<snapdata remixID="9251021"><project name="Pong Game Hard Version" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes>Sprite copyright 2006-2020 Scratch Team&#xD;You have to hit the ball with the paddle. I took help of the Scratch tutorials, but I had to fix some things by myself and take help from &#xD;Zoë Bentley of the Scratch Team.&#xD;</notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="2" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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AoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC</pentrails><costumes><list id="2"><item><costume name="backdrop1" center-x="NaN" center-y="NaN" image="data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHhtbG5zOnhsaW5rPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5L3hsaW5rIiB2ZXJzaW9uPSIxLjEiIHdpZHRoPSIyIiBoZWlnaHQ9IjIiIHZpZXdCb3g9Ii0xIC0xIDIgMiI+CiAgPCEtLSBFeHBvcnRlZCBieSBTY3JhdGNoIC0gaHR0cDovL3NjcmF0Y2gubWl0LmVkdS8gLS0+Cjwvc3ZnPg==" id="3"/></item><item><costume name="Neon Tunnel" center-x="240" center-y="180" 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yERNmSYVWg931MQPggSjpSkXjxsf1KnH2IayP1OOy2rl+Uwdq/fT7ziPY1NeKk26ifLJT0r4oiwRZhgHnyCtwNt4s72OQDy7JKpZZjhTkJ4s/xMH4Fn9MM49I8Gs/cCvQ7JptkOiKqicYfFOy9Kg0Qt7SXlju0fPYINdBR4NicEMgKjFaE67HezNUzj9s2cUdjPpRzmWQ0hxTAM5HSYehIQoF1UJDraajHgYa1BA+13QaFmZQ0j86vhsvxdokZz8FKGnOB1NZkhGS9cEZTllE4fF7UpBJYzt/B/u1IEIr3b0IGIbSjS2tFc6mu+Fsukemqkh0dfYGWWpE1PMkAN9CSowIfKmRwgVuIwUK3h7qOOyrnMuBcs59CsYHgDMpaQjoqoKIo6BS0VGjqNKlRBhYH23ERzIEWlONknaoNEk35FtR4Dx9J795kl36j0BTcU06JqvjWKFLX5CjLHSkhv+5YGxlN7liv/iQx3am875ee8GUCSSJdja5GflEzvvmLTESGuo0Sl+GOfolyvlDM5ZhnutqJSnn7dxAIa1yHn/KuWwA2KOk6cHQHAWaEAgLkpArqKEomAZV1fG6SCPePgaUdCkmx2gnm1+axAYdBMIqnF9nmHS8/ydFiYJl/ih4UQThbJZRhPL+nwQDUsQRsH8oa1I9IWERDz3hDlUs5ooj3yzR1UqIq0l0ZcnIl0DYscsOfIe10c8tMRIqalgzJPGB9EOnR+o53+u9xtpOcjQP4LhFwJkn7Tg2VEgQNoRAhaOhyt3hUDTcKAx8buaqolLS+QC338QQ4wtMUpBFRZPkF23Ixg1CwN74RVZGCxJlFcGkwwfgibxNHs0syPiu5ZoXqDcGAFykIYXTvDOj/ncKj6u7nPRfZ4Yx0u4xvLWBmQWvycLVX5Z5X6adTal+puh3PAt+nexFJd9mP9/5DUg5Kzqzo/xWQ3h77Ry8vmYmDyBFvQ91HsbzpBeyXWONMveRKAsA9qJhBQKqAAxHQUSo4GbJGQOeS0lT14r7Og4PSyWdCbz+RPCAlkUK7gMzvtjrz0g+DU8V7eeDt8G+S4qylDOu5DefdqEbhpxJ4f1YEAkD5g+lilQ54wooa68cxsoYfHSgEaD8r735Ht4wqpfdNGUHKm/kW+iczRg1h8TMELAe/CocF3wVUjzPXCYFVyS8IvAtF8Wzt6SynaN7Ie4alLnmeGvvYJSzF5DVqQY+PD1NOR+Id+ObLa+4GiFprtGJ8qOccx/+sgHgNOI4UIXgaDjiqIjmUA75KOnvHt+Jdis5qEqaOivRDc4CXQ9wc3em7qTITxWNPTJLKlrAoShY02U++NA2WL/+Eg+bdulNUEZo0hGAbvaUsDbdDWvTPVDXXgE1AOCigGXqgVs5Cg7GND2co6Gh2WayeSdMin4JiuecBvWaL3POV1D0O27g259C89eXXMAVbk6cvpL5d44DTZFsaL71Px/l/P2WXRO2Sqb8AHigmuFRUNJ9kHVeNnsu0yaM7r6cDF7AKydE/xq59EQZe+DNjkyFBF5Nh3BFWclf38xATK/wjT8bPt2UE+0HYAzYzTuQdBc2HtPgNeoRiP/gfelndNRHm7gHSG/+eZEb0YVwuVHGMyrmroJ+zS1uzjcJ4YuuxjOfJH87dz3xapW9/+4PgSB/EBuKo0ARDjOgUUXrx4DmpZw7juC5vpMT1ieiLAGYb57joBiUdLuVQq/nJa1YsG3B7Q0VJQ2tMi7OBOAcIBYuaI+zWMkz6XA0FY5hMBAnNn4B9qGtUGYuR+Sym9OCi9z5l2+++2z7yBaDEa0gE+BLvf/zXj7Lig/8fAKcbXmfonV0B+IPfDUYz4zblBkAZN09f53JvqcMWPL/TOHG7v9XBmHeeH/6XggqM0olIYh6ZtHV+IKvd765AUQmAPsgTBsK24HqCKiqgGELVAgNlYqKek0aNJEGaHDKeeI6JZYtAPuPYAEquE/NWJll3OFR0txf2Emi3Uyix7bYSzqlOGwIY7vtDTl1ym+RjoYd+mcJyPzMe2KonLVuPB50LyfsUMekkHTK6v2Py/jMQmvfhfCZVw1usu5jrei3Qy3vpXzszq7n/ltgNe/wx3Psfnny/VL8xd8gsem3wVjmubU+TBaAl57oquc++Wwy+F7zr9BmrYAgtbNpQjie2UYBByzSo5aXNaPNQsbFUTDluGk9tst0Vx5eiijQElL7E6aUI1RUqyS0CqFe1djdilTOl1TPwiluidFEppxzh738AbhASvrq+vm4pCZtY/mjll14KeZ5SZvcYLnLSSLGPR5t7u9o081XVAZYwlv5pwur7r8zAGeqCLmmbuwe8HzzhMsPNJVNOmxdh3loK3o3fp4/Wv32L8KYuSLvOXo70Nxj5u5YizQ3J+xh+l78DWKbfoPI2qsQPfOqCXsd5XDinfd/BWbzjmAsvZuRN8odfE2RwlGB5LHt6LrvK3ykimtvhT5rJVtMEgCLccv7ygvzfezd6/TErgzEbvQugViy78RC+tUvikCYfSA01ECXkS+pnJUQVoVr8FdNssSIVc4TnHKekAAsN0ojoKQ7mnG/p5IGOWgRCFvotVMShG3AEpKyIUpaocjXBVwvi+GBbRqExxmA6SGmXDXlg1WNAdjWNKQObUWXC8IzP7Rx0Hxwvl2rrw4fz5KFckAMAMmj29F235f5bJo+JI1PgtfIRuDY964LxlEuYDwOuSU3/TbzeXLD9M1Ec/qZ1OauQs21t0JJpfjNTle0JoxB956BnoLMzb0Pvq4/NQcMvG5J5pEoZ3qpcMW2QkElpCUx5XkJfMmaONNY4y+dzbi74+Ckc0KcEBFw1k0fASX9PVcl3WanuGSpCyn0wELCsZEiRaFLy5L6miaIkhkJZwFyxkQiqB7PQJh2laSM1lRYms4K6bY7P4vkay8jNGsFmt7xLzmnl3GyLg2UyVUHAqzspeW1717L/+GUD/9qZMgTfAvxo6/g+O/+Dz+PM97xL8GIuKkuGTK6gOyvI2kdRiYoy460wEH3eTTmrkb9hq9DMU0JwJZFK9j4sXLeWiJ3F/LSXMDN/GfbVT0T80hMo6IABhSEoKCKyk1hsKkGmWusCTfgkpqZacr52C5sova0k7AXwMQD4CEo6XphYJoI4eqGbEr6Jy17sSV+Em22ya0NO5wUem0TcdgwHZtBmEBIVRQWf8lI2KWkuXxNctL+5BgH3ZI8B++x9kQZCixdh2UYsBUFJ27/DBKHXkbDWdfy299xe5MjZ4edDbxSHR6AMdD2wq/4XX/WtfwOXsMfgWAMPfFm/xr9TJD1BKC5I8yRpBA4dO8/IXb0Ff7ruZ/9PYOuaqZYdEXUc9q7IL/6ePh3bpjfyBRzOlJbIqlmopnlOkUbCds9V3LYNRwVIVWgyib7YR2Nqg5au1dH6vHeGafyCUjr4R1oNZM4SQzmJOyGNyEBWG4g81PSRGNQL0hSzq3L8ZL+ectebIu3o51dUlLootaGwkTCtpEUDhxCYaKi3TywD8Qe7A4R9JY0N+wBfkYg68nELFWBZeiwdQN9r23B0ds/ww/wgituQdXs0/rNplwXsKy9RJ7fGeZ0nBQfP/78nTj+/EZMX7cB09dJGjV4DW8EDtzzRfQefQUL3vkVVOR5Dod3tAn66QHmrXc16U21/C9SIU3AJU0rjj2/EfQs0mv29d9AxazT3MjXhGLL+LifeVAJmbnBNudSVOVGwO42noHX2/QTe0mOhwCiQkMFeTyoOqibUZ1i4MMzlmKe24CHKef2g7K8yEzhpJ1Al5OadP3gJywA+9Mxg5KmRD6p6GpVSuKH0Mhm3SF8csYKzHdvLHXI+J/juxiEKQrudtXRcceGCQcm5YTlU83RcFqglaGSTs+esV0VvEg881dZ2CBgEwirGkfDPYdfxsHbP8WfWvfR32XRU1Is4R7AK23IOF7W34/t1ZXdr7142zv5nM782L1ld24T4YSC8UvPs9zNeabUQmQ60zH+stUVuo5uw667pePdvBv+C5WzT4OWSkI1LQm+mc59vhBqjJ8Md4Ph7TM44qVgxlVCWxT10uUo4FIjQyiIQEWlILthhaPf1eF6XFI70wff77uUMzGVlDJss5Posk30OhZXsZi2A8utYhnjqy36z018AM6gpCmHG3KojkxFtaKjnmwsVeqWoWNtpAEfaFrKA/havAd/7jiKrYl2BuBuWOghYRYoJ2yD8hUgG1WFAmKipNN1wLzbHEcldPaOOf30EzlOIGzqOjraX0Xzkz9Fz87HARZm0GxwsPrKr6Fm9ipvq51BNfscUkA/Z0yxrXffhK4jW3Halbemx63oU3ByHrDzyFZsu/smVM9ehVVXSsemqfzKFl9lp7Iy/27Lb/8RnUe2Scc7MymHLFKJMz75ALRUCloyBYVqfX1bx3S4O14NZTwFtKfWZqcuXpe9YEYKrthgQ6ioUjRUQeM/l4dq8L4Zi/kyiXL+9rEdTDW3URcjJ4lOi5hKExQgJYTF2W6KqsfV37qID/KkAGAaD7r5FK2ShRkl9slLulrxOmeE0KAaOCtcj7fVzsV8t57sl8f3Yle8EydbX8Xxlh3oNPvQm4ohbqeQtFPszsL0Ce22aJeanYIdNxFW/5yRS1uRMtoI49U9fwKq6oHDu4G+LpnMdmmghWff4D4+6TpnD5GD3G/2zGo//DI6jmxF7exVqJuzuojTbvIfKhi77Hvc31Evg4ZyN/hth19G+5GtLvim5MaZ1qqZC1FTPRs11bOgpJJQfB1HNr89LvM34xTSFLTcYChkKQkVhqIhqoVQoUVQrVeg1qjAzEXnc9noedUzeKD+3NGM33Yc5Ii33UkxCHc5JnptCzGYSNkOa3Wo+mMyvSYNAPsgDAcaFOiKQBQ6O6pUC0rwuxExUdJNaUr6UKIH//bbz6M91o7Wvja0xdrQFe9Ed6IHcTOOpJ2EZVsMxhPipRlAZR1QOx0IRYEDW4BkXEbCE+UaJsRABycZjEAJRkDVJfCSpSS9mhbIP3s6gXiPbLYwzo58Q121ChWapsFQDET1KKpCVaiL1KGe3tF61IZr8PGL/h4Lpi3kQ/2wZRdejLVxxHvSTKDTMdmzoZeiXstCynFgKrT+egZJQ53BxPn7SQPAHv3CuRUb0KFImbuqSEpa1VELUtuFuJfk2kg9/nq6pD4OnNiPB7c+iBcPvYg2BuF2BuTuRDf6Un0MwqZpwgLV25X5i4DWCANzV0KcewOcY3uB/71NnnRGJFzmVxGcXjACU28EKLpTtDT1/JaPyX9/4mdArPzBl6JeVVGhqRrCapjBtyZcw8DbEG3gP9fMOR0ffsNH+N6+lujB/7TsYkEsiayohWC7nUCvbbNXQ9JxkHRNkygP6AX+k4V+5iVZvfGn41BQU/y5xRS06+css7bUY1jS0fSuUAxUKgqr7VglrYawNlKL86Fi0fRFfELffe4ObOk4jLZkN1oTXWhL9qAz2Ys+K444gbBtgUQF41r/O8TQ8UaE3L2WvxEIhYFoBZyju4Df3yaj4MXnlfPpF//BGOURndaDQOtrQMMpEA3zRnm0qfH1YMyGd5/lnFUAPQRs+4P88ulvg1h5MRDrhXNsD3Di1bLNe3JFilCgCoXp5rBioEqPoNqoQL1RjQaKgI0qXDF7FS5efglf3u+3PYwHWw8gOe90nLRk795O20S3YyLmmEjARtKxWGDqOJT3lREwmxBNIrOgSQfA0lKSSolIeEeQbCMEDWFS3wkN1YJU0hQF6xwJdz/yXXzhbTfj1Omy9mx/bxv+a98TaLfiaDVjaDNj6LIS6LaSiDsmPxRc+j7eja4HmeOyhIEmtAFU1/Cfzn3fAFr2AQ3zoJzj5YGHt1BMxU87ux8HvcWSC/gdvIYegWDMhh4j7xNerS9UDc6TPwNOvgrMOBXiTX8HJGJAIg7YVtlummXvXgWaKhnHqKKjSqXmCRHUa2F+16phfGzhuVhQUc+X/a0/fQvPH3wO1pxVsBafgw47xe1kexxLgi9FvrzKSsEVezR4yuoAgAt/uMbyk14EzO7a/GkAACAASURBVADMqnfBcTDVnakADKEiLCgvTJ02NNQpOmpVHSfv/yoaovVYN289PnHxJ/iUD/S24SHKS3QdQZsZ53e7FWMQ7iNqhMw7LFvaWJbpboxpDdpVV1QD4agsUnjgm8Dx/cA574HScMpY3p4J/Vv2/V/lCFg55z0T+jrG6uTtp3/BrIFy+RfG6icn7O8QyEjw/WkO+MaBZIJzwRT3leXLgezdrigIQ2PwrVFDDLoNWgT1ahhrqmfiQwtex6e/r7cV//Hkj9B28Hm09rVCLDob6vKLub63m5XOFquduRzUcUCaZ4p72TfaNQ8LIuCyfBJcFXSGgxW3MqQ3UyMyJ6xDIEwKaVVFldDZe/S1X33Gz1G87o0fxztmrsCiiga+yu8deAZbuprR5kfDcXRaCQbhOPUYtmVTh3LdnvK0pY5JkUoZDVsmnJ/J+uAAhAt/kBmAaT8TAEpBgxZsWAoaJgmrigqn8wjw6I/kly75O4i6OVI46fX2LbNNvqSc5foqAxuNo95qBt8Ig2+dGsY7m1bgYpdZ/O/9T3NA03rwRbTte5I1NpHlFyGy+jL0wETMlE1yCHypFNQiHZpjS7aRGzekDT7KNegp7K5nf2pyUdA+/SyzwRKABTTX9JseFnZhod2apqECKnb95P2+Sq/hwg/y7u3amavxlhmyA8efju/Fvce2T0hK2qeiqaaQgNgIwzmxH3j4O0xFi/PeQ52wy3X/MJLnuSTf8SnVc24I8sBDjDDlf52nfxlQ9kONk5smcjqPAo//WH76TX8HUZsG3xIaWo14ngyXcqaU3v3HduB5Al8zhtb9T6Fr96NcZVK35nJUnXklYm6/dtJ9U4qPol8CYgpuCIDZytJtaZhrPjLiCymTL05aAPYpaBeAdaGA3oaiwHAE1wlHVA0vf+86hLUwqkKVqLnkk/4Obl31bPz9ovP4NhElfdv+p9BhSTp6IlHS6XwwgXAYCEfgvPQw8NJDEoTPeU/5UlxlMkkCUCn8RgSblaHHKm/ed81bIVZeBMRiQCrJJYNlF+kVSDm/efoSzvcS5fyNvY9lMYgdex5H3+5HELfimH7GVag782oWXLHoyraRogY5Lg3NLWM9H+kAgId+sMbzE5wDzoiAGYAFoDkyR0FRsKGoMEgZLVSEOG+h4IX/9y5fNl/x1s/1y2F85tQLJzwl7SmjmYaOVshI+MFvAlSidO57IernBlHwEA9vQKsWNruD/O/Q48TUc67o6pIPAXEXfMm+cejDjNknPH2NRkGMQlaSGipVw10r05Tz6qom3LhgPZ+XRznnBiy9ux9Dcs+jXNbZtO5aTFu/gb34E46FJBwkbUvmgG0bJrUudHsHBxHwmN3ukf1QfwAmgYAUYPGDQ9EvvaksSdBbRVhR8fRtl8MrHA+97fN5VXxDUdKUF+6xkq5ji+yuVG5iAS/fhDBFwRWAqsJ58FtAy17gnPdCNAQgPNiTFwBLYfMy2KgMPk48D4UCp+OIpJ5J8XzJh6XiOZksO8Wzl+8lcyMKYMjciPK99XoY9a7SOVPlnEs551aRJHY/Bmv3Y2xsNGf9uzHtrA0MvtQalsStSS8C5vyvzANzFBxEwIVNwPH6VH4AlkKBLAAmq0oWDqgMxE/f9nY+Zapj0y67aUBRwaCUtBVDWyouVdIgG0vaxUkby3KikbiQXScqOsJ0tHN8X5APLvCBDajVoQcqoOqHAF8v70vg+8RP5Iff9FGI2tm+6KrcIl+vxChE4EsqZ2Fwmq5Ri/Kfp1c3YTDKOVe0au56DM