUZ88TUSHeu+xD7ugTURgfIBkrttCpvisHCWWx733V7YZ93+CFOecci7n3NtU9ZS8/JBljWfRD7/WceFDjJm/zMwlyHvWajXUX1szArMELADby2AE5omAiGA/cztmvjBJEljl9Wwi8hN42EIqsd3B4e+3t9aadgrAuEYcx3cz84p2+7IhIQq1um9N0/QclCIR0dHM/FgiQonQd0ql0ocmJiYg7TjTRATLwhDwQABEkF6QJiI/ZOY9VPWs5iV0GDIQEcwiMKuH7zHkKc+HzVHgs8h7/5h2g4KUJ2qPi/ATkbtU9W1pmqJ0aZ22fPnyXev1+s/D39dZpu4ExTl3i6ruxszfTJLkWQsCzy56nyRgAfg++dhs0BsSgXK5/OYoiqC7fA8z75skyS15xuecg0E8Ep8e7L2HP++cJiJT2CNN0xTLx7OtWwDG8jFKfzolLYU62aeHi/2bma9R1fd329t0zr1JVSEd+fNOJVR57rndMc65sWAF+I+wD46SpbZNRKDABYOJJ6oqks3gBXw8XI868JtWVVeEXxzH32DmbTvdZxzH0K2Gg9Qj0jRFuVXP1mS0sapRi9zzJDtgoydgAXijf8R2gwtJALM2IoJV3Y+893vn7StIQmJmebL3Hr60c5pzDqIWmA1u0frHbgFYRDBbvNB7P4LzUIazzTbbINkJGcxYUm5kN6/13iMTOVcLZgZwJHpIlmUvrdVqX8p1YpeDgpHEMcx8SaPGOc81nXPPUlXsiSNz/ME4R1V/VCqVPlWtVmHLiJk7Zs4wpRiIX4fAjnKw7YtoQodyNKx4PICI3uW9x+qDtU2YgAXgTfjh2633TyDU7ELFajERndnkPJTroiICWckfpmmK2ti2TUR+BGcg7z2SodZp3QJwCD5YTsaeLfahd4IdIRF9lZnPaczQRWQVM1+ZJMkRuQYdDorjGCb2RwaLxOcXObdxbJCG/B5m/1EUndhOqavbdcGPmX+YJMkMv3K5fGSpVHqlqj4ZS/pEdBOkPpn5V+32u/Pwy7Ls5FqthlWKTs/nX4HfjDhK3uac+7aqPh0a2kmSPCHveXbcxkfAAvDG90ztjhaYgIhghoU93r/BWadodyLyLegI95p9isi9qvqCNE0hktEzAAdVKwheIAkMs8IpZv5slmVntVsqLZfLz4ui6HIkXnnvP1/kPsIsG05Iq+r1+j6Tk5NwM8rVRAQGCqhthgRmW0WwbhdyzmHJfNdO/EIW+quJCJKYkMNErfIXkyR5V+O6OQLwtcy8WZIkENfoFIAR/C+DRGiaplDpyt1E5DVEhIQzZJjv348pRu7O7MANloAF4A320djANkQCIgKv2Eeo6hXdZq9dfrSR1XzG6OjovuPj4x2diJxzJ6rqe733m7e7ViOAYM9ZVaH6BEMACH1gTxKKTr9m5vOSJFnUI5h9OsuyI9I0hXZz4RaW4Pdk5tObA1yX+0cW88FB8hH7uYVayAo/I4qip1arVSz/t22VSuXVWZa9G9nbzPw6VX0mM2+ZZdkvkZmsqrc07BzbXSB4IX/Ee9+Tn6oe4b3vi18cx39kZmwDIHMdqwrWNiECFoA3oYdtt9o/gUqlcniWZTNlJKVS6eiJiYmJolcLM1QEADgQndLtfBHBHmPde99Ilpo9PI7jp0RR9AFVfUr4P3+rqtU999zzzWeeeSZKhmYa1K+I6Ph2RgLNfYsIyo3u6Wc2GvpBtjBmnNe2Wy7HMRgzM+PDIEKtby8xkA5Bcecsy6CJnYcfpCGnm/ktW7bsqaVSCdyxpD+jKgbRjT333PP0Zm7N/FT1uF6z23ngdwkRYX/+j957bBdY20QIWADeRB603Wb/BIIiE2aYv/HeQ6+5rwY/X2b+i/e+ETg7Xqc1eIakLSxbHoCZnKrOlDx577Hf2bYF8wcE8f16DDgSkXuI6ALvPQJp4RbHMWaYWCpfBI/jNE2/27gInJyICGO/ZpAyHBH5HTPf2W1ZuDl4Zll2Qq1W+3S7mymXy6dEUQSJSiSkPUhVb4PJw6pVq864+uqrZzLS8RHEzNNJkkDrulsDP+y5f2IAflgun0TNsKpCNnMmkczaxk3AAvDG/Xzt7gYkICLwrMUP9CfTND2u38uJCGbMsM+b1XPudC3nHJSdPoasZWZ+VUjY2VxVf469TO/9ub32MHFt59xJmOF1WsZu7l9EIPV4PjPvnyTJtwe4TywxP5uIPoxgFGQtUTJ0BuqOB7guZokH5+GXZ/m4md+hhx76iEWLFsEBaSlcoYjodmaeVFWIlpyWh18cxycw84ezLDuwVqthj7+v5py7WVWhwvVt7z08lq1txAQsAG/ED9durX8CcRy/LXjlro6iaM9qtfqbfq8WxzHqVj+tqmNpmiKQdGwhMHw82NshgQhlKzA7WKdUKU8ARidI5IKIhfce0phdG1S8VHXfNE27mkbkuA7Kf2BKMOMFrKoH5K2XbXftYBJxITMfkccuMY7jbyOBynuPjOi2rRM/59ySLMvOZObDiGjHcPLVWZYd38tcQUQgXvLkPFKf3RiKCIwtoAaGmmE8C0iRWtsICVgA3ggfqt3SYATiOP4RM8Og/ofe+45ZsHl7ERFIJVa99zA1mNNCgH45Ee0VhCVGYAvovT+maABpPT6UMv27XSlOh7H8OYqiWwZZKm4qU7qLiEaY+eVJkvQtw9iLX5t7hrTnKWmanj8Iv+OOO26LO++8E/vrD2BmJMP9XVW/Xq/Xz1u5ciVKxNo9yz8zM8RK5pSO5X1fcNzRRx+9zerVq/HRh5rhD3jvkTlubSMjYAF4I3ugdjv9E4jj+HHMjOSdxap6Wpqms2Ur/V5VRG6CbV+rVGIcxycyM2bGu2OGg5pg7MGG2Q5mvB33djGWvDNg5xwUmyBLOUeMot09LV++fLd6vY6yndOSJHlnkfsul8vbR1H0neD5+0rv/RfiOP4iM0PqspDQRqNf59yNeB6tHr2dxuWcO0ZVIUIyL/yaxTxgC8nMh6vqo4jo30T0TVV9X5qm1zbGE94hrFqcjq2CIvzaHeucuxorCKFka47BxqDXt/OHS8AC8HD5W+8bCAER+QxkIYnoTu899gEHbiICu76XMPNDkyT5exzHb4ii6AVhjw8ZyhCiOD9NU1gRzjQRgbrTA3tlJOcNwOGaqAd2SZKszHNTwZXo9VEU7VytVv+c55wQqLDs/FPvPVYPZpuIHEVEH4WoyOjo6FPGx8f/kueacRxjT/ql9Xp9x7x1xsHFqaOMZFOgfH63MqSW8U9B68N7j5rpxnNCORnKhqDhjQSsa7Ms+1CtVrsC/KIoev3U1NQuK1euxD7yQM05d7yq/j/Udavqc5sD/kAXtpOHTsAC8NAfgQ1g2ARE5LeQaGTmS5Mkwd7fwK1cLh8URdFVqgr1qZ2JCGYBWIrGbOmD7Vx9QrDEsi3kE7sa3BcMwJiRzTF06HaTIYMaWdY9HZ1EBPKUMBlA4tVJna7rnPuBqu4VjAy6JmQ55w5Q1W8SEZyMurJo7g9GFOCXpilELjq2gvywigF+z2t3QXxYMTPkP5E8hT13lJDBgnCkiFRlr5dORFDjvaOqJmmaVnodb3/f8AlYAN7wn5GNcIEIxHGMpVHMfBViFLVarTYfXYUZJOpNkYQEuUcEkvf1yi52zsWo5+1khdcSaIrM4FaEPdFCYhEigmXWy733beUm4zjeD6U7GFfwMu6ZPY2SJFU9iZm/kyQJllbbNhGBdCb0tVH+lav1shIcgF9bS8gOwRjZ0C8moj2CJCYUwl6H5fhcN9HjIOfcRap6FDK00zRtJInNx6XtGkMgYAF4CNCty+ETiOP4a8yM2kt448Jztu9WLpfvH0XRWaj8IaKdmXkqy7I6M8O8HXrRuVrIot25nRl86wWKzOBwrojUsyw7uFar4WMgV4vjeBkz16IoOqZarV7UfJKIICsbs91veu9hVZi7hcA9TkSbM3Pc+mEiItj3fEyapjMmC3lbqNfeaQH5HVSkxCiO4w8yMxhhCRvtBmb+ZCfnprz3efjhh+83PT2NVQeYbbzee4/laWv3QQIWgO+DD82GPBiBMLt6IBF9zHt/Qj9Xq1QqD67X6yhVKsMdiIggjIE9Qsx4UX+f9LPtAAAgAElEQVSL4FvIwF5EIO4P+ciePrN9BOCfE9EvvfcYb+4Wx/FnmbnSbGgfMqsfjzKtPPKTnTprEjiB5OOJOA7+xMwM56b90jRFQlzuBn7QV85jjFGUXxzHt0RR9MskSeLcA/rvh8/nYCdJRC+FbSIRQYQFCWI3E9FnOzlh5emjUTMcVhN6iYXkuaQds54JWABez8Ctu+EREBF49sIC7u7R0dHHjY+PF0qQCWbsMDvAXuD2kA5U1ZWlUuksJCsdeeSRO61ZswZa0TCuf0ORO3XOPRv7xd57eNz2bH0EkHOZ+QTv/VY9L95ygIjcCmZRFL07yzLUKN8RRdEz8yZodesPxgyqCn/dX0VRtDTLst8y8/9LkuTkIuMMxhKXLRQ/ZEATEfj1FFJpHXeDXyM5zTl3mKpCcQwKZVsEXeoZgZUi94xjK5XKOVmWvQkJbltsscUjLrrooobVZNFL2fFDIGABeAjQrcv1T0BEsBSMfbnve++fmncEIrInzA6YGepOmDXDLN6Pjo6+dXx8HAk/sw1SibD96yYA0alfEfFE9NjWcqVOxxcNwKGm9W7MzIvOLMfGxhZNTU1BqjJS1S+naTqvpgFjY2M7TE1NXU1E2Ar4fT+JSyJSY+bd8pYrFeUHT+Wtt94a2c4Q2uhootHueYVzMTv/eGuSWqVSOSjLMohu7B9qfm9l5i8lSbIi7zu6YsWKRTfeeCNWYFAzjNWEvuRE8/Znx80fAQvA88fSrrQBEkAAhawf9huJ6NQ8GbXOuWeoKoQPDiQizBh/raqXpGn65k636JwbV9Xn9DPDxDVF5B/BIQiSiD1b0QAS+vgVEf3Ye394zw7CAeVy+SFRFIEfltmh8/yMZp3nvNfpdZxz7iuqKlieRWJXkiSFsnxF5J/M/JEkSbBC0bP1yQ8rAUgMK+yBHNyZsCfcUeozmGxgRQB76tvgY09VJxYtWnTa+Pg4squ7NhHB/v6BzAwhFasZ7gVsA/i7BeAN4CHYEBaGAPbfIMPIzHckSdI1oUdEnkNEryUi6O9CtAIOQRfn2U9sSCUS0fPzSD623m1IqoH2b67lZ5zfZwCBa9Gx3vtt8xB3zr1JVc9i5p8kSbJ32LPdqx8P5G79iQgUwrBXOjOzZuaPEdFd09PTT8tTR1sul/ePouga733u37N++IUMbvDDSkjhJiJfJaIn5eF36KGHPmF0dHSOzeTo6OiK8fHxf3TqvFwuHxtFEYwcUPtdSZLkisIDtRPWG4HcL+x6G5F1ZATmgYBzDrOHnVW1lqZp28SZOI4dzA6ICEvS8H39qap+oVcNaevwQu2pT9MUtaCFm4jARQhLmz1rbhsX7zOALFHVv0xNTe1+6aWXIgmoY4vj+BtRFKEWF/vZWCKdaSICEY2bvffIIJ+XBn7ItvbeH93UD2pp9wk10RD46NjC6sM+RZau++G3bNmyB5VKpTvr9frjJicnkdRWuAV+ECvJnTleqVRgw4hSqEOICB+SkLu8NMuyszppbDdqhvtZTSh8U3ZC3wQsAPeNzk7cEAmIyIsg6cjMKLuRNE0x65htIoIg+Qpm3kdVUad7I6QLu+kG9/jxLySV2O5acRz/lZmREZs7caufABICKD5Mvt3pYyHYCsK5KUP2butycxzHT2Rm3PObvPfnDfoOhL35+3nvd229lnPu3aqK4H9dN2cgEfkbM3+uSOLWAPwg2gLf4xf2c+/Lly/fPcuyG5AM2E8GOT4Coig6I2TfwzsY9dIQezknSZJbWt516G/jowYiIg/tZ7x2zsISsAC8sHzt6uuRgHMOylNQZEK5DZSnZpqIwEbwpVj+Q2AhouuDvSBEOPpucRx/GEYDa9eu3fHyyy/HD2HhFvaob7jjjju2uO6665DolKv1G0DiOP4o9IzbOfaICOpJUQ50lfceSWdtWxzH5zHza5l5xyRJYNfYVwv9Hbd48eKHXXzxxUgimtPCvuiEqmJbAOVQSNaabWNjY3tPTU393+jo6P1bk+K6DWoAfpDHHMuzjNyp//Bh8ZrR0dGH5ZXlbHctJHdts802b8+yDLaVUHL7Z5ZlV5VKpXdXq1Voi+PdRw4EvJmxt35qkiTwZra2gRCwALyBPAgbxmAEROTvIXHl/OBDi/1caDs/IQghfB8eu2maYrl34Bb2HREMCkkltnYc9qkP9N5DujB36zeALFu2bJdSqfSbKIoeXq1Wf9/oMMxEH8vMpydJ8u5eAxGR/wNv7/0jex3b7u8h0e1bISjk6Q9Wf0uZ+eNJkqCedqbFcfwFZj7Ae4/ZYO7WL7+wHPy7KIp2qlarf8zdYcuB4Keq26ZpmnvboVdfoczuCGZ+lKpiWR/vJxTYrnHO/URV8W/hu977p/e6lv19/RCwALx+OFsvC0Qg1EEiWeUuVf0wPvqZ+bFBIP87wexgcr67D8vGN3jvkbzVd4vjGGYHE2maYi86d+s3gKAD5xzql1Fz/FIkQKkqZsXYV3x6kRmtiID5yjRNYbZQqAV+yMjuONNuvWAcx69jZoiU/LahdhX2VCHfWUhQZRB+2F9l5suTJMHKSt8tSH2idnley7owIAiaYPkZpVmquoaZkcm+ioiOQM2wqu4+iEdz3zdtJ65DwAKwvRD3WQLB6u+J4QdmM1jEMfM1zPyBarWaW3KxKIBQ7oGa3YFck4Kwxy/Xrl27pOgS9iABxDn3qZDQc62qjhHRRd28hzvxERGUDSXIXi6yshAcix7XD7+lS5dut2jRom9hBp9l2dsRkBcvXrxDpyXsTmMfhJ+IIMv4EO89SrP6bkG7Gsvrx6Rpuo7UZ98XbXNi+HDBnnVjNQhKXKVQ9lbow28+x2XXIrIAbG/BfZKAiCgGzsxIFoJAAr7uYfG30A31mShDwfLjQP2p6hJmvh9mdEUHzcxbqirUuKC8Vaip6mJYJGI/nJnvxHJloQusezDGgHuAeXyeNl/80O/9YaTRD4NB+IWMeWwZ4J6RUzBI2x7vgKrm5TdIXzh3K2a+v6qiLh4ty2P+MWindn57AhaA7c24zxEQESRUYRYy08IMGLKSsN3DXvBCNSQCQYThZ1DUmodOsPSIQN7TRahNX7sE9aTPFhwH1MD2Cueg1hkJOoM2zKJhOAA1r44ty7ItoiiaT37IaIchwRpVnWRm2D3mbf3ya1z/aARNZka51KANy8IQ2ujKb9BOgtIY1MYeFJy6Zi5ZpH56HsZgl2giYAHYXof7HAERQQ0mspyVmacxA2bmVaqKWQnMEBrJJ/0Eto48RASzlH9471GfOlALClP4aNjFew8Jy0KtnyVUuAxBaARL9FmW7QBVpqLJS+0GOTY2tuXU1BTEIZAAN1sz3Hps4PdP7/3ehW62zcGNZCgiQsIRErH2JaKzvPdn5rl2P/yarysinyciJH8VSp5rN7bgpgXbwo9675E8OG9NRLDEjNK83VGap6q3w7ErdIAyPLTndvKnnreB2IXaErAAbC/GfY6AiCDoRszceH9/hyXVLMvOiKJoJMuyo6IoenTIBMU+J8QkrhzkRuM4/gozL212BRrkeqEEB8pZS/q5TpEAIiKQ1BzHx0qojf6+iCBgfX/VqlWLr7766oGW0jF+EUHggNdvW63pIDYCftArHriJyEeICOVUM/xE5F1EdDIzfz9Jkp7OQEX4dfjomCl/2mOPPUbPPPPM6UFvKOzTvnd6evrpK1euvG6Q64nIG5n5GFV9PBGtRR01ESFBEV7F/wMxFiLaOvwbwn4wkuEG/qgcZMyb6rkWgDfVJ38fvW/n3JiqfoWI8KO3WlX/QEQPj6LoAlV9DRF9y3t/UPhRfiOkKIkIurgIMteFxJMZE/m8LYh3fB6BvVarfSnved2OExHs+0J+EjKMhVveABLHMepWX0lEX2s1tw+2jJ/z3kP3euAmIl8joie2JldVKpWjsyz7Yjtf4X47jeMYJVQQFDmmcY1KpfLkLMuqRLRlCM5Xdbp+Xn49niH2zyHigvds4Bb47e69x/52oRbHMawxsaWBlSEsxV9LRB/Eh2eoBZ4RpFHVK5gZ/yYw40buBNydIIQCJThr65mABeD1DNy6G4yAiGCfd8fwI3tN03Laf1QVClcp9rcgNoH6x0ZvIvJqZn4Ryi9UdZqZfxhqSqEW1LWh3IaIJpulEnud0+3vS5cufcBmm222Ko8k5CABxDkHla/HMDNUl+YIMPQj4djrvkUEwhw3NpcXDVKu1K4/59wDVfWvpVJpz4mJiZtaj3HOrVTVQ1X1E2mati0Vmo8AHFZF9u63FrrdvYkIBEl+kkPqM4rj+B14z4kItdj/JqJvMvN7kySZ3XoRkfdgZYCIrqnX6y8plUq/hN0jFMZCMEawf5KqPrWoS1avd8H+3puABeDejOyIDYiAiCDZB7PQI0ul0ivq9fon6/X6klKp9Kfwg/uqIHoPf92PtKuvRRIXM79MVWeSkZj5R0T06SRJPtF6q0GgYkvv/aPmC0NQQnpJv6L+GEe3ABLkODHzxR7z05IkaZuYFpamvzmfSTjlcvlJURTBrm9GoEREILt4/3nmh6XuF3UzlXDOnaSq74SjkPd+jjPQfATghhhLERONXu+QiGB/HB+HUK1aR6AkfLhhjxvlXw8PCYdfJ6J3eu9ht7lOc85B8Q2lR2fDVAR2mch6x8oBSp9CAh72gyEDiqAPf2Jr65GABeD1CNu6GoxAHMfPZeYrEDAQiJn5IGS/EtF7iQgyju/G/4eZL4zeiQgzhF8kSYLM37ZNRCAi8UpmfnLIDMUM+7NJknwo7NO+YlDJwDZB/VZVvSFNU2S/9tU6BRARgY4zrPy+kGd5GzaIwcYvlw1insE6596rqkj+uRAJQFmW7VKr1ZD8My9NRHLZKo6NjW07NTWFpdhHRlH0qmq1Ops5Px8BGDcDBTZm/nAR/95eEILr0omQOF28ePFIvV7H8vJhYeUHy95XjIyMnD0xMQF7xDkt1BcjO/7OLMueW6vVfiUilxDRs2GXie0PZv6WqmI/fmd8qAUrTdTSW1uPBCwAr0fY1tVgBEQEM6tHhR+RRgCGgcGjMcsJe2h7NBJzIFw/MjLyXVV9CDOfmCRJ15Id51ysqjAzf1rwD4Y94OXee7jQzFeLkEQGBybv/Q/6vWhrAAkSkxAf2TqKopdVq1X84PZsMLInIoiKzDFD6HlylwNEBCVOj2bmN/VjOtDp0sHcfnWRZCURgeb3scw8mSTJjDPWfAVg55xXVfCb1R4fhBvODQItKG+CFzUylfHxsjLLsjN7fciIyIwBg6qONz7wwooIGCBpbQI19Mz8OFU9BwF4yZIlB915552rsizbrVar4blZW08ELACvJ9DWzeAERAS1ktiLXd6YAQdFn280xAQgTcjMP0uSBKYMMy3oBWPJbSKvGT0M3kOiF2YFEEq4tVQqfalarZ4xyJ0Evd5Xe++R/NJ3aw4gIgKrOsySbkiSBNnNudvy5csPqdfrK+dzGRWdh73gbVX1y82JUrkH1uHAOI7PZeYT8BFW5FrBehIz4DVRFD2zXq8/mZk/471HbXffLazK4CMtt5dzu85CohSSuSDNiTrd25gZ1oNpkiSos+7awvI0lvu3QzJimqazRiPB7jHBiohz7h3IlfDeP0hEkIy4s/d+LxFBQtb3GwmMvfqzv88PAQvA88PRrrLABJYtW/bUUqkEWzoIL9QbARgJJ0FT90zsOQb3HMx6T/fen9sYVsiexg/wP+Fz22xE0Dp0eOEy8xMaM+nDDz98v+np6VOICOU8+OFHPfDEkiVLTr/ggguwJ527icjPmPnWxkws94ktBzYCMJLJVPUZzAzRfYyxcBORf2H53nvf1Xc374VFBPuST4yi6MQsy1D+dESSJON5z+92XKgBh9tVuZ/rich3gv8zgg/kJAcKwBhDHMf/iqLo3CRJsOecu8GQgoiQDIWsfXyQITP+Eu/9m6FQJSLYovhyL6lP5xySrN6pqvBpboiszIwDiXhEtDhJEghw4MMIy9Y/8t4/vzkAx3GMDPZnpGm6OPcN2IEDE7AAPDBCu8D6IBDHMWoZn5imKUpM8EMyswQdAvBlqANu7PWKyPthq6eqj2wVnHfO/UBVYUsI0Ya3t47dOXeqqp47MjLyjEsuuWSOShRmKqp6KjNjpoJsXMxU0i222GLFRRddhFlz1yYi8Ck+uFarDaRVHWbSpxERajqXee+xPN9XE5EriOhh7ZKVil4QNaghGByQpum1cRxfzMyHzmP9b52InuO971hi1GvMYRY9Uzo0HzKMInIZRGDSNEXCU6/n/xxmRoLYM4OU5i+jKOq4shLH8ZeYGR8Kbeunw8cOciE+2ppwGOwyX7bFFls8uPFuikgWRdFTYFfYMgNGUtdv77rrrh2uuuqqttaQve7N/l6cgAXg4szsjCEQEBEICsCndmY/tjkAx3F8CDPXwux4ZnRhvxh2eXPs3kIW8snBmP6Axu1UKpUHZ1kGVapcikSHHXbYriMjIwiCS4kIghAze3WqenY7pxk41DDzmwcV8wievrDkqzffc7+PJY7jw5n5y4MGI+fcElWFtObHvPcnNcYzXwpiqHUlojc2PsL6vV+cF8cxPqKwQoLynSMGEWoJy9vjnZ5FMK3AB+HTmHmxqt4SRdHn8+6Nt1MQC9nSlwct6mNaP0hChvs3VPX1aZrigxT/JrBVcbL3Hnrc+O/ZJWj8t3PuHlW9xnv/vEHY2rn5CVgAzs/KjhwSgWXLlu1WKpVuWb169fZXXnnljAF8cwAO/4064FPSNIVCUiMI48cV+3PQH16nBdEG1AxDgACKVFeF7Np/ty7j5bltBG9VXaGqy4gILjl3wPJvZGTk3ImJCUhnNpYDb0+SBAG7rxbqoJEwhVIsBI6Bl1BDQIJ/7Aos4/c1sP8+ExhD/KuVn4hgeRXPDYpkSJrrq8VxfDMydlsFRfq5WGMJn4iwXI5n9inv/cv6uVaDXxRFqLf+EP4b4iPYa1VVZNdDbeonzHxh4+9F+gnZ3MhtQLb1yWGFB6IzKCH7n3bXCnaPWGp+btO/B2iYY/keZUztAvA1qrqP9x7mGtbWAwELwOsBsnUxGAHn3DdV9SnNwaZNAMaS5FbNknrlcvnIKIouJqIXeO+/0G4UYfkVnr6/UdUd5mN2FRJizkLMxdJuqNfE+JZHURRXq9VLixIJBhT4cf/jqlWrnrLVVluhJGvgJKLGOGARmGXZA9M07Viy1W3MYan5sE6z+ziO38DM7xodHd13fHy8r+VyPHNVraRpOrC/c0sSG0qmIGX5B+/9bkWfTQhmCOS7QmuZmbHFgaSsG5j5k+3qy4v2EeQlz1VVlGDtrKpnpWmKLOY5DXaZ8AFOkgRJXLMN2x/M/KyGQE3rDDgkgt2wxx57bHbmmWci4dHaAhOwALzAgO3ygxOI4/ieKIqua85sbg3AWEaNouiiJEnWkdTrFRjCjyeE9SHPhx/ggcX1W+4YikXnQPgj2BjCNhGexe9vVurqRin8UIqqfi5N02Nx7HyV0TT6FRFIYiKgI8mtUAtjwYz8hd57sGzbRAQfIY/vxwc47C2fMY8z/uc3f8Dgo2nRokXfZWaYOyCL+ON5IFQqlVdnWYZnsmcoGYIK1cc7ffDluWa7Y0ISIT4mqV6v7zo5OdnWwjJsc7w9iqKnYp+36fmiLh4rHLN7ya0BOPxbwFYPVo1mZsnWFpaABeCF5WtXH5DAIYccssOiRYv+XK/XHzs5OTmzlBt+KGaTsBr/H/awsiw7obkEIxyLWcNd3nvMTOY0ZAEz81VBvH5HZn51kiSfHnDo65wuIv+nqv+GAAJUvJgZsyVo9kKV6MNpml7W2l+5XH5UFEUzM3tmfkmSJNA5nmnzHYADJ2hrv6F5GT8PgyDVeVm7pf7W84P+9DpLozn7QIkNlreRiT5w6yJk8ikiejERXeq9x9J0u/elWWMcAet7zHx+cGV6zXzMeJs7DYlY2Eb5MhGhvA7mCVi1WafFcbwTM2MbYM5SP7Khsyy7PU3T2e2PDgEY9cf4SILXsrUFJmABeIEB2+UHIxBkJWH71jAQn7lg6ww4/H9QPSq1SuodddRR299zzz0wbVgnOSicAxnKrRvJWiLyOSxZM3OSJAkUpealoYYZDjXN5Tgh4xoz78cG15rvhWzWS0QE9cZI8Lree//UNj+268zg5mOQcRx/m5k3895j3zJXg9xhlmXbpGk6J9mt3QXC3vv3m5OD8nQEflmWvXC+zDC6fcAsW7YsLpVKCMT3lkqlA6A4heehqmCOch7UzF6bZdmHarUaMsgb7yQ+rha1e1557rH1mKOPPnqb1atX4/3cFpnTEJJBmR0zoyJgRuqz+ZyQrPX3ds8P4i+lUqk8MTEx+6HXLgA75w5Q1avnU560n3vfVM6xALypPOn76H2KCGaJEPdfR6e2XQCO4/iFzPwJ7/0cSb1GeQw8cBti9SLyAZQrTU9PP3zlypXQTZ5pQcoPM2DUxz7Le49ZRd9NROBG9P7Wj4jmCwbtYvi2PjHsH0aqemmappAgnNMWYgbsnHu5qsLTN5czTrdyr26wAncw2d57jyX5rg1GGqFOeZ2PsF7ndft7Dn4jwbEKxh8asqWvZub3NJsdtATAlxLRR9q9f0XH6pw7JShV3dTqnywiyAWA8chDGjrfwRjiee3KleI4hg0h6rzXSa5qF4AxzvCxOJEkCWRarS0gAQvACwjXLj0YgRUrViy68cYb105PT+/X6pHaLgCHH4+1qvrCNE2xXLdOawhEwO4tjuP9mPna4BSEBJw5TUS+T0QQNoCYfS6j9w7XgTBIlqZpV59aEcGyIvb5kMCDcp4Z8QQsOarqp5v3JXMEkL7gi8gaZn5FL9nOxkwMgiedkoG6DQAmF8y8RUMgosexeA7T3vun93VTbU5qx+/AAw/ceuutt8bKA/Y/kQuAum7UxCLrvO1KRJt3DEpbL6lWqxf1O9YgBIPyOHwMzZZztQR7mC/ARnDXsH//uU6CJ9j+CMv362RMdwnAmHU/YlC1tn7vf1M6zwLwpvS072P3GsdxyswwcZ8zI+sSgPFjfU+nvcJg93Yz9rmI6KedyjgaqILRO0pnvuu9h3hC4ZYnqIkIkn5gnYe91EMbnTjnYKx+PDPvo6pIkLoZyVioOZ7PLOim+wU/1Bd3dcZpJ/lZFIyI3E1EMxKJPQLwGuzt12q1eduXbwTg6enpXUdHR1Efe5iqPpSI/kpEV2RZ9o6GLvLy5ct3n56enmRmlFMd6b1H/W3b5pyD5zQ+Fgq/K+GjZiUzT6vqUd77q7txgcQkpCqZuayqtU6Sn845bH8c3aoP3ikAl8vlchRFqS1DF32jix9vAbg4MztjPREIyT2/aC4tagoUc5Kw8Lc4jl9BRB/oJKkXZCUhR/gf7/2MqlavFiz2VsKgAabnSZJAti9Xc84dC5vELsu6yJK+KYqiR6rqG733/6/ThYPgA0pmsCeMsVCWZW/tZwbaJYBApem8bsvlraYXuUC0OahRJsbMy5sTzJoPrVQqL8uyDMu6uZbF84zFOffoLMs+wcwIkvgN/DMzr5yamjqzeSui9VrOuVRVy/jwSZLkJe36EpFXYbk3SZJCko5xHH8QyX9BbAYqaz0bao2zLPsiM/+lteSocXIcxy+Oougj7cbTKQDj3PCBC7GQtvfZc3B2QC4CFoBzYbKDhkEAri1Br3fOjKPTDLjx49GpXjTsBWPJeTqKoodVq9U/5703SA4SEVSCEFAR6Hu2OI5RcrS59/4pbX7Qsef6QVX9/aJFi548Pj6OGU2uFkT1Tw02jBDjQKb3V7z3mM0N1ILpxf9677/SeqFg8wifWuyNd52h5RmEiGCrAHuXbc0V+kkMa9fvYYcdtlepVDqFmQ8OZgfwSEaf2+XZh24KaCcQ0XlBEATJc1kbRqihhUiKz8kAy8m7MfMZRfSkw17wiUgK65S1LCKQU8WKxpwZebcA7JzDSsuDB/GsznPvm/oxFoA39TdgA71/EUFd6XLvPVSE5rQeARglK39tLdUIUom3EdEFRDSjxVvUKB7JUhBtyLLs1zm1f1dnWXZyrVb7WPNNNGZT8Mz13qPspVBr3sOEqD+yiokIov6o84Tfa/Wf//znW6+++uo1hS7839kP9gChCLZOyY9zDtrXt2NG36o7XLSP5uMbRvHtnJzg0sPMpyRJcn7RPoLZASRHcR9bqypkRi/Zc8893/LjH/94eb9L+GNjY1tOTU0hE/nRqvq61rKtIIP6T+89gn3HtmzZsqNKpRIMQm6PoujgbgYhrRcJzxxZ1zDgwKrI3zpkP6/Nsuy4Wq02x4qzWwAul8vHRFEET2mLEUVfvALHG9wCsOzQ9UdARJAdC2EMZAUXCsBxHL+Omd/eusQcnGCw9AzRBASau1R1ZZqmhbI9y+Xy/aMogsjBw5i5Y91ncLP5YvNHRLlcfkwURVBN2rJer79ocnIScpiFW6ckrLBcjpkxljG3BUPsD2ZZdsbk5OTf8nQUyqMg2rCOzGWQ6ry7wS/PtfIcs3Tp0u0222wzBPb3p2k6Y5KAFva/P1tEHKRcLj8viiIs5SLhDbWstzLzl5IkWdE8lvlIYnPOfUJVkfkM4YrZffug+gV3ro6SjmHmf4Sqfqno+xfeXSSHIUP62eVyefsoilBmt079b7jHz3XKyu4WgEMf2Iv+2Hx+bOV5HzalYywAb0pP+z50r8E0/KgkSTATLhSAGz8eRPTchkh9UMQqN/8oNvbQVPWYNE0LZ62KyIUwekciTDvloLBX+qCGAIiIQJ7yLar6wzRNnzbI48gTQMJe52nMjGVzmEVguf2yer3+jk5KSo0xYYUhiiJpyGbGcQyj93g+pDrb3XcI+udkWbZPrVbDCgYCMMwEtu0V8EPZ2Amq+tSG2QEz48Nn1o6ytc88/PI8H+cckrc+g8SrKIog83hL0/sHF6Mrm68TPjbw8YaErlf1o5jVTlFMRGBheHapVJEps70AACAASURBVHrKxMQEsp6RD9Fx+yOMcR0zhtb7FZFfMPM2SZLg3bG2AAQsAC8AVLvkYAREBGbi0G/uKIvYbQk6/PhAuP+3UDPqpgkdZiLItG5r99brTpxzsaoiEN+F/cUkSX7ZFMQww34b3GiCDy32gZHg9JZe1+3196IB5LDDDnvoyMgI3IRQVwyzCJgjXAl95iRJkBW+TgumD7dDzD/IIH6FmV/Uqzyp17i7/V1ErlbVx6RpOqNhHLJ8z0jT9D1txgcBE2SN7xPMDnAPmC2jtrtnK8qv1wVFBMvB2Ap4V5qmb4byFJyhWjLaYXUJz2UoWeUWO2nuGx8qRIQPlf3SNEXG+mwDP2Z+TCMhCxKuWCJv3f5oej+7BmDn3PEQhrFl6F5Pv/+/WwDun52duUAEROQfYQ/3MZ26yBGAYf33JgTWsJz91U5SiVAQYuZ/Jkmyd7+3FMpP9mHmc7DcGWZGWF5GwPuiqkI9aWmapj/pt4/m8wYJIAcffPBWW265JbyQ44ZZBDPDjOG9jR/1oPwEWcotRQQSml9NkmRsPsbeIwj/jZkxQ8TyLiz+So3jg1AIlnyxhTBjdtBaH513fIPw6/JOYoXjTRgXEcEwAlntMx92MEggov3DMvHr8o6z+bgmu0xkhbe9RkPqE/KmyAPolEMRxtQ1AIdj6qqK92J2a6Cfsds57QlYALY3Y4MjgOXnKIpeUa1WkSzVtvUKwDjJOQfz9l+o6hbeexiOt23lcvkhURQhQQfCB339OOLCwegdmbbQ012FWQqW8OAR3ElXuF/48xhASmHcy4loFwg2QK+amT+QZRn2qpFdDXlF/G3BWxBIgT42lj+RYXwBM79QVZELkKnq/zEzzA46mj7kGeQ88lunu0MPPfQJo6OjCL4PxD6/qr6Smd8BWcsglAGzhr5a2IOHHnbHD8Wm5KxbQ3Z0W/3zAgEYH6eLO5U59XUjdtIsAQvA9jJsUATiOD6fmY/vZQ6fJwBjJq2q2GvbOU1TJKl0bNhDY+azsyx7ZpqmKN3oq0G0oV6vo2wKy7yYPZxU1NwgT8cLFUCcc2eqKswi4ArU+H14ufce2sjrpYXlegiBIACvxQdNkMicmK8BLBS/xvgaDlbhv68c1MM45DAcmmerJPwbOiGKotOq1Wpby8K8Adg594ZQF44VB2vzTMAC8DwDtcsNRgBLaKp6Vy9x/14BGKpCRHQdM6/Ja2EXkn4e149dXuOuy+Xy8VEUfRCzRmgIM/OnkiR5+WBU5p690AFkbGxs76mpqYad3UwgJKIfhKzYOTKfg95fpVI5o16vN1yiMFuE0MifkiSBFvO8t4XmJyI3BbU1BK5fjY6OPn58fLwvj10RQZb+RVmWHZXHjEJEIDn5dWa+tZvUZ68s6KaPiSzLsjNrtVrfcqzz/gA3kgtaAN5IHuTGchsikjHzG5MkmZN403yPvQKwiNxOREiI2l9V98i79yoiSE6C+UMuNaKWMdWICBZ2vw8ztw9lWfYeZv7NHnvssceZZ545PV/PaT0EkL+ghIeIoL8M5S3MSJHx/YQglfgjVf1kq/Vj3vtbsWLFyI033oilWSx9w0kJ+8zX1Ov190ZR9AYYykMaUlUvaXgg5712nuMWip+IIDkMWyd/qNfrzyuVSjDywDL+zkT0eu/9h/OMr+W9+ncw5shVLuecm8yybBdmxrZLR6nPAgF4ZvXIe79T0bHb8d0JWAC2N2SDIRDH8buZGT9SPZe7eghxfBXZsVDxieMYe1jf894fnedG4zh+JgIBM5+aJAkUn3q2OI4fF0XRldhrjqLoBVmWQasZiTJvPe6447a48847URby8CDakMvovVenCxVA0G+wgNzLe78d9h2Z+YbmBCwRQfZxIxmKmBlesxf2WmqHvd4999wDW79G8tc/VfWqRYsWvWt8fPz6phkXkvAgXPIzIsJer8urKtWLW+PvC8HPOTeuqoer6kUNXWbUnmPfOoqif6kquGE5GmVhuVoQ9diqiGAMkuZU9Z0w9GDmz3aS+iwQgGFQ8bY8/y5z3ZQdNEvAArC9DBsMAefcn4OQfc8v7S5mDFCEwqzzwCRJrnHOvVtVX4RgkvdGRQR6zMcx805JkmBG3LE5585WVWS+fh9uPQ2XoNYfK+fcp1QVurqT3vty3rF0Om4hAgj6CiIm8Jl9Nmqog+Xgsd57iHrMaZjxwSwiiiIkBpVUdSZoNrxqg0n86cx8aJPZwVdLpdI7JiYmft56wXK5vH8URdc0Sl9E5BIiOni+nXnmk9/Y2NgOU1NTKAmCtOUrvfdwtJppIoKVHLx/D3LOPS8YaWCVByVrc8q/mnk07B4XL16808UXXwzhjZ5t2bJlTy2VSjAOmfmIFRHsm4PfHKnPvAE4XCeLouiUarW6jgdxzwHZAV0JWAC2F2SDIYDlZyI6y3uPL+6urV0AXrZs2YNGRkag/PRJ7z3UkOjAAw/cfOutt74HZgfVavU3va7b9MM5a/fW6Zygs7svZhtpmp4eAtjFzLyv9/6RrefFcbwMMxIYQTDzcxqiDXnH1HzcfAaQpntGwhp+6D/lvYfmMTLJl6jqX+r1+hMnJyd/2m2sEMTIsgyyiE9jZngyIwt9BOdHUbQyy7KzeiXDhVkkVi9ms65FBEv6f2mnp90Pu/Ccnt+vFGXLc0C5G/ZGb/De79s6nrGxsW2npqb+nmXZrrVaDUvRCIrQ0EZJEjx6Udc7pyGQjoyMfEdV3+y9Py/vfYaA+wTv/WwJXyepz4IBGFs6a9dXNnze+72vH2cB+L7+BDeS8aPutMgyV7sADOWe8COxezMWEbmNmb9e1NkFQhDMXGtdvg41vlgavVtVn5umKWZ9Mw17yAiySZJAo7dtaxe4iz7GhQjAzjnsmd+TJMkeLfx+p6rfTtMU+5ud7gkzYNwzEoAepKqQvUTt8wNRxoJ9UGa+JEmS07rdK5LwmBkuPCc3jgv1r7eFelSsNgzc5oOfc+4aVX06M38wSRKsvHRi81siwqz+RU3vCd53qFdBTnKOKAfsHmE92UtPurVDEYGH8YebTTmWLl2642abbQZ98A80v5dFAnDYHjq5V3XCwA9mE7uABeBN7IFvqLcrIn9g5pG89YatATiO4y8wc6VdxnMcxxAlOLxodnPD6BxlOWmazmT+Ouc+raovRmBOkgR7mbPNOfcEVf3J2rVrN7/88suRNdyxNS1d/6CX9267i8xHAGkJso291jkWjXEcfzTwW2cZPywXo24a5vGod8aP/MTIyMhpzRm/OK5UKjVMESBM8Ttm9lDmanaAEhEE8f8bHR29f6szVBzHkNQ8q1QqPWliYgIZxgO1QfiFWluIrKxR1bFeZWud3r/ly5fvVq/X4bC1HTP/b5IkM7rgIgL5yj2899sXuclyubx7FEVQ2ZqTQyEicMk6o1nqs0gADuPCMvQrq9XqvOQxFLm3jfVYC8Ab65O9j91XHMfYF3u/977jTKIlYMz6AfeSSgz6u5iZbt9rT7cVm3PuK5jlrlq1avutttrqBmbeuZ27UfiBgiTlQd57ZLz2bMuWLXt8qVS6AoINURT9b0N3ueeJ/92rnZcl1PBRUVHVCWZ+aZIkc0zvly1btkupVPpNFEUPn56efmwURXCEQnY0zA6wrPrlvDaIIchCVQlOQTNmERAqGR0dPevee+/F3v0BnbJtg9zjI733D83DqNsx/fITEbgyYXkeymq5kqnCPvhto6OjDx4fH8fMdp0Wlo0rRPQFyFRiaXpkZOQZl1xySaF6dBGBnvlTvffIKp/TMGPPsuzRDanPPgIw8iFWee8fPSh/O/+/BCwA25swdAKh2B/7Ybnfx+YZcFh2u8p7f3inm0FZkqqmaZq+sugNiwiWU7dFgtGiRYv26lTPGccxjN0vaew/5+1HRBrlS5/23iO7uGfrN4C0u7CI/At1o957lATNaSKC/x9mDJCFxOzq56r6xTRNO4o89LwB1B/9dwYIXeznBrMIKF39kpkP896jfKfdWODji6z2WfehPH21HtMPP+hjB4GS0xtJZnn7juP4j9gHT5Lk+HbnVCqVl2VZ9n4igoMS9Jfh81uohfcU9pZv6PLvYEbqM0mSpUUDcF6RnEKD3sQPzv2Dt4lzsttfQAIigj2yLQtmKs/MgLEvSEQwDn9YtyGKyCfhClRU2ME5t1JVDwmiGthDaztDb8wSmflBSZIgSBRqQfj+fVieXbVq1V69fHz7CSDtBuScg7jGklapzrD8DgERmB1AVARBejSPElOhGw8HH3744QdOT09DLxlJYFh6xWwLYhLnJUlyY+OaYdkbSUwn9VNT27hOEX5xHL+QmVEWhVnsge1msb3uOVgXwh2p4+w9SE1CQQ0mJKd47yHokqtVKpVHwKP6jjvu2OK66667p9NJ5XL5oCiKriIibB3AJ3ln7/1euTr57/K49uselrePTek4C8Cb0tPeQO9VRCDZeEGR2SlmwBBpYOaxkOGMTNmOrREglyxZcr8LLrgAyUFdW9hPg6QkFJmOybJsL3gMq+ocFxpcyDn3MVVdNsjy6NjY2KKpqSkYDGAJ8fXd6mqLBJBONxrH8XnMjB/i3TDjjOP4Fcz84obZATP/uF6vfxpuOo397Xq9vl1eX+FejJv/LiIo0zoEy6OoF169ejWMDbDHjpI0fNDAKel92G/FnnQURS+67bbbHnj99df3fJbtxpGXn3OuqqoOy8Pe+xcUuafmY4MP9M/b7W/juJDDEHvv7x/23FEzjFWd5+TpM+QmoNyo64do6At7+njO2GvesWAAxrNARvrj84zLjulOwAKwvSFDJdCv5ZmIzKhKMfOKJEmgqNSzBZUr+MR2NVwI5gTYp0Q95TMbF261e2sJIEgiuzxJEvxwDtQwW4fQBTNjyRLKWnNa3gDSaSDlcvlJURRBIASiJZhxzpgdENH1zHxBO9tBZOZirzhN08LLo72AiMifmPmKJEnWWYKHYtZNN910bpZly4OyE2biMDR4Qsh4363XtfvhF+wbr8M+N+qcG0l4/fTV9P5g//fi1vevkcMQRdEx1Wp1xpdaRBB4ZwwnQsna7CpAuzGEZwPVMJSB9WxBKhOlXrcWCcAh0L+wm1Voz87tgFkCFoDtZRgqARFB6QtM69sKPXQaXFgKuylN03VKZrrdjIjgB+2Z3ZyRRARORns3bAVbr9ewe2sW1w+1sncgSalarXadieeFHcfxIVEUfV5V1zDzc1tFGwYJwMG8HTNM7OmugYgIM38kSZLxbuOL4/iLzLz/fEsSHnnkkTutWbPmNiJ6VKe936YgBhvFI4ho15DDcjszn9DIIC7At2MSW8gYXoGMbO89ZDjnpYkIFNLAbx1nrrAHf0U7u8xgY3gAM7+3U2lbuVzePoqiv6xdu3bJ5Zdf/te8gw0fsXBXgnNT7hbcyg4rkjSY++Kb2IEWgDexB76h3W74EbjIe//CvGMTEZRuLGXmZyZJktverbGM2i7ZyzkXqypEMv6VZdlzarUaaornNBHBvtk3wh7djCqQiMAE/qiiZSN57tc5B2s+BIHzvPdIWJppRQOwiJyFkhlmRuBCy0qlkkxMTIBlriYiEJr4/qpVqxb32qPOdcFwkIh8JJTz5FYrC9yhkoUEMczc8SEB8whYFc4qUXUaRyd+InJtEBJ5f7da7iL31zg2rDr8qPn9C3vw+ABtm7kc7hMlRFATu7mdZ3VYssbyNfaPczfn3PWqiv3fQlKfwV/7t977jlaHuQexiR9oAXgTfwGGefvlcvmYKIqwt5b7PSyXyydHUYTAVw9yk7kDcPgx+3vYb4YIQiOYQS8XHwCQHMZ+X9cWskGxRPxQJFyFJLJri3xE9Oqj+e8InkQExSVkrz4Nf+sVgLGffO+9957NzI6ZH6Gqd0MMIhhFnBhm1V8rMo7ADzOsz+UtF8tz/TiOsWoAoY9j8hzfwgam8vgoghrVjFkE5EyZ+UdEhKzytjaKrfzCh1WVmVdjuTtNU0hLznsLbl8wsXhzkKk8Kcuyh9dqNShNdWzLly/ftV6vX6GqmO2+MEmSauNg59wfVRUz6JcVGXDIgj4I5xSR+nTOXQzNa+/9aJH+7Ni5BHL/8Bk8IzDfBJxzN6vqTu10atv1FZJz/oSZKjO/DFnQRWbAuGao64XRwKPGxsa2nJqaggnAjsz82iRJPpH3Hp1z2JNbvN122+155513QhHrCc2KWHmvk/e4ULKDpJn7Z1l2LNSlWqUUg+whAtFhwX1nFTNfhUziarX6w3C/KEO5sFM5TK/xtJOK7HVOt7875x6oqn8tlUp79iuwEZTOYF3Y+DhBMhl0t/dE3zCLUFXoU0Pje6Y1B+CQQPcKIrrce4+M9wVrIgJBl72jKDoqyzJsd6Ck6dy8HYb3dwz2hN77Y4LZx3/q9fojJicnUU2QuzXKkKBWVlTqM2wB7Z+mKVYMrPVJwAJwn+DstMEJIJOZiNJu9bvNvcRxfAszZ8jA7GVH2Gl0DbOEKIpek2UZ3I6QhIJ9ZCxjFmoigsALVSeUQRXaRyvUUdPBzjkf3IQwm903iqLHquppqroUHxJEhJplzJTObf0g6CTVWWQsYab4zSKrFt2u75x7XzDLKJQD0HzNsIcMnW/Uks8u04dAi5WN41rMIi5S1d/jAwbqXSHr/C1pmqIOd0FbUNH6FgIeM/88SZJnFe2wXC6/JIoibHvAO/tyZj7Ce7+k6HUaAbhery8vlUqov8Y+cy6pTzguEdEt86nPXXT8G8PxFoA3hqd4H7yHoKcMZ6Bc72Acx5+NouiIJEmgK4x911klrKK3HwJ/KWT7thVGyHNNEYG2L37Er+tHTjJPH+2Occ69TVWRJDQjOcjMyE6+NIqit3dKAgO/ICcJ9arCHxvN4xCRf4SkrRkDikFaqH2FfGJHEZU814/j+G3M/LZ6vb5HJ9OIOI4Pj6LoBFV9ClYv/ouO/7pmzZrHF0leyjOebseIyL1EdK/3fo7sZ4FrRyKCLHbM8rGvjHrtQq1ZiCNosb+VmfdqrrvudEER8cjD8N7DdMNanwRy/fj1eW07zQh0JCAiMHSHLF7PHyH8cDIzJCFf2jCA7ycAiwh+rJB0hNnqHXlqJns9Qjg4qerqPPfR61rd/l6pVJ6cZRlEQDBjQrISPHMxa4TmNEQbZpdXW68jIgJj9iiKXl6tVlHiNFCDchcz75YkyUCShMGpajUzPz1JEpT8DNRCwtouvWqxQ/BA0p0y83+IaAtIaqpqNU1TmEUM9IHSI/i+logw0/59t2z8vCCwFBzGi1UJyHvmbq1KWCEBDVKfPZO5xsbGFk9NTa1W1d3TNP1J7k7twHUIWAC2F2IoBEQEgQPyhz0lBTHjIqJvee8RSGZa0QAcRCcQwL4TEnZgjI4ynL5bpVKBuD1+ULHXemeSJHPs6Pq++H/3qw9QVVwf1nUItr8joolVq1advtVWW8VhCRWlVag9vqwTy5C1ih/onglmeca7fPnyQ+r1+spBDdpFBFKWJ+bNAcgzNucckuxQvz2nfrpSqUDHG0l798M+OOp7Yd4BzkQEswj87wPCtkLt7rvvXvH1r38ddcfz0kQEdo+oBYb+N0RbBnr/Qr06nj3Ksr6oqljVeZ73HnkNPVs7KcogZwmDkJ574SKCj5frvfd4P631QcACcB/Q7JTBCDRM1/OoKsVxjJnRTmmaYn9zthUJwCLyAyJCycTZ3nskKSGA3wV3nSRJsA/cVxMR+OPeSkQIkre22r31c9EQ3CB0AbMDOAf9WlW/3PAbblyzOYkojuPnMjMEHFAzfEjzEqKIIJt3h7wGEXnHHGpXsed6dt5zWo8TkZ+HPfi2YiP9XFdEYIf4dVU9sVlJTESwZP9WVf1hmqZP65RFjpWGer1+CjPjOvjogZXl5VNTU29fuXLln/oZU+OcsAd/j/d+T+yhQlltwPcPFo83JEmCpCy805CYPCi8h7N2jp3G3C4AO+eeraoQZ3lNt1WV0B8+JA703m8+CJdN+VwLwJvy0x/SvQexi93bWQe2BNl3EdEboijatVqtIsmmUACGQbyqYo8WHqn/0yzyICL4kUHy1DrewUWQQEKTmZ+VJMk1Dbu30dHRfcfHx3PNQBp9VSqVw7Msw1409iaxHIoaZGS5dgxu7QJIUw3re5BME8fxO5n59cz8+CRJIHgyb01E8OP7MO/94/q9KPgR0XO89wgc89ZE5OMoKxsZGdkKxhkiglUPsH2v9/5UdNSrjCsc8zhmRrkazCKw7I9SoSuZ+dyiPCHCoaqVxlaFiFzKzDu2ei8XgYDtj3q9vt/k5CSyqWdasG1E3TASpLrW6XYyYwA/lHQtWbJk226yrUceeeRD1qxZg6qEh6VpClcrawUJWAAuCMwOH5yAiEA04Tvee8wy2rZDDz1079HRUfywzM5amw/sNQMOqkMvYOZqkiRzXH7iOF7GzEm/knrOuTch+xjavY1xBYP2XfPsoUHgP4qil6oqkmc2Y+afqirqa2fEPXq1LkISMHpHctQtRPS4kJiF/29eW9iXhw1hX8uoSJoiojcu1N55WJ1AfgGez3+iKKqgFKspUBWycwzL1whsWJp9cDCLuGp6evo9K1euRM1xxxY+BCeICBKOM/KSQfhlot/3LySdndyufjcYM6BkbQdoPndSOOvmhhTH8c3w5/bed5X6jOMYxg+o4X72vL5gm8jFLABvIg96Q7nNsbGxJ05NTd3EzI/pNosQEXxR3+a9x1LsnNYpAB944IFbb7PNNnD4eQgzn9TO37ZxsbCHdWo/rjoiAt/W21v3yrCH1rB7ax10uVw+npmPjaIIyWAlVUV96me6mS50em7dZnBBtAEBGHlGR6RpCrGKeW9xHN8NLe68Hw0tH1BI3AE/zC7nvTnnLlBVuDn9oV2yXZ4ZcKdBod763nvvPYuZy01mEdfAz7pdXTr24Jn5yiRJsFc72/D+MfMbkySBx3ChFkryUEKHMbRtoeb4iLCFcWTrQb3sCMO/j3HvPbL9O/UBB6un9FrNKnRzm9DBFoA3oYe9IdxqmCXiH2zHfSPn3KSqPsN7v02Xf/hzypBEBHux7wr1lT01ooPO7gO893sXZRNKmcreezgmNf+oYlYPhSnMTj4Qx/Hr4KYUzA5wHJanL/DeX1i0z+bjuwUQLG/CmB2Ja9gahKj/Qqh0Oee+oarbYk+z6L2AHxSnarUavJDntYnIz4jo4fB/ZuYjS6XSoa2Sm4ME4ObBBgcrJJNV0Gewbfx2lmXn12q1K8J2y/beexgfrNNEBO/J/2fvy+PkqKq277k9EyCChMWAsriDKAIaUDYh8CISyXSdOyGyuSBCRJDFHTcQRBbZRFAUEUE2ZUjXvT2BKKLG5cUVFEVRFEREQFwIioFkput8v2feW/PV9FR3VXX3ZK3zj5KpunXrVHWde895zvNs0mELUa70vTHmbSLyWaDmZ8yY8aqrr756aTyJrABsjDkWrHGNRoOHh4dd2kMKggBp+t8sXbp0oyVLloBtrbQCHigDcAFnlYd27wFmRtvJXWEY7p02mjHmJBG5RERe75y7PW8A9jVdpMG+YK09Ps9M/UcYVJiFKPWY+WSl1NnWWoinTzIAn0RkNyKCzCJoEQGE+ry19qY888pzTJsUNNRwPhtF0Rt9AIC6EFqU/rJ8+fLdFi9eDAKFnpjXDP5K0TQqM0Np6hO93jVB1L7RaFxKRA/09/e/bmho6F/GGCciEECYsJjrVQBudmQQBKD/BCgKnNuQzOwnIqCtr2g+tlqtHqa1RtkBesu5zfvv48nyR9bJzIyF304i8mHn3AU4PisA+2PQ7wugFRDcqYaSEhF9q5VyV9bc1uW/lwF4XX76K/ne586du21fX9+fIS6QxrU7Z86cZ6+33nqPEtH1WbJ+cQq6r6/v6ZGREez4UIs8rCigxxiDGtYJ7VLVzW5iZtQS/52sYTMzVHpQa0ZvLGrc6DF9MgzDCejtXrk8LYDMmjVr+rbbbgu91mub/Qf5OQgx4AOMnXmv5oEFlYi8v0ganZl/gZ2itRYczj0xH2iRjr3aWgut23Hz5QykoveM/3GqAnA8vu85R20Y3NmbK6XwnoE440pr7XXxcR2+f79SSj1aNH3PzNgJnyAi33PO7Z8nAPsgDCT4ONVnyu/hDt8PnNnT35OHvRYNUgbgtehhru63wswAhuzbij0HwBkR0c65HbLuBQFYRG4GDZ9SCkIIHX3MgZAlIh3zCGdd13+QwGSE1B40dVlEXgygD8QOtNYX1Wo11MWww8C/AWiTW+kpz/VxTAsU9O+w43bOQSt3knnVHNShobsL6squLQiCHxLRetba3fIOBiaoKIreWq/Xv5b3nFbHAXAkIt8XkemeqGVSvduDku4TkXPjdq6VEIDRsoQa7dh7aYxBn/FbkmIRvhcZ/waw0/jiIMsn/t0Hono469iUYDlbRG4kImR9UIffOEsP2GMKfisiF0BEonnMIAj2JCKAKst4UvCBlA4r6LDy8M494EE7aI+Y9LH2Qt9H5O0pRAsGFJFAqtFNL2oQBG8nIqStMyn1BgYGNq9UKiDTH1OQ8fW+b4vI+Wk7emPM0SLyZSKal1Sv6dyD///MFDUftFsduvPOOz/7jDPOGG11jSAIDiAiBD4sIkAGUahlKuWDDiKIy/KmUZn5RM/Z3HXvqDHmDCDRIZHYCqwXzzdWlKpUKjsuXLjwd1MZgH0N/jXW2lR5RWZ+l1IKu3TUzvENRvbmPdbaS7LeDWZGiQHSlGhX69h8/RnMWX/PwyOdUOTapVmbGpPAooqIXNyT3PHE1rETywC8jj3wVXW7s2fP3nDGjBn/EZGDnHPowR03T5VY01ovyKJKNMbMR1BTSm0YRdGh9Xq9rYh8nvv1rFxHpenI+vYTEPyj/QTpZAS3J3z/7z1Z4xtjaiKyfxG5t6wx8fcmIg60VNXB7OScQw9npgVBANTuXh65+4HME9oc4GuA7wzDoOZvWQAAIABJREFUEHrKbc0TgzSK7PjSBmTmOyBG4Rc/k3Zlbc6B+tY2UxWA/QIDgRTPfEmWPzxICosnYAUAW/8tEd0YhiF64CeZr+Wi/BEvArMu0fLvXo0Mfdy/ygOk89mOVKpPz0u9nbUW5DGl5fRAGYBzOqo8rDsP+BrdG9MAT57+DvSBLVsqfNC5noiOIKKbRYQ7kSNs8VH7GXRgwzAEFaE6+OCDd+zr6wMbEkBd6Pn8GxHdMjo6elalUkF7z7FxP2cerzAz9G4f66VyTDKAMDMWBN8Lw3CcqjPnvNDXChEDsCl1TKPpg+po1i4Uc/LB+vgiNffkvTDzgUopZCGeiqKoWq/XUU/ObZ7W9IcigncJALKudpLJC8dyj1ggOufAZpbLjDE/iqJohdb6MqXUu7xYBHrDUVK42Vo73seNnSZS2c45+KArQw1YRF6qtZ4mIltFUfSOrLIAM/+TiH4UhiEkL8fNGHMQlJnKNHSxR1IG4GL+Ko/u0AOeuhAE9BOYp/IQ6HvNWCCLt9RaAzB1TRYRR5FpBkFwPHaCIOP3FITPAehEROrLly8/PVbKYeY3K6W+nCdd3RQ0UCMG7eJFMRNTkfmlHRsHYK91u1WnwhIDAwMvrFQqqFnPEJFjnHM3F52bR4Wfl1U+AEo5iiKgwQuhfuP5MDOEJIDqhopW28Vaq3vwAfybIvIlInpzLwMwenO11iuKslv59++C5FwGBwcPjqII6Xr0wY+JRYCW1O+su07f+8UQ6uXPRw04CALUhdErfJO19tA2/gN24FYRebdzbkL/sm/Nu3EqMA9F38k15fgyAK8pT2oNn6cX8D4suXI3xnxKRE6Nomj7er2OD8wkY2YIKKDPErXj8X7TXgTgarW6X6VSOdGT8IP393EgsB966KGP3XnnncuaJ8PMSCmub61Fj20h81zEp0VRtGvRXVubADyGpiWincIwxM68Y2NmBF6guNGWBWBQIfM1wCNbsS5hsE4AW/EkPPHE88Ge1QlxSvJmmBklDCymkArvyQ6YmZFGnt+pxGA7YJV/T08REQiXoF4MWtbh/v7+M9FqVehBJQ5OUUOCT7ALX9poNHYdHh6GtvQkM8Z8Cf574oknNlmyZAkQ/2MGpD2ISdr173c617X1vDIAr61PdjW6L2YG6OeQZL8o2jSICIxV2DkhFTrJPFDkf0Tk8845gE/GrdMAjJ2FiCDNhz5k1KvwMUN/Lmq8AKS0pNRDyw2EF9J6OvO423M1vyhLLi/nWFiYoJ8TVJ2p/sszTvIYD0i7DLv/vr6+3Yt83PO0Fvke8A8UYX4KguCdEJ+Pouj+FStW7NmrPmZjzMMoL4Rh2BGVZpPfxmrwAFZ1SrBijLlTRP5prUWKPdU8hev5YJETkXGxCBG5ddq0aecMDQ09VOSZt+GCRpsdfp8fa1OLntSx4LMyXyvT0PmfQhmA8/uqPLJDD/ga5WNhGI63F6EuSkSPpLX/BEHwWiAqveD8m9LALEUCsAdugZZwdyJ6VhRF90E9yFqL3t0xC4Lg/UQEcojUXkbP5wvu40KkHc0uQw3No3Yz5d7auRu1TCLauBcBpPk6xhhQZG4fRdFH6vX6RXkeuzHmQyICWsrUHeXg4OARURSBdKIvz3g4hpnRZoNa41XWWqSee2ZxsCCiK8MwxLvRseH9Vkp921p7SKeDINMjIme04sZm5sOVUtck0/fAKvT390NcYlwsgoi+GUUR2oXABtbW2vUBMzM0i5EC/2Fai9/pp5/ed/fdd0PR6WthGB4dX4iZR0XkSuccxEVKy/BAGYDLV2TKPeDTz8c658bE4D0gC+w6G6cEKPzwTyaiJWEYQnw+1bICsEeXotUDLU9oMUIf41djFqC0QfHxIKI5YRiCInCCeaat52T1TGY508u93aa1PqlWq4GhqrAhMIkIZOd0r1KozZMIguBzRIR2mW/lJXzAM0FfdK1WAzHKBCtCW+n7TsfS/Y1G4+hWNIiFHZc4wQdgCCP0R1E0B6xhnYzn0djPs9aChrIrw/uHYJpGJsPMoBXdoFW/dSuxCK31xUkRiuQEs4g4vGwoslfTiGggDENIg44buM211pf7vy3CH4wx94oIficgHyktwwNlAC5fkSn1gK+NQQVmLNXnASefS/vo+TTcK0XkE8451H1bWloARroSYgdE9CoRwU7rbiBd86Y8QQRCRH9qRnhiEtAPhp5sL1ikYrm8RqMxs16vY9zcFvsPqXuITUxVAMaEUHvUWg+JyEilUqm2+pDHk/cKOn9NC9joAQf9ZLsFkH8/QOUIpakfO+dS6UpzO6vNgQkQG/is97TWAgNQyDyGAbSaUMB6sNDJKQczM4gxHrTWTtJHLpK+R7+61voTTWIRWNCgX3u8NSorAMdT9ItPpMZxPnbF49ZM9RkEwTFE9KUyDZ3vbSgDcD4/lUd16AFmBhUf+hZf7Ns0HiOim5JpK/8xvFJEcOy+ebRF4wDs5fwgdjCGrhaRu4BwrdfrVxWdstf0/UBzL6NvsbilU+m9tHnklXtLngvi/9HR0SfRQiMi3+p1G00rf3nRin280Dtqz6nGzJ/wtJQT0viDg4MmiiK007Stt3rhgllEdF4YhpBUnDJLtnH5evCDrfjJ0yZhjNkRalae03q8lNHNhL2WL0BmEzJD3UgXzp49e/0ZM2ZAV3qCWISIYOeK1PsYCjpr3uCfJiIQn4Dda0InQzPVJ3SewefunHtv1rjr+t/LALyuvwFTfP+esQpB7UK/wp9mrd0+vmze9ofkNJkZxAufAoqViJC2+ynaW3rRG2mMaURR9DrnHIgexoyZAbABAcEre+gu8lSVaPtoKffWdN+o64m19hVTRSTR6v58cEA/6t3t1Hvw8Y2i6IB6vT5Gx+n9h/TuttZakD5MMmZGa8uNWKhVKpW5CxcuBJp2Si3pv2q1ur3WGtmPT4VheHqeCyPoQPQh7h3Pc06eY/B7EZE9ksxqHoyItG5h1anmazaJRYBJDsDCo6210Ctua3Pnzt2qr6/vO0A6I3iHYXg9TvCKSOAaPxcLJ2ZGR8OG1tots8Zc1/9eBuB1/Q2YwvuP64jWWo3WBRFBKnoDpVRkjJkpIqgpzQT5QJKgPm1KnnYQIBcE7+Woh3lll1TGoE5vyxhzn1LqnjAMsWMYsyAIntRanxOG4bmdjtvinsbk3oiIwzBMlXuLz/OtM4cvXbp0U7R+rOwAjHn4OiNSmJuKyIK0BQ8zo9/5vmSfru8BR5/rpJ2ipyAFHWg9DMOgl/5tN1az/3w6+UOVSmWHhQsX/qHduX5BhrR1z+uc3n/3JAFdedP3RX3nSy7g0kZfNsQigH5Gn/u4WETamEEQXOclNsFzPgY884EdpYOdiAjpavS866JzWteOLwPwuvbEV+L9MvNj4BwWkRM8qvkEa+3lXk4NaTF8aFLTXwsWLJj++OOPYzcCdqeXQOyAiEC6fzFAKlkgrE5vk5lRe8aCYEy+zgNRlkzVx4SZIfcGgYqW2sfz5s17Y6PRALDpePjPf/AOXVkp6GZfGmNuEhFI7oF04Yjk34MgOAfzdM6NpVGr1epBWutbU/ynvW7vtkXVlDp9tk3znOQ/MFKBEaodqYmvwaNX9vVFlbfyzNurauF3MlaT9qC9b2Sl7/OM3XxMsgbs++3RB4zUOsCId0EsIgxD9PxOMo/K/jyyFhtssMFrbrzxxr9B2EREnu+c29qnoc+JxS86md+6cE4ZgNeFp7yK7hHptCiKztBao4f3p9bag5n520QERZbPWWtPSk7twAMPnDl9+nTwLoPlaEzcnIi+OzIycv6iRYsmIDCnKgBjPpg3gFxhGN7tCSp2tNa+bKrcyMxZcm8gW0A7yDj706rYATcFsLcSERYDjyxfvhz9uajfK1/nh+bw7tban3qQzsuttdDHHTMEMa31hSLyx/7+/j2GhoZWupB7Gz1ltBR9z1o7idYT9dRNNtnkiSiKrnbOASHec/PtPRA2ALnKPV7YAeWP1PR9NxNoBcLyz+coEUHKG7KaaEu7Pk0swtOQzhKR0wCcjKk+MX9oIfei572be1zdzy0D8Or+hNbQ+QVB8Gkiej8CB3RooyiaR0TY7eEHDXWgH+LWQIXY19eHHlL0xW6jlPonAEZ9fX3ntKsFTnEA/pNH4R7u+20vzVsb7ORxGWO2Awl/mrCAb3MZExBoCoCrbAecnAcz/1Ip9TIR+VhC6P2Pnl96vv8gQ20KCyssbrCTn0NEX+62/7YTXycWAan+i7MNWutjm4VBkLL17FkTQEjdzCPtXGa+379/R7ZL33d73TwoaGYGPgFgLYDjtIigVo7e3/HSjzEGi6mTlVJ3aK3Pi6JoETJeIlKdqsxRt/e+upxfBuDV5UmsZfMIguBhEEUopZ4FekNP/fcda+0BHkEKNC1qRc+D2IFSarFndQLfbaZNZQA2xlyEenWlUjmo0Whg5z7ltaxYWq9Sqbw6XnjEdTUimiQBt6p3wE1BGP3MEB8AGcXrPYnD26IoYq01dpM0b968lzUaDQB4IDLwtjAMx/pGV5W18x8zX62UAgHMOKmI56E+3FqL93lKzRhzvohAbxqCI8h8TMn7lycANz1naG9j5/9a9AaLyO8gjAKxiEMOOWTP0dHRISJaP4oiZKv+BzrRIvIR51xPsRNT6vyVPHgZgFeyw9eVy3n0s4DeUSm1iSe/R10LFHoAXj0CsQP0/NbrdQTgQjaVAdinUf/jJf6QfoaYwpQbhCmQeg/DcGsfsO7xLTnQvJ1gq1MAxsR8rRxI2kalUjm60WggwILQBLv7rxER+mUh2r7PlDsyxwWy/AcwFGqhzrkd410xEb2jUxWnHFMaP4SZZ0DyUil1m1IK1KXj6fsi42QdWzQAJ8czxsyFIENSLEJEQpRu/MIa898ItKZhGHZNUpJ1L2vq38sAvKY+udV43tVq9XQQAQDt7NGVEH9HEEats7bRRht97Nprr/1vN7cwlQEY8/JtJpuLyGd7pWCU5359yvsOEdlZKfWXVrq5WQEkz7Wm4pggCL5DRPuKCEBzYFB6QkSAFj7HWnvaVFyzkzGz/Ida7K9+9SvoV38VpW3PzDaOjO/kmkXO8RKWaOO5ME7fFzk/z7HdBODk+IODg/tFUfQepRQWV+BXB2YBi4ixnftU7eDz3OPqfkwZgFf3J7QGzi8IAtR545mjZWgpdrw9vhUARNAu0lUgbzMnrNqBTEaNEzv5lWUbedQ3Fi8gemhlmxAREMTtjllZc26+DgIHdJRhWHyhrDCumrOqJtV03Tz+e45SamulFHrNwVK10kxEXkBEeP8K6R0XnOCLkEr2UpkFT215OFL0yHDhPY6JV37SiYJYrya0Oo9TBuDV+emsoXNDC0K8+iWiETBcAfFKRB1Lp6W4Aj2jSNlC3KDnJiIAnQD4hNo0FhEryxD4sbgAIcMtRARfptlWSim0cEGwYLUyEXk1Fgd+UgheWMRAfWh1sjz+g3jIdj4AT+K3nuKbQZ0Vi5hb/SJmKi6Ha6Avf5yesgcXeSFIV0RkBvlVOMpPzrkFPRh7rRuiDMBr3SNd9TcUBAH6ftErieCBlop/iQg+Jtit/sATxN/ezUynOgUdBMGjRIQa1nVhGK4sZZcKOKeBMhURfBypVftJVgq1G992ei6oMkdGRrBT3Nr3kmIH9DhYxETk6845CL6vFpblv4GBgZdVKpV7lFIgD0HweMBa+7qVNXlP4QqymWuccwC49dx6lYJu7iFGxouItsCERUQ556YERNZzh6yCAcsAvAqcvi5c0iu7iIj8jYiAdEZD/6MicggRoacWu8o7Go3GZZ2o3UxlAPaMTw8SETiX91tZvYy+zWUs6Cbk3m4Mw3CSFF9WAFnZ7xgzA5ADfWJIPb5FRH4J8JVSarbW+v0i8kWl1GP9/f17Dw0NgaBllVqW/zy/MYQRXudl/5DqP9Nae8ZUT7xarb5Ea43yCtDYBzS3oPXq+t0EYE9NChIW/JbHWLRADCMi7yGiV/jF9rNE5E9J6tlezX1tGacMwGvLk1zN7gO9jEoprILxI/wiEaGx/4+77LLLLmecccao1489zP9YQd7+s0ajcfnw8DA4gTNtKgMwM4PhJ4iiaF98CPv7+zeaarIIUHVGUfTmZz/72ZvHADWv7vQF9FM65yakmrMCSKYDe3iAMWaxiLyBiK5AtgC0mUSEvu7Xi8ivG43Gc4aHh//BzKhn7kBEp7cSeu/htNoOldGGhH7111lrN4sHCYLgXCJ6n9Z6+1qt9sBUztO3Qf1PpVLZv9Fo3Ld06dINQD/a62sWDcBNPNIgT/kREX0xDMOaMeZoEfmM73r4PYhYPPByXIa01/NfG8YrA/Da8BRXw3sIguBDIGcHCBKtRzNnztzy8ccfvwtkGyLyXuccdkRjxszQ/z3SI38VaPCwY27X8jHFAfgvqL1Za9/JzEih3mCtPWWq3OzpGhcT0bubpRM97/DezXJ5q0MA9v3caJUB2vnNYRiOaep6daFvYucOOlIRudk5hx0ynjU+0mBA+661Fi1pq8Ra+c8YE/NzH9isC+1Zn7a01j5/KiftfRaCbYuZ0aJ3nbW2pQpVp3PJCsB77LHHBltssQVS8EklpR9A+CSpn2yMgWTlIWDL0lr/EEpLviUpmAoKzU7vd3U8rwzAq+NTWUvm5PlgL/O6pI9ba1/r9YGPAlNOGIaT6P78BxC7ZQB5oOkLZZyvWGtRUx63qQrAxpjNROQfWuttarXaw8x8g4js5Zybso9u3HqUpkPsgxYWBBNaklZ1AGZmMCG9H0QRSUWgIAiglPMQkNzW2vuDILieiPZJplEHBwf3ajQaFgAzIjokZkVbma99C/+Bnxo7u2ux+EqbDzOjvvmdpFhHL+c9ODj43CiKHtFaP69Wqz3KzGiDwgIMiOWeWloAnjNnznOmTZt2elJLGHSwjUbj0nq9/v3kBKAiRURYOAIt/pb+/v5bR0ZG0PFwIzIgIrJsZfXQ99QxK3GwMgCvRGeva5fyvYxgPjrA6/Re6Jz7cBAEA0R0rZefO3DhwoVQ0JlkzAxyeNQ/d1NKra+U+i3OC8Pw/CkMwGDBOtJaOwYiYWYgkn8xVQLjQRD8UGs9Rr7R6v0wxuyAVG4s94bjVmUANsb8VERAuPApsCA1LYyQvp9vrcVHGf57jVLqJ2lpVGYGEG8/pdQkXvCp/q2k+Q8azbguyDdaXX9gYCCoVCpYPEwJKYcxBiUHjqX8/Pt311T00sYB2O9wob+MsgHAkn8TkdunTZt28dDQ0J1pvjDGnCYiIIj5dSxPmcQweCKe91prkfEorYUHygBcvhpT5gFmPlMp9TF8POL/X6lUXh4HXK8+s6tS6lxr7cfbTcQYMygi2JXsQUSoK1MURV+p1+uTAErd3BAzgwf6+865t8XjMDP4qdFKcWo3YzefG9NPEtEsCD+0GzumpWw0GjsPDw//ZlUEYC8Mjx3ZE6DpTFs4MfODIvK/zrkjE/77BwBF1lpwg08wL/R+loi0VMbqpc/jsZr9x8woibzFU0227fv2u9J5U0FL6dP3t4VheHTT+3d5L5WFPLAMLU4IuMg0oU//G0R0QRiG97bzOTND6xlkK1hQf8AvtK7EwnXatGkbj4yM4Lf80alYNEzFu7AqxywD8Kr0/jpwba8sBC3djzLz9yHMEIZhTNKAHRLk/1Av/lEYhnvncYkXcEeP7H9FBI3/D4jIEHbXec5vdQzUbmbMmLEsiqId6vU6gCRjxsygWNzZWgtZxJ7YvHnzXtpoNO5NE2BodYGkMMPKDsDMjIwFMhI1a+28tDnOnz9/05GRkX9UKpVdkkIaXlHq1a3SqPPnz99yZGTkDqUUGLMgudhWj7YXDyDpP2YGJ/k3iWhBK/m9lIUD3o/l1tqeCTNUq9WNtNb/rlQq2yU1iZn56+gN7xZNjGwEpB+JCLV3kHw8jd9QX1/frkNDQygbtDWPVcACTKIoen29Xkd5CL+POcBMQHbUOfd5jyCXdrKOWddaV/5eBuB15Umvovtk5r+iFwkaof7HCm7on1lrke4aM78a/ybSzJVK5S0LFy7EyrytxSlosO2IyIlod1FKAbX6Z6VUOHPmzI9eccUVy7LGSf7dLwYWNAute6L5npLiZ0kQtgnC4Nj9AQAvK0MPeNasWdO33XZbtBQ9T2t9SrNCUHKeXsTiqGbAWLVa3U9rDaGGtv2gQRCgdohe4ZustYcWeXZFj20KwCBz+UGaBGGrceGXbbbZBv3tX+mVNKEHqKH8MZa+jy0Igj07FWWA7yuVyikisq+niXwAHOd9fX1njYyMfFkp9fxWmtxNc7hca70AqWlr7Ruafjfw3x3W2gH/GweL22nWWmh+l9bGA2UALl+PKfUAM6M3FLWgsY+vJ3GHCMO7sVpu+oAPi8jBSqmrrLXHtJtYWg14cHBwt0ajcYpf4aOGOyb4oLVG2wvQzG3NGHMfatXW2kmEEQDfKKU+01zzzBoz7e/MDGT4vtZa7EIK2eDg4MGQe1NK4eN5RFKxp9BAOQ4GOl0pdR4R/X6nnXaahfaxjGfyR7BeWWsPaT6OmcEJ/bmsNOrAwMDhWusvEdFjo6Oj+y5atOivOaZa+JA4ACulfg4BjE52a94/FwPjEIYhlJ66MqTvfSBDf+0Ew/vnsyWfyroI3hH8vkQEGSUoOqGnuLZ8+fIzFi9ePM7qloWCxnXmzJmz3nrrrfcTpdTLtdbvq9VqUL4at2YMg+9+AO93Sb6R9aDAtJPjmPKQ0gNdeQBp6CiKPlqv18/BQOh5hdyftRY0eFgtJ3/QsVj7A0uXLp3Vqv8xC4QVBAE+GCCAwGp9TPKQiG4dHR395PDw8J/SbgjzHB0d3XXRokVog5pgxphFIgJkL4gHOrbBwcFjoigCKYmx1iIQFzb02fp0cGOqAjAzIyOBPt4v5tnhebF6MJ3tHYYh5OgmmG+nepm1FtSOmcbMeAYgdPiEtXbsveml+QCMVDcYE18ehuF9nYzPzGi92rU5a9LhWPgtIFUP6s7m98+KyEuttfDJJDPGzI+i6F1ENCYV6PmdkUlAG1GqZQVg35FwEX47S5cu3bH5txhjGGJcAi4CDAUkJ621+M2VluGBMgCXr8iUewB9jSDjt9aOy5IxM+pH+KFu3zwBUBquWLHibiJC68/7rLWXNx+TFYCTx4PZqtFonOrJIcBRjJTZbUR0dhiGY8hXZgZwBNeCikvaBw7B6Bvd9jUyM9Li+DBC6Lxj82Cd54ZhGBPedzxW8kRjzM5RFAGMA2AO0qHo8800n74/wVoLDehJ5iX9FhXZGXld4ZNFZIlzbv/MSRQ4wBhzkohcQkRnhmF4eoFTJx3KzMi0/ME5hzRvR+aJPt7ZKivCzKjb3pZ8/4wx0Fw+Vms9S0TwHkC+Esxp5+eZRLsAbIypiYjxLVlvbR4PLUhaa1zv08B3xH9H66H/t67wGHnmvzYcUwbgteEprub3UK1WP6+1xsdlPFhAc3fFihWPaa1vSiI+k7fid3pAgw5ba6tNfxshov2K9pAODAxsXqlU8MHAeCCOf1IphfQh2mruttbio5Nq4GkWkbOcc+iBLWxoc0Fg63YXjQsbY0Bcgh3cl7PS9Xkn6oXg3+vroaip57YgCCDO/oe4Dph2IjP/Wyn16SK1wYGBgd0rlUrdA3/mN/ei5p5g04HgWiaiTXuxgPGtQmjXwW695Y6z3VyZGWIld4dhmApww7l4/7TW34iiCItItMcBrY3dMog6JvTJ5/FLWgBG5oiIIDyBfvgjmxnYEoH2zyLyiHNuj/jfYg74qWrZy3NPa9oxZQBe057YGjpfZgZy8sR6vT7+oQiC4Hgi+hz6D621UB2aZH7ndL1S6ikimpPYsXYUgJMXQNp04403BukAgi524stAOiAiF1trv908GWaGwDyYkF5Z9DGgzYWI3vrMM89ssXjxYgSirsynUIFM7q9UKgfnAa5lBICf+Y86+I4LBxFwf4vIQc65liIbPl27Tas0asb84Pv9wbIUs2p16kDs7qIoOpCIdK9S+H7xcorW+iW1Wg1AwEJmjIFwyb5pC8ogCMCvjF0oNKIRdO8AAK8dU1yeizcHYJ9Sxs4VC1H03qdaKwwDMyONP8NaCznC0nJ4oAzAOZxUHtK9B5gZvaD/aq4B+h8zBA9SU5fxlX0LzmtiMooiKeis2RtjPiAiEIu/QEQgvo46L7h37xCRS+NdADODuetmay3Ss7nNGIP0NdpcTgnD8LO5T2xzYAJEhIXCnkne4iLj+/7qr+DZVCoVkKIAsFPIgiCA7z7onNuw3YlBEECI4+udpvG96g7qwb+x1iJjUdg8Z/GXRQTczif3KgBjIp6gZGay1JJngswMMhMAFSFmP2ZBEHwEIDsiAgkL2oV+AopWETnFWtufZ9ysY5IB2BjzPRF5nYh8ul2/e0zVmcZP7gVYPm+tBdVoaTk8UAbgHE4qD+neA56CEkQHk4JXEAR/JqJHs0S7YzIKpdRPwY7VSQo67U6YGWm8R5KtUSCIUEodHotFRFGEa36eiK7SWp/ajAZt5yEQeYANKjl+tx5taqP5KxH9KW8fdeIjfx04uIno5jAM53c6J2aGBCGeH/pp25qnejzdWnth1rFpfwdV4nrrrfdjpdRziOjEMAyvKTIOavBQuYqi6PapaONiZpQ0vpWGBG81zyAI7tVa3y8iEKt4k1LqpUoplDuw0/1iEqzn5//eMAy/UOS+W7z3oVLqlSKyMWhBRWR/59xv24wLQh3IZX69uWxUrVbfprUG2UoZUwo8mNJZBZxVHtqdB5CGFpG3OefQzD9u8+bN2ymKIrSDANABSryWNm/evJc1Gg2kI6E5e2qn9djkBbCbFpG5zjkgfyfZ4ODgiVAq8inafnDcKqVOdM5h55gVcMCf++JeSxomA7AXRcAiAu0fbRnFMFlP+IDd1HO11if1IJU5EkXRvHq9jlptlj/AorQzpvJfAAAgAElEQVSJtRY1zI7Nc0xjh5h78eCBfxWkwKeKyMRnFBZC/StrceCR458EOYZ3xBNE9H0RwS4yFfxmjPkOyGfAq96x8/yJHrH8AoALnXMg08h6dr8WkT7n3A7NB3oaSpRnxhWkssYr/162IZXvwEr0AHpB/U5zUiuF391+uFKpvCxPGtRzzaKFBLWwcdq+orfjdWzPy0sraIy5QkSOEZHlHil8t4hc1dzTjHkwM9C1p0VRtGu9XsfupmeWQqUIRrEPVCqVV7bi1sbFfT0RKlX3egKGCW1gRSeITIGInOGcQ0tZpjHzW3yfd9dpVGbGbhEtWY9rrfdvV3v1EpNH7bzzzs9GP/NUBWD/3FGbR5vZpJS8F/tAyhkgQICp0Lq1PhHNzgMo9PP+qrV2vUxntzhgwYIF0x9//HFkEfA7ROZnm6yxwFGtlHrbY489tumPfvQj6P9OMCxilVLX9AoQmDWfteXv5Q54bXmSa8B9MDME2sGhm/rxZeYf+N1iZg+h37V+hohOUEo9uNFGG+0W6+gWcQUzA3z0pLX2gLznGWNQkzsRtTmIRYgIBAfwEf2NiODjeOHg4OCLoigCXeFF1toP5R0773FpAcRza2/VilSCmbGrgjDG57sFMsXz9P26/7bW5kZN+1as1PayvPefPI6ZgUCGgMIn0xDWvoXndhE5LpbBnMoAjLmB1AVUj2EY7ow2OBH5mIiA/e15IBkRkW9FUXSx1hop9L9Za1+f996Z+RkiemfWDjttvGq1ehz4nrXWaJ1CunnbLCasBIYBKX+AJidYtVod1FovLNPPeZ/g/z+uDMDFfVae0YUHkIZuNBo8PDzs0oYBWIuIftxKmi/x4Y9R0HegBikiLwLxRtoHot10mXkF6A8hKp73toIggBA5JWvWPvW4AIAopRT4qYFqxYc1c3eR97rJ41oFEGQZiOh7SalHZp6llEJrCdrADktDeHcyB5wD/0VR9NZ6vY7FVS4zxvwQZBFhGGLh0hOLGdeUUt+z1kJhadw8ABBUieOtbFMdgMHKFkURdplgnkJ24GHPN40yyzjph985Qj0qNykL/BdFEVSbcnGnJ34zqPkCSIid6lFZRByJ89r+Jj2GAmxiqT30PXnAa+kgZQBeSx/s6npbHqRyf6tVd7VarWqtwfrzrni30iJQT2hD8uxax6CHMSt4x+MBEQspvDAMc6VP4/M8mxUk9FLTgPhAighqdNCWBbr7fiJCv/M4YUG3z6dVAPFSj6D6HNvteX5mUEp+vzkwdTsHZgYH9wVF06HMjIXKZdZaMDb1zHzQA02n0lofVqvVvsvMS3xWZcJCaCoCsL8+6rkgzUAfLRZDM7TWb6rVajc33yjIQED1WfT9AwGHUuoLec8LguCVRDSslNq0UqkcFres5QnAHh0NBritWj0oY8wKiKFYa8cVsHr2UNfygcoAvJY/4NXt9nzbEfp+W358mflKUC1aa6EBnGppbUhereUGIgJI6uAsiT/f2gQ6x9cV9RMzL9dav71Wq92QPDducyGiedhVV6vVfSqVCtLV2JWNiUUQUe2JJ574SCuazTxzaRdAPOIc9VGQY7wyiiLUaDM5hPNcN3kMM2OHF1lrsesvZN2kUbMuhFQ7+MBFBMC+WfBBs8RerwKwMQayfO/xYiBoI7ofksJLly49a8mSJUs9pSfoJScILOAekDonoqfCMCzMoIXMg9b6iLTA3vSM0NONEgg0rScAt7ICMNrLiOj0KIpeFSsfNfs+Tu+X6eestzL972UA7sxv5VkdesBL1v3Tg06+12qYLNaodn3Afge6e5bUnw8CEFYH0UchY2Z83JdZa/dp+uABVIN62CT6PqSC8bEGeb9SagsiglJUvdFonDY8PIw+6dzWLoCAF1hEkBJuaK1fVqvVHsg9cIEDvf+O7wRFzcxo6xqx1u5V4JK5D/X600CEowywZfOJ3QTgIAjeSETvBu+1Lzf8XkRqu+yyyyfSBCuMMY+KyO9SUuOpi7g8N4me4yiKnmpH0QlMBRFhcXRuWvalXQCOMQwickE7mU//HHew1m6UZ97lMRM9UAbg8o1Y6R4IggCsVhBg373VxefMmfPs9dZbDyLhIG54R8rKuy0TVkLs/mdhGI7T5cXjMPPhXiS+IzQpWpNAWpBMA7bjt26ev2+ngpj5QbFYBOq0Wusz8zAptakBY0eO/uUQoB+AwpxzSPn21JCGB5grDMOO0six0lK7LEc3E/bKQn/zWYctoig6uV6vXxWPWTQAexKRdyml8M6uB8BdFEU35ckszJ8/f9bIyMhPReTjzjmg1VVWGSPr3o0xx4nIhWnofV+GuEpEwE42O6lt3bRYRE04VY7Q+++xrN58ZIJE5Bbn3GDWnMu/T/ZAGYDLt2Kle8BTEoL9qm3wM8acICKgrnxDc19kHiYsL3oPnme0g7y9idAAtcH1sz4w7ZyTBNAEQXA5Eb19+vTpz73hhhvQbpXbgiDYhohORS8yEaE15R8ictvo6Og5t9xyy5hYRLOltCEBAPNzEdlSa30CELK+RnuJiMxp1eOce5JNB3rE+gbW2l27GAMAuCPDMBzqdIy084wxQyJyQCxswMxoC0IfNzITY1KJeQKwb5laQES7erEDCIjc2AmJCGrxSql3E9GLarXaw0CsYx5pi8O8vgDzVKVSqSZpSH35BtiGxdZaSHu2tFY7YGZeiDp2FqiqWq3uqrWGtncZR/I+tKbjSsd16LjytM494NNb91cqlZ0XLlyIj1pLM8Y4iIk3fwzyBOB4UF93DmL0J/7dMwqdHIYhpAE7MmMMeoBB6n82hMo9neBnOhrMn4QU/ejoKFpWgNh9kVIKOsRYREDEAGnbMUsGkCAI3k9EqPGit3cCwQUzA/382l7I5SXvy/vvA0VR501joDd6aS/BYQAoicjVWuu5tVoN9z5mzAyRg6uVUn/XWh/QaDTApPaVZirKIAjeiYWUF+cQIvpFFEXXpvV5F33OvmyxmbX2hXErW61WA96hIwP6WEQeBYmGzxj9r1JqO7/bz2TKaiHG8HawvbXrVEj4FG2DqG8D9V9aBx4oA3AHTitP6d4D/gP+0zAMM/tHmRnApUeSu4UiARiz9Sk/8DA/VKlUzmg0GujX7YoMwhjzIc8hjX7gn1trkU7umUGWcWRkBKQNSO+BnhCo6u9HUXQREc1EAFFK4aML1C1Q2UAlTzJmhqj9A52AzdLGGxwcPCKKIvivECd281jef6ClhGh8T4yZUYP/WlrZwgdi1O6BCsbCbi6uzcynKKVQs4fIBgglcMxV1loE7J6aV4RC/+2sbt8/T6pypoh8CBKASqm/psl7trqBtADsqULBd54plwkMABaHvaRY7amz14DBygC8BjyktXGKoNSLomiPPAxK1Wr1VVpr7P7OjakWiwbg2Ice3LWDD+hd9+h6Rq4nVgYFn9csBroZVIDoM0b99d9RFHG9XgfFY6pB41dE7tJaf7JWqyGgd2VBEHxHa70ZSCa6Guj/dqajWusguVvtdEzfjzrNWvvydmMEQfBpIkL9HQYOZBBb/FhEvuSc+3qn189zns9cACD3IHbCec5pd0yCEe6qMAwnYSUyzp1QA/YZHWh0Q4ykrfnyzn39/f2bDQ0N/Svr+PLv6R4oA3D5ZqwSD3gN1V+IyLbOub9kTcILvqOdYjtr7f2dBmBcx9dusXtDnQzsRB2ZD4hnQjVpqtC8aROLherV/1HJjvpd208h7diqnuoF399XqVRenofqM+PDDUL+M8IwvKAjxyVO8gsi7Nze0M1YzHwpER3zxBNPbNKqvcsD8w4lopdGUQQQHzAITxLR/DAMwS++Usy/f2h/a9lmlzUR//sBmc3WXuijk1aw8QAcBMHniOgd/f39mw8NDSHT0taYGcxie+VZQGeNtS7/vQzA6/LTX8X37lNYYC7K9fH17UUvBClApwGYmaHYcyu0hX2rzjOjo6MDixYtuquIO0AvGEXRH5VSoLLcMSklV2ScoscaY+4UEaRKQezAPoWK1HMsFgG92LugotNMVcjMP/F6xs8vet34+CAIDAQQOpUUbL6ul+IDLWXHbSzotdZaLxGRdydrtUjhr1ix4iwiQgo/rqej9e0yEdncp/AhlnGgiHzROQeU85Sa9x9AZw+ipNCJKIUx5lMi8kEi+nkURcNE9MEswFSLhdxYAI6i6H1a629rrU/Oq/LlS0hgrNt/Sh22lg9eBuC1/AGvzrfHzKhf7lIExBHTCiql5nQiR8jMYAQCbR6CGHbDAJLsiZYO5xwkCHMZ2jSI6HHQKTJzg4hSxdRzDZbjIJ+6BGDsH1rr/RqNxu5pICJmRhryKCB3QT0pInf7eubl/n4B6vqutdbkuOykQ4wxi0UErStt07xFxob/oig6oF0avd14/p34kbV24Igjjthk2bJlZwCnBp5jEUF/9bcbjcYlixYtGkMew5rUpE5Cv6uI3Ouc6zqtnjFXgPW26O/v33dkZORRpdQVrWr3aeP4RSja6s5OlGOi/v7+3YaGhsCJndviGrBSCqUYoJlzZYO8JOTjSikwZIF4pLQOPVAG4A4dV57WvQc8i9CSZcuWbXjbbbcBPJNpzAwuW/A2A6FaOOiBChOo5TAMz4sv5lWLIIN4Vx6ZN2bG7vP11lrQTI4R74sIROI7CmpZNx0EwY3gq1ZK3WStPbQ5gLQ6PwgCyPUhII/3rqIWjACttT62EwRuEATwH+gnwbDUE2NmiFb8PsnVnHdgjyVATR9SiHPRUy0ijymlbuvr67uwFcq+uQ3Jo4gRwNDG9Z5OfJNnzl5P9yy8f8aYD4jIeUS0T5YSkn/vgZgGt/Q+ycDn3z8wXY29G3nNB2AA+LATzxRASfxegC5Hm1dHPfR557cuHFcG4HXhKa/G94hGfl+LRWDNZcaYL4vI0UT0uqwPV3JAY8zeIgJOZN18oYGBgRdWKhX0BkOc/OhW4gxxmwsRvSmutxpjzhWRd8Z9p7luIsdBAwMDm1cqFdA9bqGUepe19rr4tDx9rMlL4AMOBR3U7dAXTUQSRdFpeYgk4nE81eetaf7LcTstD/H16eOKpFE9kQlIR17lB4bYwa2+XStzV9aGyARa1W8BkUkYhj0ll0D5g4gWh2EIUYwxY2bUnne21s5s5SD/vqM16hbs8puP81Ke8N/mRZ6D1/BFJuNV1lroSecyT6Rz98rEPeSa2Bp4UBmA18CHtjZN2csBbl+0hurRnw9Za1+Q1x9+54p6bUuUpzGmJiLYyV7bgk7yKRGxzjnUXMfs9NNP77v77ruhCjSrV7q/QRCgtQQAr99aa+MgM36rRQNwUzBGIFgoIhCh0ET0R8/qhCxAS/M92S+31qIlqmc2f/78DUdGRv6ttX5trVZDTT3VvKoT0Mug8oyF33/e398/MDQ0hF1vbsvg0sZiEIH4n5VK5cBuQWvxpHxP9oub3z9mhjzhb5tpJY866qgZS5cuRZnmxZC/bNOzrpHGr1QqO7TTgk46x5O//Bl90dZaLPDyWgXIdaXUrtbaQinvvBdYl44rA/C69LRXw3v16keuKJuO1wMG1/G1YRgem+fWmBntEp+11rZtxalWq0drrS+FhFx/f/8ecZsF2jQgLReG4XbN12PmP3k0KlLFXRkQpkqp/UXkUucclIwmWTcBGIP5lCvqeN8QETBSAUyDoAZw0ML+/v6PDA0NrUhe2PvvC9baj3R1gyknMzMUo+4Kw3B+8s8eYBWLHYwpS4lIiAwEET3aKZNUHv+Bb1lEdtFan92L9i1mXqq1/kzzWAMDA7v39fUh0H40DMNzcf+exQyZlYecc2g7a2v+/ftB2qIx7URmfkBEZhAR2qFenTV+YhEBlqyBXitZ5b3+2nZcGYDXtie6Bt6PRzQPhWF4RN7p+1YO0FSeorV+fa1WQ9Bqab6X+M4i6VPP7bydiHzY70KOaTQaW6cJJwRBcAloFYumAZMTnjt37h59fX3QhaUoig6p1+tA6KZangCS5UvPx3wxEb0BbThz5859dV9fH4IdkOJIiT4sIm7atGmnrVix4hVEhPT9lHwzfGvVW9FP7VPdQHZDpQosS78nIrwfp/vghD7ag4qkrJt9kdd/Pj3+QRH5gXOusGpRfN125Q9/T2BQO15rDVTyFb6e/WVr7TFZz9Gfj5awt+TZzQZBcBMR4RmjdzyVC7rVNb2c6H3W2t3yzKs8pr0HpuTHVDq99EARD3gCAHwIcgt6x21IYAGCKk1W/ZWZoXgESsaXFJmb53h+p++5fX8rHmBmxtyh/7p9UnA977V8AEfQAUIZwJi2ljeAZI3jUc27NS8cqtXq9lprpHvnANhERM+A3L+/v/8VQ0NDD2WNW/TvsYyjJ8Xoh9gB2sSsteckx/IsXNeDqtM5B0R7R1bEf57I5JvggxaRt9Tr9W8UvagHPL2y3fsXBMG9RIT3879a60OyFpXJOfiMxpNZffWe3/qrIjJIRGD/KhqAAX78nzAMQY9aWpceKANwlw4sT+/eA9Vq9Uit9XVFdlfJPmBmRkB4uJ0ubRAEf1dKfdk5d2rRGRtjlooI6BLRAgTWptQ6JTP/RUS+45yDYHpuY2Ygk3dUSn3MWgtKwUwrEkCyBguC4FGt9X2tdGkHBwe3bjQafyAi0DRuhNYeIkLq+hznHGgVOzJmRh0dYge7ebED9DD/qt3uylMlQvwdoKSOrRP/+cXKG4joijAMjytycWb+p1LqSmstFoyTLCZK8Qs99FkXLmX4929xO/UrD6CqIVWdpQfcPEljzHUicmi3FJpF/La2H1sG4LX9Ca8h9+eBHde04vBtvo2mADwL9Vet9VlptTpjDNLIaHMB+jQq4hJmRpoOeqdbBkHwPSKCBuzF1tr3p8zpi2gxTdOfTbum383hnMe11vtCJSfv3DoJIK3G9qnnn4nIGc45AL8mmAc/Aey0UX9/f/+yZcsA1gJQCVSKS4no2+Aibgegigc0xhwrImiNArBsjDRERK5xzn3RZxvmtUIEMzPEG6DAlEmVmOXHTv3HzNABvpCIfrfTTjvNStP/bb62L3/ctfPOO/enHc/MdyA7A6pQpdR9URRdr7U+slarAeWd2zybFchZtko7yftveswXXTQAMzMyPA/1goI0902t5QeWAXgtf8Bryu0xM3ZSM/PWUJuZsIIgOAf8vo1G46XDw8MARI2bMQbaqJBXK8QAFQTBR4jokyKyp3MOLFIAxyD4nA6VHJBwJK/jkaUPjY6Obr1o0SIIILQ0ZkYd81AR+bpzrvBup9MA0mpCQRCcT0Sop29fq9UeSB4HOT9PegLaw3ED09To6OhpInII6B1FBBSGWKRcGIYhGKfGzBgDoguQ+8diBwA3XeWcA9J43Hwr2ANa6xc0ayIzM2qkx82cOXPTK664Ylm373U3/luwYMH0v//977+Mogi9s+/D4iHHs96j+f0zxgyCf1opBVGDvay1AMDhHcO7cXBRdrDBwcHnRlH0yIwZMza5+uqrQbgybswMIZIFy5cvn7l48eJ/++u01ANOux9mFqSunXM4r7QeeKAMwD1wYjlE9x4YHBx8ZxRFQNjmeifTqCj9TgI1rQk7AKRYiejr1lqo3uQypF1FBIHosjAM35s8ydNQIsBsAv7hJP8yMz+ilBq21qJuPMkOP/zwLZ5++mnseGaid9g5V2iXEw/YTQBp5QCP+sUiaEJrlzHm0SiK0HrVlqoR3NhIURIRdqgQiwCKerqIPE1Ed2itr6jVaiAxaWleuQkc3ePgoyAI9iSiHyqlTrbWAp3etfXCf0EQXOPrqJCabknCwsx/Qz07iWhnZigtvZWIhsMwBGvXBAMqHDzVRRDKGADPSkSQoj8pHjAGgDXLZRbZAQdB8CXINHargNX1g1vLBsj1sVvL7rm8ndXUA+hl9LJ64x+PVlNtxQWNVhki+kH8UZs7d+5WfX19Dy9fvnzjeOWf5/Z9W8c/2wnO+77ieSJyfdwX7D/KYAmalAZkZqCpQZN4T9EPa/OcexFA0vzgUa63W2uhn6s84cW9/f39z83qtfW8zof53TDqxSBZAYoZgfgnIvI551zbAOyzFUA4jzMzoX5PRD/NEpjP81x7vYAJgmCAiADw+1elUjmouQ83Ln9Mnz590xtuuOEJT67yfSJC+v6EMAyvarNQA7bh8iILR2YGSc0BzrnxbA8zP05Ed4ZhCEDduBUJwKD79NSrPaMgLfK81tZjywC8tj7ZNfC+mBniBhvlaaVoFYB9Wm8hKBjxcWPmz/u6bGpdLM1Nvk0DQeDZWW70zFhQknnkmWee2Wv69OmbNRqNe5966qkZt99++5Px+cz8baXUfkqpS6y1aPXpyqYwACPw3gymMefcV/BB9+nQLZsnDAKSX/7ylxA7OCQhdoCa+aXWWrCKjZkx5gQRAeJ2F1/3haAExA8mpKD9sTuKyK8bjcZz0O7le6JB/pGbKjGPY3vtPy90gbo2JDNPSwR67JLHFmRed/hsL0WYGci8XvI5IrK3cw5Zk0xj5hcrpf4Y15vx3onIy51zz20+uWAARvr5bWnPLHNS5QEtPVAG4PLlWG08wMzvU0qdn6dXt50aEjN/RUQOg1QakKFEdEte1GqiTQPn59aG9a1U24NMQSkFpCtaaE7y6b8x7uq+vj5z88035/qQZj2UXgeQ5PVQ8wUbmHNuQ++/b4VheDSOmT179owZM2Z8An8nom2BDFdKfUtrfXFOENbRIvJ2iEUA+UxEqKUCnT5eR/Up2yGt9Z9F5FwienUYhiBB6ZlNhf+AQ9Bao2f4f621+2CycUmCiLYSkYO9+EJqeSLt5vzCDextudmqmBmI/6uI6F8icvbo6OhuaWpfeQOwMeYSKE31SgGrZw9xLRioDMBrwUNcm24BFJNa63NrtVpbtqUsOUIP6gLqebsoiraq1+uozWaab9OoW2tzk4IkdjuXEdHxIvI3pF29QMAJUOOx1r4+8+IFDpiKAJK8vCf4B+XgDn19fXs1Go23igh4iNETDNrHxaOjoxcODw//psC0Jxw6MDBwOEQhiOi1SikQ+98DRLRvS4LE4Mwoii7qpHUsa05T5T9jzI5RFH2LiKA3DewAem4fI6L1oyga7ETxCQsSpdSvrbWg4My0IAiuJyJwfuNZXRKGIfq5J1neAAyqTC/YUKiHPnOi5QFjgt6llR5YbTxgjHlQRPpbtVLEE80KwMaYzbwqzgg0c/PcoG/TQAq84w+Np06EUPoMEFdorT8ShuH5ea5f5JipCiDxHAYGBnarVCpjyG/fmwpWrEVEdF6M1i0y36xjjTEAIh2HdCuAW+CoFpG/OucmIK+zxsn796n2HzNDGGKs5oodsXMO99WRJUBUp+bpE583b95OjUbjbiL6WTNSPzmBAgE4EpETnXOf6+gGypNaeqAMwOXLsVp5IAiC04joE1lp6KwAjJsyxvxTRDbVWu9fq9VQm2xpzAx07YINNthg2xtvvBE7jo7Mp7BRdwb4SBHRZ5pR1B0N3HTSVAQQ9KtC3J2IsFsHLzR6piHWMK+VOlQv7qV5jCAIvoO2Jw/imqaU+oOXYvx4r643Ff5Lzs0Y8yMRgQwkep3v6e/v37WZW7vIvfg2oncS0TZhGILDu6V5+cpDtdZntuOwzhOABwcHz240Gqc65yYpiBWZf3lsugfKAFy+GaudB3wa+mO1Wg2AlVTLCsBeoQhIXICBIPe2aauxiu4wWo3jwVsQE7gRhBHQbSUiMEeB3WnXXjq6VwEE945UqYgg4MViBwBhXaq1BjEI5BBfaq19Ti/n38aHaGP6moj8mIi26Ovre/PIyMgpoD9USuEZ/glKTjvttNOH85BgZFznK3mzI3nv3RgzHwAzpdTTSAFXKpWdG43GkIhspbV+fxiGX8g7VvNxeTI0zHy4UuoG+A9tcs65lqQleQIw2sLAgBaGYW7VsU7vb108rwzA6+JTX83v2feCInXc8kefFYCZGcF7AYg9giB4WGv9YBiGqWlAtGkopaBv2lGd1rc6/UAptbmIHAvwlk9FLxkdHd2mr68PPaybRVG0oF6vg2Sha+smAEOXFj21SbEDpRT6pNEiNWbGmIsAlgLHtq8B/s5aO7vriWcMgBo81JhE5GqtNWrn4zsvZgaKGkC9cbEIpZSdMWPGx5uJJ7Lm2Y3/2iwKgeoGvSZKEH9RSkGcY0w2EcBApRTISKD8lVv7OiUI/welAOccAu0kY+b/wCeNRuNzlUoFYLBx7eGUsTKJOLAYhhiJc+68LJ+Wfy/ugTIAF/dZecYUe8AL3H8g4+Mx4tmZENzSPkR/EJE7wTI1ODi4WxRFP1JKfTIZZPyHEe1Br8hLH9l8Ic+WBXlDgGRAiTlukJ/zIJjTk7vjTgBeKdfFTjH3Do6Z8dEHjeIeADx5sYPrW9UUmRlpX+zc58F/2FGJyOnW2rOm6vF7TuxnJagSn/C9w5N0iufNm/fSRqMBtPkblVJosQHZyi1RFJ3pnEPwa2u9DMAgV1m2bBkyLS/QWh8XhuE1kPtTSv3MWntoPJF58+a9sdFo3CgiS0dHRw++5ZZb7smaZ0rQfIsHdk1C6TPznci4xHKZ6OkmorPDMEwNnlk7YGPMR0UEv5ky/Vz0QeU8vgzAOR1VHrZyPYCVdzvmoxw7YJz/amvtL32gxUfofSLywvgDjT5LpdTZURS9Lm+fZdILxhgowkCiDkjTCWxZ/pq3QMYw5i6G+ICIfAEo4v7+/r2ziC3aeTxPAPFc08clxA5+RURfDcMQtIQtzVNMPp30CzND7u4krfVLm2kie/FmGGMuFJETmqgSoXa0XRyQW10HGYhKpfJhIqoqpbaByDx0jhuNxtnDw8O/Szsvj//y3JcxBun7s8Ca5pyDoAasj5lX9Pf37zY0NDRJtJ6ZkV5/tYgA0Fa4rs3MaI+bk+xT93KOx0+fPn1LEH749w/+AzPcTmn3khWAmfnPuJcsQGQeP5XHpHugDMDlm5tCmqAAACAASURBVLFaesC3XvzbWvvSFh+PljtgUCJ62r1NkucGQfAjItraWruN583FB+bzRZiGMJ4xZl/Q/QGk1Gg0eHh4GPW2SWaMOUgphR7kCWlAX8sDEcPH86BaiwSQwcHBY6IoAo3juNgBdsphGIJzOJf59D36PicQkTDzz5FKt9aCxalnxszg1IYP32OtvSQe2O8YFxXZgR1wwAEbb7jhhnj+g9iRQiJSKQWt6E9ba8eDYS8CcIx0xqIqSdMZBMGniQjlj5bymsaYT4kIlLnusNZC97iQ+R32E8i6DAwM7F6pVO4QEfBSXxwPxMyom3+zFX1kVgAOggCL2LOdc5MyEIUmWx7c0gNlAC5fjtXSAx71eUKrNHQGEQeEHaB+NImfF4ouEAzwwgCFuXaDIBjr9cVH3VqLWmRbQ02OiD4VhuG5yQP9/SEl3FGPcDKAMPOJRHSUiGCnMyIiPwPvchiGoEgsbNCl1VrfH4bh3OaTmfnfRPTNMAwBNuuJtaJKxOC4HnaKzrlPFb2YZ+r6BBFhrljIYe7fazQaUDN6bpEUfvLac+fO3aOvrw+UmhtEUcT1ev37Tc/290qpe7NqvZ7mE1mUaai3F9E39rgDANIuE5EjlVK/tNa+IeV5PUVEaIWblPVoF4A9a9dFRRY/RZ9Pebwq+4DLl2D19QDUVxBYUFNL+bC02wE3tNb71Gq1/20+b3Bw8JAoioYgMB+GIZDKuY2Zkc7eQSn1EWvthXlOZOZvKaW2tNZCCWiCJViyItA5hmGYWs9Ou04QBNdprQ8HP6AXsb+DiL7Qi3YhSENqrQ9KE4T3KN+bWj2XPD5pCla3icgr06gSfQD+plIKWYtXFB27+fggCD7qfbYDEa1Av3kURXPr9fo38o7tU/EQ9cDOdYztKuXdxPu3X61WmxCYW13DGLNIRFDLviopQpE1J48/QE3+X61UxJj5Np+1mIBP8L5tCcLytLAbdoqNyJp7+ff/80C5Ay7fhNXWA17E/LG0j28bLugPiAhSu6k8zr4uip3hCmst2JcyDXzPURSB7/nRZcuW7XXbbbe17cNsCjDgVgbCGMxIqQa6QSKajdafdulwZj5dRMAeBek/CB1MKxpAsm7Wp+8/ZK3dsNWxnmmpWlQur3m8arX6Xq31+a2oEnF8EASQOoT/WqJ5s+6pRZD8KhEdKSJIsyJr8GOtNZSvQBva6jmBmGQWwGitduTGmDNE5L1FfVOtVo/TWkNy8Q8zZ858bR7JRU/degEoJ8MwHENbNxvEIrTWC8MwRD/1BMvYATdE5BLn3CRsQyf+Ls9J90AZgMs3Y7X1ADNfidaNtODVJgDfLSIPt1LO8W0at4jIzpDMSwBnUv1gjEEP5yEicoNzDqm+wsbM//W75vH6ZvMgnngfguxJpSQdBMGnfAr1RUopaLx+N4qiS7pJoba7AWb+lVLqb1ktWX6H9JS1Fq1BhW3+/PmbjoyMPOY/8qlUifGgzIzWJCCwc2Ud8kwmmcIPguB4rTVS+LgXtN38HNkEa+11GKtarR6mtb5cKfUfrfVra7Xao22C9G9E5CHn3ATloTxz8r3roPYEb/QHnXMgdEk1r6oEelWkliF0gRR0akkkCIKntdYnNeMAWgXgIAiOIaIv5ZUGzXNv5TFlAC7fgTXQA61EwNvIEYK/+I3WWqTeJphvc9nYWvviAw88cOaznvUsgLCuSRNqOOyww7Z55plnkELczCsrAXTVkQVBAJF6UFy+ut0A8+fP33JkZATtUlBugpLS5rHYgVLqwl6DiNLmAr82Go1DhoeH0cva0nwA+KsXFzixqGMQwP3ODQCstsbMYDGbYa0FsKwn1gqEFQQBhCIAYkPKFu03EK/H7rIWSzS2mwDS90qpAWvt4k4naoyBpODR4BJP0wrGuL5NbKm1djdmRn82aslo3Zu0SMH7p7WeFoYhWtDGrVUANsbcKyLPaZXW7vS+yvMme6DcAZdvxWrtAfTSevm2CTuttADMzAA1obVjjAay6WOD9N7xURS9IBZmCILgPUQEQM5+YRgCmDVmzAzUJyTlesJg5ekpUd/rT3M2ENlIaybEDp4RkfWVUre22sn3AsWb4iMo+ZwBFak8L0WsXtXsv6xzUb8mIgQpMG9lWpb/MgdIOSDLf9Vq9Xlaa6C+ZyJT4oMx+navsdbiXZpkXu8Z5Y9c3OPt5l2tVg/SWoO05clKpTKwcOFCZCbGzPsPJYDxMosHB0LY4nlhGP4zObbfwWPeE0ourQIwFhEicqVz7rhOfFuek98DZQDO76vyyFXgAWMMaPUOsdZOqGG1CMA/wwerWTUmCII9ieiHHg3ajEYGaf5rE4xFIFRAW8hnrLVgXeqJGWOeFpGTrbVXYEBPJAHFJ6QqITU3Jnbg2z7+4ikFcezjo6Oj+yxatAi7zXHLCiCdTNoYc2cURU8559DbnMs8yAxUnwhUmcbMY3rDSik804WZJ/z/oPM0EaG2ilRw19bOf8aY94O0RUT+GIPnUEslIihbQWVouojcS0QgMjknngxAeiLyL+fc/l1P0A/gOaV3hQhGGIYfS4Dg3hSG4YSsjAcJgshkUuseMy/XWr+9VqvdkJjvJBCW9wukNMvY0KuH2Gac0skrwcnlJbrzANLQjUbjf4aHh5FmG7MWAXiFUupN1lqbvKLvKUZtFX2Rk8xTX2LXAEYlIFgH8mjbFrkrZoYO8IYi8puE2MGDoA3s7+//5NDQ0L9azO0upRQIHlADHf/YT0UAxke60WgcNTw8DC7r3Ab/glkrDMPMwBNTJVprweiU25gZiHaoZGWmrPMM2sp/zAxE9Bs8AxcyKmnvC94jUHkCBY1d6B88f/WHReQI5xwWGD2zIAjOIiKMjT72nURkuBUewVN5WuccKDHHDT3wWusVYRiOL67SdsAeA7ANKEh7dgPlQC09UAbg8uVY7T3gP9q/tdZCN3bMmgOwMQaC8Z9rbi1iZpAwvLKdoHm1Wl2otQZxA3Y8qcQfnTrpkEMO2bPRaLxfREDKgdTuH0Xk5mnTpp2eVx2HmZHyPAkArHgR0esAjF5ipdQFeZHhTR/31xIRatcfTS4Smn3miTxQgy/s4yAIoAQElPgkNG8nz6bZf74lDAxT6/f19Q3cfPPNWDBlmjEGdVWwYaGNCKnnB0RkodcwBsK6J2aM2U5EkALXjUZjXqsaPRD74NEmogk7ZPw+ROSyZHq8RQCGgMmN1loAu0qbYg+UAXiKHVwO370HmBk7WlDvjdewmgOw32GOJnszmfmDSqlzRWRf5xzEEiaZMQaoaSjG4IO79+jo6Aua071F78AYA1GHk0UEOyTUo3/vd0gfVUq9I0bXFhnXsx0BGEVRFKE1p2MiibTrgh4RDcXOuQlAnbxz9FSIJ4jIi9O4mD071MlJqsS8Y8fHYYcOhqm0vvCiYyUDsBeeOMnr9uZOvyevaYz5KfqKfYYDaGSoRz0E8YWnnnrq47fffjtAdR2bMeZ8EcEiDCUSvF/gAX9Hi3cayP0Dm2vs+M0opebHGaLmAMzMKIcAd1DGhY6fVLETS0cX81d59CrwwOzZszecMWMGVF5eleB2nkDEwczPaK2PjmtcxpiZIgJS/i9aa/HhmmBAuyqlLkVvLxHtDuAKghDS0Nba5xe9TQjKiwhSlnu2EjvwO8CnO6EeTAQh7Oj3BxsVFha9APxgbNSolVInhGF4VdF7j49HDVlEgFZ+cXKMuXPnvrqvr+/nzVSJRa+DIIf+7VaqVkXGiwMwEd0jIkCnAzw1nuIvMhaOxfsnIgucc1BEQuvSS7TWH/Y1/jGxCKXU8Ojo6JlFF3jz58+fNTIyAnzDGMrZZwMuQY16xYoVey5evBhI7QnGzH8Cgh4o6cS7AypOkHaMqX6lBGCAziA9mQscV9RH5fGTPVAG4PKtWCM8gF5aIvp5XMNK7oAHBgYOr1QqVzftkP+Ivs201hVmRo0OYKDrmmuRXsHoO2EYIiXd1jxQ6l1JsQOPkr007UTQ+xHROUUZuJrHAkhIRM4hIt3MM50157S/e/7oy1uhtIuM6csF2EWNqwB5OUPIPU6iSiw4NuquQLkDId6VMTOe0bvRs/v000/vVoRcJSXYLVBKIb2bmh4Hyr3RaHzMi0VsDWCdiHxDaw2K0vuybsT7D4j8CX2+zAyhCYhPgDjlsuQ4AwMDL+zr6/u9iHzWWgtQGQIu7vdc59wYyUpKAF5BRK6XNKNZ97au/70MwOv6G7CG3D8zY8e3T9wikwzAzIy03PrW2t39hwVIT7S5bNT8UapUKugp3URE3pEGlolRoFEUHVWv1ydRYPpa87F+1yRKKYCkvmyt/XIeV/p5H9otZaQPmkBJ/xcqQvHOK88cUgII0vMbWGt37eT85Dm+5QUgrrcg1e5BTbv0itLQGAOg3ZHNCOAi82ZmvB/Q0220YyjLO2YRgNicOXOevf7666PlDDzlsVjEt6IoOq9er/8iZbG1WESQ+dmyxaIOZDVIRQ9ba6EGNW6+ne6M/v7+18SqTL5PeaxPPhmAgVUYHR2FfnAZE/I++B4cVzq7B04sh5h6DwwODm4dRdFfVqxY8YJbb731z00BeBmYfmq12pVxAAU7kLX22nhmnmLxNCL6RRiGbZG0zIw04ry4n9gDlCCmPi52gNS2c268pSOvB3zNGanBVER23nHiFCpQ1AgmUGdyzr0p7/lNH2owdU3aRXUyFs4JguBGIppLRKh5X4wUf69Q5Wi18QQemYjr5vkHQbANEUH/eSsiulJEju1FCp+Zl4nIe5xzXyzoM22MAfvZfBF5iSf9+C5608ELHgsiiMgezjnQYKYaM2NnfBPOj6IoSAZyLE5FZPuYaxsoZyJ6CEIbyQAMDAXEPOLdccH7KA/v0ANlAO7QceVpK98Dvpf2B0jFxQF4dHR0s0qlcnOcPvXqOd9IBiPPRLU3EV0UhmFb2sP4roIggKbshkQEYM0zHuX7ueYWp6Je8AT6QAtPIgspMlYTleKhoA5Ezc+LAIDhK5d5buyv9mIn2BTUIUiPHR4UdcZSoL0wY8ypnuu7kP881ecZRPT7MAx37hWKHBrPHhCVSrJS5J79IvEwpdTLRAR9z0DN45VDuSTTPBARNd/zrbXoMR8zZsa7fKe19iAPTMT7t3FTAMY7/q0wDAcyL1Qe0DMPlAG4Z64sB5pqDxhjsJrfDcErDsAiAsaqzUHz6EFOm1prwZuMDw92mV8TkVHsyJJUjmlzNcacFkURxA7Q8rHMt5WgntnTjxLSgN2KKKQFEH//6BMFm1Uu+T4IQQCx20q0vdNn6vVqEYBRG50Egut0XP9codYU1Gq1W/KM4xWBADxCG9PYXHoYgMdKGp1yYreavw+aWGQgsCPtDpT6Zc45kGe0NGY+E+1gON5aC9KQ+HcAVS4QmXzGGNMgon2iKMLC6Pki8mb0cS9dunSjJUuWgHe7tJXkgTIAryRHl5fp3gPz5s17RaPRuAcfihkzZjwBCsQoir5RqVRAUvBCoJDjNpggCC4noncqpW7Dyr/V1YMgAJgJerFjYgdEhBTgRZAyTFAt7lNEKjDrTpkZesUPWmvRO9qRtQogaKnxLVDft9bulzW41ys+MwzD87OOzft3n8JnpRQIJIAs3rfH/oNgwV/aPVfM1RizbxRFX/NZjIOTadxeBWBPfPFx59zFef2TdVwQBNcQkYmpJoMgOAHyj0qpnYkIKkU/hzhEktUqOSYzA4UOHnOA1dD2Zv3vAcj/LT2hB95BcF0D8Y8WKbDBdU2hmXVv5d8neqAMwOUbsUZ5wPeCfsMTHyCdfIGI7KW1viOKInwIz/ZsPtsppU5t5u2dP3/+hiMjI6i7AQSDj88/lFLYHXw6bnFq+piBGWmWtRZ9nT0xv0s5pZVkYp6LtAsgg4ODu0VRNCwiFRF5U71exy5tkgVBYLTWN/cCSR0P7tuxbEwE4XfYO7YjQslzv8ljBgcHPxFF0fvaSf558hKQi6QuRHoRgI0xg6i991IqEc+EiGoicphzDsQgE6xarR6ttQboCmIR+H7/Qmt9JfAPzccyc10phVr81WEYHu3xB0hrQ44TiHLwn2MHDI3rHzrnxtqTSlt5HigD8MrzdXmlHnjA9+pCnH19IvqJiKBnEcER3LzXou1CKfXXpUuXvnbJkiUQclCHH374FsuWLfuEbwN5HuT2lFKLK5XK2QsXLvxD1rSCIEAP531FOJKzxmTmRhRF+9Xr9Vyi7c3j5QkgPvV6gIhc7pwDj/EEY+ZbkTlwzuED3BNDDd4jcselG5kZ+sloozmgJxf5v7Qq/HdA2uLCp+IhN4la56fTrpnHf1lzBTJfKbV1ml511rmt/u4xDLc454DSbmsecQ7BBIAKkar+tQ+2+A2MmTEGiH20XN0/Y8aMvZYuXfowlJ2UUm8WkSVEhN/OjiKybRqBStYcyr9354EyAHfnv/LsleyBwcHBvaIo+qFSCrJvEKV/REQ20Vr/wLd2XAsaPZ+Gg6rRmNiBiEDMALvCT8ZqSHmn7sUcMP7YDjvvee2OM8bcJyKg10SqtrDlDSBe9P4cEfmdcw5BadzQ8ywiFznnUDfs2jwbFGrwQPSOm29xgRjGh8MwPK/rC/1fAAa72O+Scn1eNQn9sP/q7++f1YpfG9fP6792c2XmJ0XkvF69E8wMpPNmzf7L469qtVrVWqMEA+ERpJ6xIL0u9ncQBPjvbT1q/ggiegy/oSiKnk1E6/WitzrPPMtjJnqgDMDlG7HGecBT6lUSEwexwQZaa6QmX9MsdrB8+fLT09iCitw4M0O28MS+vr5th4aG8PHqyjw1I9pgOiK9LxJAjjjiiE2WLVsGqkQwMp3onPtKEARvIKLF1lrUAbu2IAjOJaL3NBqNrYaHh5HWn2BBEFxCRMdprV/QTtA+70T89Y6z1s7wARW1XpB/3JQkAWk1XhH/pY3h5QIB0Oul/95LRFuHYYiMQccWBMEBRDQmFkFEEABBlgf+2UpEjhGRx4gofu/6oRSWFGno+MLliYU9UAbgwi4rT1jVHmBmkF9AnB1EGKAwfpKI8C4jHX0/xA6cc0CC9owMH/fMzKADBOL6hd36YPbs2evPmDEDSGugukERWMg6CSDMjL5otM0sJKI+EUFtdsJutdAk/MHz5s3bqdFo/LKVIHw8JjODaGKjXlzT1/L/DbCSiFwAClFPrjKpbpp2T534LzkOMw8rpba31gJr0JUZY5CZuEtEPtwqZd7pBXz25r2gL1VKYbGCxeOmSqk+pdTYItb3//6602uU53XugTIAd+678sxV5IHBwcGDoyiCdm5sIEKAJF7u/tcupg6tYEgHAonblYnI7kSEmikQqYVMRJ5DRKjdFqoh+/MgPoGP7yOobRe6cPrBe4oIqELvzjEW/Afpx8L33Dy2iKC3G4EErTPgMc5tnfovvoC/Nsoa4Fzu1or4r5trgYIS1JUIwON9yyX7VTcu7e7cMgB357/y7FXkAWgE+0vjf/EBBlAKAWWqDcLzL0eNzYO5Or6eiLyUiDAetG4LWTcBBMA1IhrLIIjIg10uXMAOBsrPvPewhVIKC4eu/CciaMlBGhVZjkKLEDi6G//5TAv8BwrUbq2o/zq+HtSaPDnK5qj7+oGgINY1iUjHk1rHTywD8Dr+AqzJtw8UrwdZQckHhg/JPUBDh2GIftgpsSAIrkNGulvavoGBgc0rlcrfK5XKDgsXLgSxfm7rJoXKzEjTQsMXsnXQskULSmEZPt+femkWVWLzTfnrQ14SYvaFbHBwEL3f4JrGDh5Ia3CEv8I5V2hH3aX/IOaB1rSuShEQR1BKfRa7aedcLv3hQs5SSg0ODqLN6GO+bQ8dAMjeIBU96jnEJ7UvFb1GeXznHigDcOe+K89cDTxQrVYHtdbgZCat9YUgrscHzbNYIahBXPysXk+VmQFs+W+3DEjMDMnE7xYVQO8ygADkc7219j2QCqxUKreArEJrfVitVoPcYabNmjVr+jbbbPOEUurzGCfzhKYDPFPWE9Za9LPmMq9gdDx2njGXNjNDc/d7zapWWQN26T9QO17TDcXmggULpj/++OPwH1SoTsmab5G/B0HwciI6VSkF9SlkWB6G1DMRgWwGXQF/ttaCpay0VeyBMgCv4gdQXr43HmBmyA+CAQjMV2+oVqv7VCoV7O5mK6Ww0/qDFyxAa1LXNnfu3K36+voeEJEvOeewk+nImBkE/lyUqKLTAMLMCHg/7+/v32hoaGicdtCrFh0oIhCZeFfWzTDzfUT0nzAMcwfQ5JjVavV5WusHlVLg184M4B5490pPrnJhPJYx5gtoP1vZ/lu6dOkGS5YseSbLT63+jjYqv4CDFnHX5slXQC0J+tXNwLQGsF1/f/9HhoaGVjAzet/R8wsJzrd2fcFygJ54oAzAPXFjOcjq4AEfzI4FyCfJXOWDzgeVUiCCQN0QH6dw5syZH7/iiiuARO7IjDEfQB9oX1/f3jfffHNHKURmxk7kT0WJELoIwEBC72+t3ar5pr36zrkAZrXjhmbmq71a1AS5x6JOZGYI1p8lIq9rlYJlZlAwgljiH8uXL9+luZ0MureVSuUB396UG4TXhf/AIrWPtRZgpo7MGHOViMxvx+SVZ2Bmnk1EpyQWmViEft1a+/HEAuU9IgKa0ae11vv3SpUqz/zKY7I9UAbgbB+VR6xBHvAB7VdKqWdFUXRmvV4/o2nntb3WGi1K4IfGjgDpubrW+oxO+i+ZGTSWO1trkerryJj5ESJaFIYhhN1zWacBxLN62Va7XOjVrrfeemi32vr/tXf9QXZW5fm8X3YjWbCmSon8cLAoYJlqtkOHErBSNGQMP/Z7z92s5WeSKkoroGCQHyIgtILSioICikaojCQts/ecc3fjagw60ELSSmdIUTIdi+OPzpSKkJSEkLB7z9t5ds7d3uze797vu3vdbJbz/gMz9/u+c77nZPb9znue93lE5OPOuX3OCLXWZ4vIEEwrKpXK+lyTbXKR1voHInJCI7/bcFb8ARFZ30wZipnBRkZP88V559Mufsz8XGhza6vqkabpOURUEZEL2rGz7O/vP9N7f3n9MYuIfLuRGAgz/yva3CBXCbOSvNjE62YOgZiAZw7rONIMIlD3x+cpay0Yq1MCZeR58+bdBKek0EcKgYLvJEny2XK5DDu9XIE/ykT0jDGmsEctBgji+0sb7UqzJtBOAunv739HtVrd1t3dfXgrMZFgqHARERljTKk2j6D+9J08Uom5wPt/uzwkCfjaot8aRwkgV8GEfrVzDqSnzGDm+3Heaa0FyShXTAe/vXv3HjYyMoJz4MIB/MLHAmwHc4XWesB7/1dE9CdKKbCXfywif59lALFs2bLDenp6nlVKQff5tvodca4B40UzhkBMwDMGdRxophEI3qe3ws9XKQVT80yxgaVLl77hkEMOgUlDqpSCZN/zIrKxq6vr9sHBQeyoM0Nr/W4RQSsMtIfh/lMozjrrrD/s7u5+uqen540PPfQQiDkto50EwszYzcKWEYmtZQRjgPshdNLV1bW0Wq2C/Q0hEiTIjkWapn9KRI8S0dUiAhlFlFB/knfXprWGljF0kA81xqDHuGW0gx9Kx9775TVz+5aDTLoAOuYicphzbtwus8W/qVXe+w8nSXIiTDWI6KlqtfrNSqXy1Wb31bmAPV/0XLzVnOLvnUcgJuDOYxqfOMsQwA4VbNDQnrQqx/QSZkYiXaGUQqsJTB1+QERfMMZsbnQ/M8OO7tLdu3cftXHjxsJSgsGwYH1e79x2EkhgXG+y1sKWLncEjeI/RvvsggULjly3bh0IPR0NMJyJ6KMiAlGzLxpj1hQZIJCMIEMJB6SW0Q5+WmscV3zPWgs3okKhtcZZ99VJkhydJcWptf5LEcHa9AJrInrSe3+fc+5beQZjZux6kdzHiYh57onX7F8EYgLev/jH0WcIgWDNdk47LRjB/u5cIjpWRMAcfkxE7nTO7dOyE5i6b2hnh5imKbR6l1hrYZHYMoomkDRN30JEv/TeH1upVEDWyR2hreXH4YbHrbVQs+pYlEqlpd57kJug0PTf1lpUIApFmqbriOjUvPe2i1+1Wj1maGiokPpVwA879E9NNqMIZhkXwZFIKTVKRFu89/e0KrvXgxPOlVGmF+/9hyqVCrCMcQAgEBPwAbBIcYqdQSBIWA7CiJyI/sIYU/gPldb6GhGBnvIfoLRNRE9Uq9W7h4aGHGYJg3ulFET6YQyQO9I0hTDGlsWLF3fffPPNcHpqGm0kkK8Q0bnW2kNbPXvy7yCJBXcdtHWN4BxSRM53zsGOb1qRpundMGlAhcFae0YwuHfOuQk7wzwD1PDL2x7UBn73EtGKdnyha/jVepfTNP2UUgqORFAEAwv/cdhoOucgLFMo0jQdISIQCp/thMZ2ocHjxdNGICbgaUMYH3CgIYAeVqXUsUqpR6bjUVsqlS733qNkiP7UUaUUHIegxHVpOyxXZn5BRNY659Ay1dEEzMxoddpSlDyltR4WkZPqWd7MvCEIOnzdWntJq7k2+v2mm27q2rp1K9jW8Ha+2lr7pfABg93gt7IM6ZuNxcy/IaL7jTGfbDWnogmYmX8eFMPw8ZU7avgppdDv/YHw7w4mEo8qpe4wxuC/bQUzgwiGnt/72ymLtzVovKmjCMQE3FE448MOFATCzguCEy+2syuc/J6lUuli7z3aYMC4hkEAzvA+Yoz5Zl5MtNZlaBznKWEXSSADAwNvHB0dRXL6I2NMHsOE8Sn39fXBPvCeRn3OzHw5Ed3uvX+2t7e3N8+uvYaD1vqDIoKE++vu7u7eekEQXKO1hkTmMmst3K1yBzOjutHbafyCneMLRPQuY0ytFN90XkuWLFmwaNEiVEXOCBe+KCKPzJ8///MPP/xwYfer+sGwgyYiEAZ3zZs375TBwcFpG4PkBjle2FEEYgLuKJzxYQcSAhdeeOHhu3btginA64noNmNMR1SykY7IawAADJVJREFU0jQ9Xym1NkmS+UqpqoiARQ3pwi83wyfoHGNX3tJjtkgChpexUuqDRbyHww51V1DGgrfslAhyirCGxJntFdba+1qtf0iuK0LvauZuEjt2iG9Ya9HHmiv6+vpOT5Lkt4EfCHarrLU4o86M5cuX/978+fPR1tYXXIfwEfYfSZLoolrfWYPUWXH+yFp7Ui5g4kWzFoGYgGft0sSJzRQCaZpuJiJYA/67MQberNOOQHoCKxXnpOjHXIKzUyL6CZJPlu8rM4NxfZe19sZmkyiYgH9KRE/X9/O2ekFmho72K1k91PX3hz7c1UTkjDHc6Nla6+NE5LsQPxGRlc450+L9QBr7GRHdVYQRzcxo4/pKq97XgviBtIZ+crDi94mgxAVhlzPRSw4SGRGhRH+6iOzMg1+rtcDvpVLpGO892uhelyTJjeVy+dY898VrZjcCMQHP7vWJs5shBLTWkOy7XSn1apAanFaZENMGYUspdevY2NipQ0NDW7TWZ4gIhPfBIj5YKQU9YEgHTqh1hTPDt1tr4dmbGXkTyMDAwPzR0dFXmsk9Th5Ea73We//nRdyeAhMX7TI7582bt6x+x5em6Y1EhCT1tLUW7Uy5Ik3T64noFhE5xTn3L3lu0loPichx1trjO4Xf2NjYK977iTmEvmOsLVp9oKYGQw23cOHCGx544IEdzLxWRArh12yu4QNnFRH9jzEGST7GHEEgJuA5spDxNTqDQGCsHk5E3zbGFCLcNJoBMz8CotFk8Ys0TU9JkuQqETk9+Ms+C4lDpdQTSZJYYwzs9qadgEP/6cfyWv/19fW9P0kSMGsvbJMlvllEkGShwHQjM8Mz9z2hh7olOWryC+N+ETk+r/gFmO6QFu0Ufmma3hb6k5clSbJGRGB2MK4nLiKDvb2919Wff9fwU0pdZK2FcMm0QmuNcY7GrtoYA8W2GHMIgZiA59BixlfpDALMjPIoSqm/yttX2mIHA2GOrWizaXRdf3//u8bGxq4jIvz+JiKCyfzmnTt3nrVp0yZIF06JvDtgZn4Gpdy8f7xDCRxiE4XaqOonyMwoj15DRDj/fjHsiJuqibXA7zdKqX/LKy7BzC+JyOca6SPXxsmDXziTryiloM6FDyJYUKJikXk8APygoOacA+O57Qjze1BEgOEFlUql3PbD4o2zFoGYgGft0sSJ7U8EmBnWfPBQhQzgJcYY6A23FbBGTJIEO8Frs85+aw8OOsiQtYS5QxcRwWhgeHR09K+Hh4fx/+ORJ4HgOmYeI6LlxhiYRjQNrTV2r4ustS2lEps9qE4O8VUiejlJkosGBwcL97jWYQJLSSiRXWWMuaPVezDzRhE5wjkHcYuGkYVfKKVfqpQ6NXhKo2f8G8YYuGw1jcAleLO1FuppbQczQ+AFO224UjUtpbc9SLxxViAQE/CsWIY4idmKgNZ6m4jgPBYm8CgXtxXMDEu9S4joiFZ6xRDfF5F13vsjiegzSZKcIyKwD4QE5He99yiL9qLn1VrbkzUhZoamMpI+zpubBjOjreUa7/1bK5UKhDcKRzhvhgMPDOGRLO8KZ7Iona4t4lY0eXBmvlsp9SEiOrIVfqVSaYX3HrKeaAdrmYBDMoYYCMwOumF2ANZ6OBr4pLX2kFZgMPMtRHTt6Ojo79d/KLW6r8F7Qsv6d/P6Mhd9frx+diEQE/DsWo84m1mIQJqmdxIRNIa3B0GKajvTZOanQL6y1kIEpFVCfDmYO4wLVISWn8+C26WUglwlFLd6xsbGThoeHkYr0JTQWm8VkV9nlb5rN/T39x9brVbBev50O2YSeI7W+sMigt3pczt27HhnvVl9mqYfTZLkCyLysx07dpzYrpF9eJ+D8uwKmfllEfl0lmOQ1vpewCoiEFDB30GsDT4SJlqpmBmsY0hjjrs0ZUVgeKOdrW38kMCx3mFd0csMz+oYcxyBmIDn+ALH1+sMAkHMAhaF6Bn+W2PMte08GVKL8IO11qJXODPSNIU70OuzHIHSNDVEBOcmBM6JQVa6wzn3T7WHMjO0hVcYY8ZlMrMCfrroV23XTjEIiODD4EFr7cpG44TdMZLcW5VSa6y1SICFA4lVKVW21kIxq9k7oeQPXe4JK8rwIbBaRGB2oHC8ICLo721IlgJ+IlJyzg21wi+Ui9uqkIREj3L5ZmvtKYVBiTccsAjEBHzALl2c+P5AQGv9zyJyKvp5jTGZZ4xNkl0uqUWt9SoR+Ya1FiXRKVF/hhlKzecppXBeiASFJIx+1AuMMehBbpaokFxObkfjOJgMoOf1TUF6s2miwiTQogNREKXUkLUWghWFgplXQ3oxSZKBcrmc6ROcpulKIsJY+FCqmR3sVUptIaK7vffdzUr4sLIUkZudc63wA0kLJhpoRyoUaZq+E/rfSikItuCoAIIpMV5DCMQE/Bpa7PiqnUGgr6/vsiRJoI6EHeb7siwKs0bTWv+jiMBAvqnUotYa/adXOOegI7xPZJGImHkNEa0UEehTi1Lqh0R0jzFmCos2lI2/JiKn1e+c86AUHKIgifiUMaaQIlMwxXgQHwujo6PLN2zYkEvesTavIDn5PmvtwkZzZWYomuGDBGfRe0Tkh977uyqVCoRAxqMViQ2KUxDScM6d1mQdUXb/mvf+zyqVCohzuYOZYQSCOaLEjfP9GK9BBGICfg0uenzlziCA0q1S6ojQmnJukafmkVpk5ifg3GStPTlvAq5LUnuhuEVESMSLQ0vQkzAFqJVcmXmPUgqGCrk8dGvP1lo/CmEPCJc459oqxeNZ4f1OIqLPFZUBTdP0F0T0nLUWxCmcQeN8HOS1t4eSPEwO3ga3odo19RjmSMDAD4pd/5C1rsAPVQrn3GUF1x7CHUeJiHHOlYrcG6+dWwjEBDy31jO+zQwjUNM2Vkr9l7X2LXmHL5VKR3vv/7OZ1GIwQ7jTWvu6IglYaw03pjvq7wulW7TSnBhIRyCSvVBkzv39/WdWq1Wwg9Gb+l7n3DN53zfrujRN/wbsYThJFTn/HBgYOGF0dBQkKZDRUEkAe/iRsbGxz9dIaWmagnUOWc9C+MFoQin1d43uq71HmqbbkiR5tYh0aViD+9DbC31oY8zEjny6OMb7D0wEYgI+MNctznoWIaC1Pi345HYnSXJZuVyeUjJuNN2aq02SJCeXy2VY800JZsa55cXWWpRsJ6LZDg79vLjQGAP96UbPhDoXSquQ3Zxou6lZAmbcg3dCyfV7zrnlnYS/v7//HdVqFX3KB4MUlUV66uvrWwQdZBg1hR3ky0TUE4hmDYUqgJ/3/iOVSgUfDrnwY2acy/qsDwKt9ddF5Lw87Um1AUPV4D1KqWestbBgjBERGKffx4gIRAQ6gAAzwxbuBJCgrLX4Y9syWkktMjMS8x5rLfSjcyUQnB2LyGXWWpCQ9omgR71RKbUSST2cx35MKQX2bY+IbIMMZ60dKbQ/ISEdT0SfMMagH/e3EswMQtM5wdMXRC2UqVFGxlnzmSLyZqUUepSHx8bGbkG/LTPj7BXa2TgKmBLAT0T2OufeXQS/arV6aaVSmWIlWSqVlnrvv++9Xz05qWeBAp/nIF+J3Ti0wGNEBMYRiAk4/kOICHQQAVj/iciVRPS/u3fvPmrjxo1gJTcNGMkrpZ601r5/8oVpml6ZJMmtk9nMWTvg4LWLc96G7GlIJRLR940xA5PHCnZ+V0K7WSn1O/DrDYnjF4sXLz6hiOdvq3fO+j2Uje9USmHnjx36oSLyS+hj79mz54aRkZGXJt8L/ETkR4125sx8RbCa3IfNnIVf8HW+twl+24loUyP8Gqzd7US0Rin10t69e48bGRl5vl1c4n1zE4GYgOfmusa32o8ILFu27OCenp5fichCIvqitRZ/hDOj5mPrvb+qUqlMkVoM/ajnOecm2m6asKAfI6KDjTE4690nAunp8DxSiaEPGYkYiRBtMj8nosHt27ff0K6QRjMMzj777CVdXV3A6b1KKbCbIZABX+RPtPJRZmbINqKEjWvHhUvqA/glSXJefdtSE/zQwrWgkWsTMz+ulDrSWote5lYfVePVECJ6zBiTyaRu9Zz4+9xGICbgub2+8e32IwJ1537brLUoTWcGM98T+mOhJQxP4IkIClogTCHRjEeTBIIdN3pKv1z/jNA2dL2IHOOcAwu3YQSrvWHsfJMkOb9cLm8I/b7XTbbfq1arNw8NDWH33laExImSLBI95B5/miTJ+nK5/Bk8MJy1XpzHCUhr/VWlFHqn8YExLfyI6OrJpXZmxpyuP+igg45Zv359Jn7hQwJazvNF5OPOOaxrjIhAQwT+D3Oj5HIZte1uAAAAAElFTkSuQmCC</pentrails><costumes><list struct="atomic" id="184"></list></costumes><sounds><list struct="atomic" id="185"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-64.20026773858126" y="2.604971379877611" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="190"><costumes><list struct="atomic" id="191"></list></costumes><sounds><list struct="atomic" id="192"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>50</l></block></script><script x="21" y="122"><block s="receiveGo"></block><custom-block s="polygon, sides %s side length %s"><l>10</l><l>80 </l><comment w="262.000001" collapsed="false">This command is where the polygon will have 10 sides according to the requirements and have a side length of 80 to show its size of the art. </comment></custom-block><block s="doSetVar"><l>starting point</l><block s="reportNewList"><list></list></block></block><block s="doForEach"><l>item</l><block var="polygon points"/><script><block s="doSetVar"><l>starting point</l><block var="item"/></block><block s="doForEach"><l>item</l><block var="polygon points"/><script><block s="up"></block><block s="gotoXY"><custom-block s="x coordinate of %l"><block var="starting point"/></custom-block><custom-block s="y coordinate of %l"><block var="starting point"/></custom-block></block><block s="down"></block><block s="gotoXY"><custom-block s="x coordinate of %l"><block var="item"/></custom-block><custom-block s="y coordinate of %l"><block var="item"/></custom-block></block><block s="up"></block></script><comment w="278" collapsed="false">These commands is where the polygon points will be in the list so that each time when the polygon points are being made, it will leave a line towards every side for it to have its 3D shape.</comment></block><block s="gotoXY"><custom-block s="x coordinate of %l"><block var="starting point"/></custom-block><custom-block s="y coordinate of %l"><block var="starting point"/></custom-block></block></script></block></script><script x="66" y="529"><block s="reportListItem"><l>1</l><block var="polygon points"/></block></script><comment x="360" y="18" w="292" collapsed="false">Name: Herschel Appiah&#xD;Partner&apos;s Name: Jack&#xD;Duration: 120 minutes&#xD;Project description: This project is where the mandal is being made. The mandala is a piece of art where polyogn blocks have lines that are being connected to each other. It is to show that it can be made in a 3D type of shape for the viewer to mesmorize the art.</comment></scripts></sprite><watcher var="polygon points" style="normal" x="8.279224537036725" y="8.279224537037017" color="243,118,29" extX="80" extY="91"/><watcher var="starting point" style="normal" x="4.594251766216985" y="176.87869299935772" color="243,118,29" extX="80" extY="70"/></sprites></stage><variables><variable name="polygon points"><list id="257"><item><list struct="atomic" id="258">0,50.00000000000002</list></item><item><list struct="atomic" id="259">79.99999999999994,50.00000000000002</list></item><item><list struct="atomic" id="260">144.7213595499957,2.9771798166022023</list></item><item><list struct="atomic" id="261">169.44271909999156,-73.10734148701006</list></item><item><list struct="atomic" id="262">144.7213595499957,-149.19186279062234</list></item><item><list struct="atomic" id="263">79.99999999999994,-196.21468297402015</list></item><item><list struct="atomic" id="264">0,-196.21468297402015</list></item><item><list struct="atomic" id="265">-64.72135954999577,-149.19186279062234</list></item><item><list struct="atomic" id="266">-89.44271909999162,-73.10734148701006</list></item><item><list struct="atomic" id="267">-64.72135954999577,2.9771798166022023</list></item></list></variable><variable name="starting point"><ref id="267"></ref></variable></variables></scene></scenes></project><media name="U2-L2 Mandala Design Lab" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>