6ex/nS56y/njuNkfqZI2AqP8oCYJkHDgB46Lk37p/IBmBZhkQCLAZgCKZOOPpVJPB6EfBT37ncP3flsi8MKavPpaRf6jrGtcInzT4WGZCFWp+dZFql3EqVskRZ4QgoGnZa9gMPfSvIBxfwBFN0F9QDDzxQ3iYlUIv3H6O8ed+3/j1E/SlstlF2ed9++V6N63nrtSga3TKj1VUz8YEhKOfcsk3seYLr6uk1lyLgdekIOGETDW0jRWsnibBcIVZuLXA5BTUFLBuDfmSSirCyAZhLkBRZhuQBsBcBP+VGwBwFX/4FbuowVGF5LiV997FX0GqScYcE4XIuVcqbD37xPmDLw0E+eIjZFNCrgw9QQNPnH580+Orpel9yulr1JiDe55ptlEfeN7vESEFY6G6+V0a+DVoUdVoEn1x4HhZW1LNxUabKeSjjIm+TJgE4MwK2QQCcojIkEmNRKVIAwKPF97H7/mARsAfAFAFTHpgFWC4N/eRtGRGwW+dZSJ0bUdKXNy13H8JWfHPfE65COoY2K4Yum/LCKemeRRaWZeSelT8f/F/SKSsQZQ340AYR3hAAHDAEeQfIF121HwEe+2Ha6Ypqfcnpis02xv/VP/jQUKmFUKdIU416PYK11TNx6YylWFjRII019j7OJkXSNXBon4RsAH43pq/bICloW+Z/vQg4AODxfx6GdQYDATCJB3wK2hNhEQArKsJQkQ+A/R8eVHYfRZ0awj9kqKS/tf9JbOo8yjXD7WYcHWYcPURJW+XnnpWVDzZC3KjB+dkn+dLF278EOOVrfzesB6OIHw5ynIPQz0H978Dgmym6ovn1nv+UwJtyna789oJFfFiHe6g8a121EkKdJs01yFjjjOqZ+MjCc/jIVJa5qZNMimJot+NoTxXmFNgPgNdvQNx2AdgTYbkUNOloZA44244yoKCHe3PH4PMlAWC3z3B/SlpnGqZOCfOfJET4xKLz+Sq/s+9JvNR9jGuG6aHssBLosqWFZTm5ZwUmHSN7KIM88AA0q+uZHeR/0+OT6cnu3P3P8i/e8nGIutmy5IhaC46zUDOL7aOgRFCJkQ4GX1Wub/TnFU0r8eYZiznq/c+9j/O6RoFGm9mHTvJxLtArPwDg7Pkz6XPAo4qA3bHKR0lXagaqFQO1agS1WghnVc/ih3RxZSP29pzEv+97nJs4kI1lB4mzypCSzmvS4Ymylr0B4lTqnFSmPrQjw89RfyvIc+YfQh4X0lEEftk8DgOKrqijVrxX+jxTve842kz2o5xVHZXCQK1GwBtmhq9KDeFTC8/HosoG/L5lN37TvI3Bl3K9xPJ12sOz5g0AOABgmQMuhILOXWvyKAMrSZqvR1CrhLjL0s2LL8ISBuFWFids6mlmKrpcKenApGN4mBzkgQcA4CD/6w+MV+sLTYez61Fg+5/T9b4U+RL4ktPV8B694n46L+VMAUUIdbSeUSOFqibfDZA6xG3uapbMHqXX7Di6zeE3pwkAOABgBl/phDVEDjjPI+/vGsncQyUg11ApZHF6rdsB5Kzq2fjMqbJ13bf3P4WXuprRWcaU9GCiLPGOL5WdOUBxV6LhHy2gobPHzM+NB17ZbuSrgMG34zDwyA+AGYsgLiazDcr7jq/ZxmCUs7d+UVOFK5tW4K0zlmJPz0l8fe+j7HHA4GvF0U1snkkC0xQLp4YjMM0HwCTAojywb8QR5ICHvyiN9zeGkwMeDQB79BIxR5Qb1lUVIcgidUlJyx3k+po5eNcEoqQHFGU1Sr9ozlWN900uk98PADgHgIP8b3b0q6jS6Oaum/m/ixu+4dpMEu08fuLGoShnop6pS9ynFl2AUysb8MCxndjY/DKXVRLt3GnG0GOn0EetA0fYDS4AYDc94T4xUzIHPFoA9mZbIQ/0hqZVuKxpWdlT0oOKspa6zejLt/PimEJzQENnD3eQ/5Xj4ffg1g04j/0YOHEAeDM5Xc2RVpPjWW40BOVco4ZxevVM/P3Cc/lavrH3cbxA/dBdDQtFwD1OCnHbRMqSdrsj6Yc+lQGY11h6UZ92blwgEABwnjrg4azmhVA6E4WSzivK8jonnfsedu0JomCwkw+9A8WvnCkBI+CCr3CpZy/vS4rnBnK6oiYLbt53jEVXhaxPuZTzrXsfzZsyS8BCyrIYeEfaFnAqArAvyCPgJXZE09iLn7oFBQA8SgDO5J649zDnlrV+lDTtMG869fVlr5IeTJQl3v7F8RePDGd3VMLPBqDjRn1e/e8Uzv9mia7aKe/7P2UhuiqEoetHOR/bWlLR6FQBYD/apZCF2vKpGusCGHzJj58AmIJg5cafunEx5fgmbnwzljnggdb1Qh74CUNJ07MQMoBIpWyd9vB3uG5RnPdeWT5RQnCbCIcm2lVQP+UlUmw3VV9TnQ1gVpEiG2r1Sb22b/8sMG0hxEUfkGpnr9Z3rB+QUVLOpSqbnAoALIMYinYzIl6OejX53+jvbVuuo8qHfuHwf/DemJhAXA4AzHkgx4HiNoGg9l2Zhe0TSSUtHyINMAygoirdOWnphRJ0prgoa6oDj4cnU3kjIiNfN7oJReD85fvA8f0Q1/2bzPky+I7tZpXXQW5AI6s0IkJFhUqeBeRqJS0liXJeVTUDH1t4LqucB6KcRyq0GmyvMZkBWK6Z7vNAES4DLkW+lPNVpEqAgNey4Dx1B5zn7oJQPvEbKW9NWYCVAixbgjF9eJxdWoazaSwXAB4JJf1wyy7cfWx70Yw70vTHcEaw/2f5OKoOVFbKFobH9gIPfxs4931A3ZwpbdJBpTd45naIy24a3SBP8G87D9wKLD5/yjEBvj0NLbJk5froD6XoisqNuL1gcRXPhRh2eJt/2btXQQQ6gy0ZBRH45lU5l5hyzn28JyMA+8BL+V16U9BCNDP9s4zKWP3uHNwC5+k7gSPb/WERyj8+4DiqCkEAbCaBJIFwyg+RvQMU8gCM51pSdgCcz8Yyx2mGJkQmJf3NfY+j20kNOweTD3D7pRNGyBnzQhOOApEKzl84mx8EXnoIQX1wID7y6n+nmhgt7XKlAnoITtsh4M/fA1a9GWL5G90GC6Owmcwxn3PyuNHlrsdZ6S+hICpcO0mNWgiG2bHv9JomXDp9GQdX9x7bkaVyLhXlPFkBWD4DdHUKoHpUsw7oFPnq8u9sF3hfe7kf8HrjQh9zcOH7IOaugpi1nMNjksvDNOU/2/R2I2IXzcsRjMsRgEtNSWcCrw+4HtDS8+ErLkdnJ+nQLp/6B1MULARsioItEwpFwuNY1zieGz76bZvU0K0HoU5R+0W+/t2PQ3W7iI33/Rir30+XG4XgtB+GQ+A7bQGUiz4owZfWTk7ljeYlv51e6L06Jzpyej7zHB8g30t2ktQ+sEYNYU1107hQzpMNgLMUzUQrE/hqhqSZCXh5YSAMTdPM/Z6CmcsgZi6DsvZKfkbSd3POSohz3w0xf438DtHRBMYMxJK75rcjaepyAuJyBWB/8AsQRXgq6VxKup28pM0Ed1ai1l1J0wJ1CvHH372L8t/l7cyNgPML7AoDZl5KSMFnhOAYYUAVsH76CYiG+VCnsCjL2v0Yg7B+uTRcmGov8+mfsxBNXXLhlLl0P+9LTlfhKOw/f5enHIGvIJtJWi+HpY/oD9O5EW/630UakDlDSGswoELAUDWZ71VCqOYWgkQ7hxl8P7voQpxa2Qiyk9zUPb7WuBOVgu5HM2tEN5OamQBYdZddhzdfzpO/hPPcr/vPCQbdKyBmLvf/LhuAvf88eyXEKashLpAOSHyXCXhpZ0c0NQNzeQFx2QNwgZT02sqZ+OSp57NxB1PSdtJtb5hApx1HZzKOPicF03Fg+vV48sZ5ICv/dMV0GfPbB+Fhtj/LrA92KN8VCsM+vh/Ww9+CdsHfQCGjgWEtOpNnvU7cfwv0c94LhUz2p9hrql17puiK5oH5yPfhHN8P7eIPs9mGSCZHLrpy2aos8CWQ5Q01tUSRm2X/TwJ9R5Y96hCIuB2MajTypCehlYEzq2fjHU1ysb/32Ha82HkUbfb4NoeZaADsMxCkXqYIlwIRopkp6mX2gYJRwDmwGTj0Mpxn7+q3Coi1V3C0m+8lxNorHGfTPQMuHeKc6/MAcUoq/MoIiCcCAPMEKlAl/c6m5bxr/da+J7Cl+xgboFPTa2rsQK40BMLUtNq0bNhCKq8ZhMldhQDYVUNyrVkm0eH/+/DQIg3CBpxwGE4oAvvYHqQe/CaM8/8GKpt0FBZRD++Xy/vT8Sd/CrVxPvSlry/vEy3y2VknX0XiqZ8h+o5/KvKRy/dwnIhzRVd262tI/vH/wrjko1Aa5kKQ6Moauc0kA6s/fVzA9QCYenXT/9yNsye2JfANuZ4DVM9LkS/17iXh1Zqqmfj0qedjd88J3LrnEWknSU0Uxrk96kQAYD+1x25VLs1M953KMjm/68atlg3ntS2saM4UVnlP8GDA639GdeuAneYdsAmIm3fmR+qzrwUoKmZ62g2rSKxl2umomHYDRFWPAz09UQDYH9zBKGktAjbuWCyNOx5s2YW7jm5lGrrNjqEzlUA3EohZFsidxrKlITrdFQnA6fyvyMoFu3cuT3JKOENnrLzcF9HQTiQKR9MQf+A/IcwUouf/7ZTMByd2PQLz5KuoOO+vyxc5SnBmU+26aX1x3DSM2XoQ8T/eBn3VWxBacQkrngVRz+mVcdARd2hS5r4y8dfdqHtTkn+bUotcNyqgcuRLJY4KooqBahFCjR7ijmyVqoHPL34Dd2T7j72PYVP3UXSZ1EiBvJzj6HaSiFkpbnxAm/eR2EmO5nEqZwD2gZetIt06Xqrf9Z2rSNXsyPzuq1vgPLMROJpWNPO45KGZBxuvvE5Y9qa7MWBUPHsFOCpecLp83GjdNik3TOBLgOwJt6R4a6zyxBMOgAelpKl0gPI3YaytasKnT70Qu3tO4mt7HmFKmrqSdFlJdFsJjoQTtsXerDRhHduBoigShD1SOiPqzYXZ4ZqveFEARcG2EeG6t74HvwFhmqi64P1TzqQjdfIAup/8Merf+eXRrEsT7rtdT/wIeuMCRJa9ccKd+0hOmAGQjDZCEfT+/ltMPVZe9Hcc+Q4HfDN/u3+uV/6tFw1L6WsafBUoUBQB3REIaxoqYXDUW029ydUwd2X77KkXMljfc+wVvNB5hIG3w0ygy4qjl8DXsZCyrWF1MBrJeA30nXIE4CyamUqHBqrhpfzuU7cPSDOTsCozv1vIuA1qRclATBHxQFHx6zZAXPBeCcK0YyBuhHLEXNJEpUxpFXWpgXgiAjBPtn6UtIoKISdUDU0sJYSzambjXTNXYmnlNHx9z6PY3N2Mbm4LlpI9Oa0kEo6JFO+SHdiKDRWKjIYzKGg/R5zhRztsAHY1ARQNUB7MpmhYEWj/4QdR+4YPw6g/xc2DDR1RF/KAToTPtNx9M+rOfz+MaQsnwukW5Ryn0jUzECoK7GglOv/wbQ6Cat70MSiJOAQFHCNUPGcCsE8vZ+R8pTeSAxsOzWZOM1HntbCqoYIoZzXEIitqhbrap5xP4pY9f2a2rMP2ot4U+qzUiDsYFeWBcQ9SLgDsq5lpLeT8rhvpUrTL9bwZjlWWyWVEzrO/6jcUhdDMw46A+7EjQ9HT52yAOPcGqQhz849cS5wJxBQhQyasSwHGExWA/bHOoqRVRISBSkVDlQfEagj/vPhiLKuahn/f+yi2drWgx04ypdRjJtFrmUiA+nNaNMpSIakoLNTwgNgb+7xR8DDw0ssHO7oOiwRZoTCSzbvQcd/X0fiGjyDcMH9K5YM7t/+Rb2MN0ZFT4BU/sR8nHvs+5l71tUl/tR740oYz1nEY7Q99A/Vv+STC9fOgUG/fkYgPfXFVevj4d9zaUg94aSZLJosKDwQMoSIKQzpb8eac1ggDV8xcgUtnLPMp504CX2LJTLk+jCfl3A9L3NI1+u9z178b09dvwFj1A/ZBl08q06PZbY7A/swu8BKjeGibrN89vC37MoZJM48agDMPMDg9TWVM149LnnjCA3AmJS2E7DPsKKjUDVQptNOlCRfGuprZnOMhSvrr+x7lnW0PvZ0EeqldmGVyfofyRV5BEu2cZfcrAc4Ju6mDdPQ7fPEUU2NC4QjYCkdgaxq6X7gHqUNbMfMNH4GYQn7Rbdv/gNiJfZj9+g9PekCiC6TrpVf9ijdN6uv1nnFHN9DX+iqO//6bmPbWTyPSuABqiqjn0dhMunW+rvhK/pYEYTZOImCndJIqoEJlZyuKeivJzIdzvTozZZ9cdB7fA0k5H2XgbWfKOYEeO4E4dTAaR8q5XADYX+E8j2YWV5Ga2S0lYuCl6h4C3q1wnt0IHH6lZMDrHXjE3ZAGFW2NQ554MgAw3RS/ts9RoCkCYaGjQqFJp6FWjXJumEoMbl78Bt7F3X9sJ7b2HEOvnUSvneI3g7BDbcNkTthWHKhi4LxwvlW0EGqa82KqCisUgkVUtBBo/t1XoVgm5l308SkFwq/86lNYee03JzUgeRd34C+3oWL6qZi+8q2T9noZCBUBW9P52d774xtRf/o70Lj6Uo58FSrDLNA3P5+TlTdwefO9jk3ZXt40U76Xa3yhopLoZkERsI7TKpvwsUXn4KGWXfh18zYWWPm9ex0TvRble1OwHIffo3QFKdp9HmsKuh/wcimRaxnp0c8MvBaLqijqxZFs4CWaWZxxRUmY2xEDsP8ANe/gPPFAoi1RSJ64CPT0ZAFgb1wpglUdBbqmIgSBKOWFGXx1BmGq9bt25mpc3rQM397/JHZ0H0fMNtGLFHop30OGHY4pxVluHaFXopSrkvYYmeHOMl6kyBlL1WAZIVjUiFwROPS7W9B02qWoblgIMcZm9MO9hmJ9ftOdf4/FF30cVdMXF+uQZXscuta11327bM+vGCcmN5caUuEQXn3w3/k5X/TmT/vgK6sLRvhLLirkqpy9UiNhCxmcOSpCqsq2khUKMWE6m21c2rQcb56+GN/a+yQ29xyV5UVmHJ1mEp1OnFmxBGykTNm7l0SZ5fIaCwCW+XRXINxPzex2JKIxoYodElY9c6dUNGe+MtyqSjl2owbgzJMbjJ4WmWVM3BmCnLbI2MMVbLGYwVVTj6CMabIBMD9E3FxDQCPxhaIhwjlhKrSnkgMqVTKwtmY2Pr3ofOzrbcV3DjyNhG2ij96QisekJRXSNpt2yBWDlJTpXPzoul/5IKxpMHWD3z3HdmL/PV/Gsrd8BrWNiyC8muRSPsnjfOxDWx/gM5i76rJxPpPS/nxny2688qf/wrnv/u/S/tA4Hp3BV1FgGgYOb30APUd34NTLv4BQXy9HvqMCX/e6fIMNNzol8STPTUpN2gKaqnAntagiRZnkcBVWVHxo/tmsi/7WvieZZm634mhLxdFhx5lyprlPawAZ9RCNzTg04p1C8W/CQABMeWAqqUw6NlK2DRMOu/1R9E4hBA0PlW9JDWj+nY+Hu3zWHvB6NLMX9dLfUXqO8rqc472jH/DmulUVfxTSRywqAHuHHZSenkVlTNfJPDEpz+jlUgDSacvtyuT1Syzw4ZmMAMxlRG7elkCY2hsSHU3RMCmk6/QI6hTZXoxA2Ow+gbs3341NhzehK9GFzngnuuLd6El0I2bGkLRSMC2TKoeL/0zRA09lSVV1QE0jQAKVI3uAaBXQ1y0bfASvYATKfQRovSGXo0g1EAoBJw4DTQuBZAzoOAHYst632C/K82qqBkM1EDEiqNKrUBetRW24FtXhapw++wx89i2fxR+P78F9LbvQacbQasXQnoqh0yHWi1JQSSS5JDEjn0z8V4FraLGvKd/x+gHwOinCSjgjB+AMZ2x3B+OqmglfuKTIFQdTR6LXtnLEm5vfLSXNPNi4lgSAM39wwKiYgHjuaRBnb3ALnan4WbgdJCQ1IN223FImNyLkvEueB6pQACYZf4gcZBQFYah48rbL/dMtp64u8npcUw23nlcnSkpREXGBuJpajOkG6tQIU9Jvizbg0kXn4esPfw1bjmxBd6IbnYlOdMY60Z3oQczsQ9xKSBCmh7HYzlXU+zJSKQE4Wi0BONEHhCuAWLfb5nIspnnwG8EIjGAEPPClTWNlnXx+Z8yXVGV3GxDvzbLOH8Ev9PsKzXBVUaEpGkJaCFEtispwJWpDtagL16AqXI01s9fgs2/5HG57+X7sURymmznfm4qzPW2vmULMMZGwLKQEzet0/bC3jhTjXItxjEwAPoVU0Ouu43RZgt82byBSZLObEwETeydZvHQEnDYOy3GsYtB187xugOcc9DoSjV1+t5DxKjkAeycxWE0x0dNi3TXp5LiXs3A5er87E/27W8qU67Y1LAAWLgCL8gRgrybQA2AuwOdI2IGuqDCEggjVApLxuipN12uVMIsHligabn7bzdjVcRS3br4bPak4uuhtx9CViqHXTCBup6QykqjpEdD9Az1Y0ilL5c5JDoGuHoL13B1QZ62GCNVMepMOc/efoMw8DUrVjELm3oT8TGrTHdDXXj8hz32wk/Zc3qjjlxOthP3ib3jDqK55JxDvk/19Sc9QpGjSr/8XCs9pEltGSWSlh6XWQ4+y6OrmM98FJ96Frzz4ZWgzlsCZvRKddoIj3y4WXpIjHokuibq1pCaDaVtZBZG5lpTDTRsMgJOOw+JRuhb2uqerIOMpuhYCYP53t7aD3ao84M0wz2DgpYhXpvC48X0+mplEVdT9b5xfYwbA3nUORk+LdVcDc07jyJjpaaYO0n0V2W3LcTsycTMIrlT3B5tFbQ6pB2XhOtXOUXNqDQK6S+GGCHwFPfAq51Se+E46Z1cuETBvJlzZIgMvd52knbLCnU80RyCkanz+VAdYRa5Zig7n0Muwju5A9YwV+KeLP8lDd+/+57G57VV0mWRh2YfuVAI9ZgwxpqtsmFyiUJyFxa+zI6UhL2QV3Jzauv9rUFe8FSJSz5uIyfqymrfypakzV03KS7S7W2A3b4O25OJJd30EXKBOXxWVsF7bBJw8KME31gukEnLzWETwJaMcspOkcsMIlRdpIVQZlE6K8j+f0bAA71qwHjs7juD25+9E1/Ht0GevhHLKGjbg6UpR2WEScdtCwjJhCofdrciWlqCX89ied3QZ0dD5AJgi37hDmwgJwBQBpxxpr8sqbh+A5XWxxMqLcj3XKgZeqW2hIM156k5Zw5vxYpq5aVlZMNJxxAAAIABJREFUAK93WmMOwJkDMjA9vRxi/bUSiL06LXYmodF3hVrcr1i2SnRcMCbLcsqlEADTA073gwGYi9gVLmQ3SNA0QQA4HQEL6YSjuBsKofDmIuyoiOgGCzWoVji5/zkkDm1G7aw1qJ2+AtctOhfvXLAO//7S7/By60F0s1Iyhq5kH7rNBINwnDorkZc0sQsjVXVm3FTPpAO6DkQqOJpwOo7CfuoX0Na/j9MKRfiZsgWAyRoh0oBP1g0Gr9m0zkQqYcfbYD97J7Q3fwro6ZL9fanndZHAl3v3KrQmEQuncxejSupepId5I03/fHrjPHz+jCtxy4u/xabW/ehs2Y7OI1sQmX8WQovOdvO9JuJmCnFBTJbDQkuOGKnskERLLgizSLKMAXjG+uvkJoJywLbFHgZMQbvXROArhVhC1kkrCldaCM+5KoNqpvwudyTKB7wlKiMa7UI0rgA8ZFQ8aznEnFUQZxM97VqEebaXbHPpyshNE4LUiTRR2PmJAJjUwzJi1InmcZ1kCIBJXUiRcLlHwD4ACwnA3jXJFmQqXx/Z0lE0H1UN9Ox+FN37n0Ht7DNQO2M1T+qzpi3ElQvOxu6Oo/jNgWfHhJLmBY1FWWE4FZUcDeP4fti7HoO69E28cZqsIDyZAXgyUuz8rHKnmzALBs3//U8o6zdACdfJ6LdIz+qAlLMRZrc70nNENQNfWnsVxxn/54W7mF7uok3z4S3oOvoSahefj8qlFyJmJhEDRb6ywiEFizfR9M8UNUrVsBstTgAAZicsop5dJbQEYAJi93pIGqQIOMTyqSocVZERMK0x1CmKjDOoI9EhyUDxq2kZlDOvBJqWFm/zNFq0zfP9sgDgTCAeqKZYrL9G5om5AbIm+X+3losiYAZgBmKin20ojqyjpejXB2DQrlP1wZeA6/EypqA9H2eioSmip6iX3rpQ3bcCgxyzoCKq6Gjb+Se07voLKmadgZpZa1BtRFGjRXhn/cUzr+Jh/rdN96LPTqLLiqGTIuFUnCNjKtpP0YQuEiXdLx9sGLCfuQOichqUGSuLtrCVYE6M6pCTNUqkQZlsmws/8o0SU1MF69k7oc4/GyJcKyNfK1WUxZvAdyDKuUqNcmnh6Q3zcdXCs7G9/TDu2PskN1rpNuX87DqyBb3NmzF92cWoX3Ix+shyFjaXGBJIpZi2lZGwR9lKAJZlO+UaAc9bfwNmkAiLNhOshKY/LaTgyFarREEz+KqwNXrrgKJxJMwNASm/S6CbAbwezUxdiYrGWoxqRRj8y2UFwCOip2ln5FksUkRsEfhaXK+nWg50x3FzwEAYGlu6EfCyCrqcAdjP/UpHHIp+yc2Kol5ZkqTxxoLqg+lNFHvrtj+gecf/IjxrNSpmnY5KAl+dWpVFeYd9Rv18fG7tO7MpaSpjMPs4MuYCfjsl6+9GSUmn88EUXUTgVFazMtF6+nbOkYpIHTtlTbYX5UmdnuOTLg88Ga/LYcFgFKiqhvn8Xfw8qqddCsRi3FSmKAt4AZTzmsZ5uIkp59/gxZMHWK/BzVaSNCcT6GvegsTRLZi14i1oXPlmFilRrS+9CYCTbt0vR8Bu1Mh2lhlCrKJcSxEma2YO2ANgMg2RftUOR8IpIZCinLZQYKkKLGqEoalsfUv0gE2iqqduzzobBl5uej86X4MiXOKwDlG2AFwQPe3mialJtkzKK1wkT9Ev+bSqlgXdtqG7QByiCJjBVyACKWJ67DuX+gNWViKsDACmCJjkaB4Ay4heldEvX48E4ZZtD+Hwtoegz1qN0KzVCCs6KqhdmR5BtRLpR0n/ev8z6Ekl0Gm5O+1UHL1WAnGqF6Z6QlKcj4IrzhJlVVazKMtpPyLzwef8LZCIjebww3rQx/LDky1SpLGbbJE9i650A6ioht3XCnv349DWXAH0drHoahSPPT9qI6Gcewh0TVm1QP9MoEQb4uTRl5E6+jKbvMw47a0++FLEKKNgGQl7AMy1IjlK6PIF4A2IswjLRkI4SAggqSmgJJWpCgZhm5TdRKtTK0CimjNoZm4BSFTzBANe7xLKHoALiorXXwNl/bWArkEoKpfsKEJ1aWgbumnDsG2EbGrnBW5kHXYoB6yULwWdC8C+oExGwRQBU9TrgW9Y0XDslYdw8OX7oTatgj57NShXTOUNEVZKh9KUtB7CF9dezUNLpUp91DWFJ34f774JlGM08R1z1KVKvigrHAEIhEmY1bIfzo6/QF18ETMWxdK3jCXIDvZblCudbErhyXJN/DxSztcIAZEo7O7jsJ/bCO3iT0jDmGR81Er9QijnsKrj5rXvwm/2P4uXWl+VlDNthJNx9JBAMiMllGp+GfaxbZi3+nI0rXwb4m70SxEwRcMyApYA7JXuTAgAPtutAxYOYgASmoq4AExF4SjYEg7Mg1tgEvBm5XeXcrQre++Wl9HIcNegCQXA3sUNVFNMeWL1rKs5GlZUDYqqctRIqkPDJjqalMNAyLYRcYCoo+CJ294uldXUl/fyLwx3/Ery+UwTDq4BpuiXSpDcsipZCyzfnNNWNBZjNW99CAe33i9rUZtO8/NORLsTCFdqYbfUgajpME6vn4+b1l6Jr22+Gy+dPMiLgAThOLpTMbkImCT0GF2pki90IfAlKpryODv+wnk2ZcaK4qpMS3JHhnfQyRYtTqb8L6looYelQj8chvXMHVDnr/fzvuRdPqpXgZTzlfPXgxiofJQzVSZk1ukT+FL517xVl2PmqrdxsxVJQVPNrHzT5z3rRlmKVH4UNCuy9zwB0FsoOOV1N2Daug3o0xTEIZDQFO5pTlaUiUNbkHjyF7Az87ukZD7zCm4wI1usjpanGNWdLsqXJyQAZ9LT+URbVGCtn3UN9FNWQ9U0qJrBYExdRXTb4eYGYctG1HHw7Hc38K6Xy2Mu/Zzs7znON7ZgAGbwpXpmnaloioBffVkCMOVZ+9FgioEKTUeVGpFgrIVxZuMCXLPwHK43/NW+pzn3RIYd9O6xEoiZxckLMwjrFHXQwlfB6QL76V8yAHN9cFEe5/I4yGTLl06W6/GfwYpKKbp6+pdQ550FQYpnWgNIyDnCuV8o5XzNwtdhae1sVjkPRDkzlZyhwaANHQHwfDcCJuqZzHQYgF0QLmcA9lNRFK/uewY48Czbfc5etwGNZ12FmEKRL9X+Wuh88ufoe+Ln6bTgzOVcu0uKZps2R9yysbz8rUez6kxoAPaBmHZWm+/p15FJnbUC2pzTUHn29dB0g71Wib6lDkMGVIQBbPrZB6XFXLwX4uKPczQmi7mlycdIJ+Robko2ALslSHkiYEk/uxGwoqF5GwHwfT4A++eQuSsnSlqj7iohVBohkAqzUjVw/eLzsLx2Dr784q/RSxGwSZSYzEURRZ0wSfBBPtIjc8/yqWim/kh1WsG7YPvJn0M9lajoyVUfPJnywAQAonL6hHb44uePPJ7Jpa2qBk7nMZkGWf4WV/FsjniuF5tyzjXGSQPw2zHztEwKmlTDsvVofwDOrgUer3XMbUQuq1a4dleH89gPpOmJEcb8iz8BvX4ejj/xU3Q+8RN/ydJmLoe+9l1MM5OwjJTPrOweoiHDaNbd8fjupAFgLtmhu3RsJ4iitpt3Zo1n5dnXoX79ddBVHbqmQ9N1xFtfxd7HvseKR7KbE+f9tfSgJhD2PKjHAYgHA2Cq/yUKOq2AJlcvjduWNW97OD8Au6IQqaSW36ccFNUdUuE/RcL0XtuwAP901tX48gu/xqbWV9FLAJwiII6hN5VEnMofTJkXHol7Fi+CpDylmksWZVXBad4NZ/sjUJdePKnywbRoThZHrIme/83K+0arYPeekKKrVZcDfT3cOGTEAOVtbrnEUW5uc401SOU8HMo591yyAfitXP9LzlEUAXtKaAJgqgfmMiTXDSvTjGPE1zdCVJJeANyKyQdeNufRDDg7/gz0tgJ9XYhGG9C3/RH/V6rPuhrqzBVcx0upLxJgsWWuKywLAHiEN6SUX8v2gZYRI6hHcfMOJDb9NuunG8/agJo5a1A/by2e/8XfyqYBkSqg8RSIFW+Sn6XOPckUkIoDqcyGEMWzoxtsPAoBYM4Bc1MJMuJwc8DbHsKBfBGw+2PeOHF9NPUZpmiYnXjIgzbCf0YUHV9Zfx1+ve8ZvNR6kN2yul1hVo8Zd6kvc8SlSln54Oo6OUGP7obTss/NB08OUdZkygNPZADOFV05RhjWsxuhzl8n/clHI7qioNq1lKQNbQXNI9rMsp+zNNYYCeWcuzZ4ALxgtRsBW6YLwCabV3gRcDkAsE83+8CrSbU5pZ/IopacrI7tAR75EdDb4V9q41nXonrdNdLT2rWilMYiCAC4lOBZjGP3B2BZsqOSw5xQkHjxtzCbtyNxdHv2z6lESUWBpsUQr7seMHT5kHgvBuKk9IIdQyAeCIClraY0b6fWhJ4KmhTQ9CYKejAAzqTss4wBqFxJNVDpgjAtJO9ZfD5W1M3Fv7xwF4MwR8KUF6aG35QXHiYlzRPT2wjQnzQhSZBF6mgyXH/mdihNKyEiDZNGlEV5O8rHT+SX032c65on6nX4oitKeYQjLLpS5q0bVHQ1VLSYme81BPXp1lGpE/hSqV+Ena2Go3Ieik3qB8C26SuhpQrapaBdFfR4RMBuiwRZtkj1uhTtEvAS7c8GGqoE3s0PAM275ZRgkNbRdObVqFt7FRtxkAhLgrDn7BUAcNmvH0MBMNG1BFbW0e3oeOEu9B3NbkmFxvkQ579PtrASBmCogBZK219S8p/621J7ROqKQjS150ldxA4pmQCZ6wPN/rFFAmD6nVzRCEXDUd1ApZA7eFpQzmxYiGsXnYO79j+NzSdfZVFW7xCUdCbQeg0l/AdIyCJ5Px8cCnNZEkJRnrgEwtrSSzgnNxlEWandf4I+wRsXTOT8b67oimhn2kirtCnKI7pi80ZKY2W8Mlt20pz0872UytFkIwVij2QHIwm+axrm4coFhauchwL8cgbg/lQzNUXQZZkXOxaqcF56ENh0f3pUl1wI7HuKEJg3201nXYP6szYwAJMZRwDAZQ+52SdYKABnNmLYe8/N6DqyLftASy6AWPp61+6SdnAhdxcnd3AcqlEkbFKOmCLjpNsQgvLGxaOnSx0B56ww0hyec1gUSVNnFgnAtKOn8qVb1m3gkonBKGm2wnPHwBOSEth6iwsZpOS+OCjWNQnCVXVwNB2pR3+A0JK3MP0/0UGY6jf1masn2GzKPt3E7j8gtMRNzUygK8kVXVmdzbB2/Bmh5W8bUnTlYTCXzbg9s2XjNYfnCpng0FyJaFRVEGK7VwJfyv3ShnXZMFXOQw1rOQKwTzVTWZcrrpLrJeV5CXgVOJse6Ae8YtmFcHY9Bux63O+tfMZH75X5bDLjQLobEjeJIQqaPb0CEdZQz8m4/X3BAAzZCYlsKE88vxGHn8twVck8+4ZTgCWvh5ixUD5MPhAbEpyJYqEyAdpFEwhTVOx2ZqKeoaNVT48pAPsCLaozVmBoGsLQUaEbXK5UoYc4N3zD4vOxMg8l3W3HmJJOUks0h/qRUttUB4pCFppuDMzerbJVWG5ULKOUMOzqGjgVVbCa98Bp3oXQjNOYaRhhVci4PYuZP2x2H4PVfQyhWaeXxfmM5CQSR1+acOfv5X0dw4ATqYITjSL+xE8QXXMlRG/PgDaTDLb8mLq9ZN25YdNcVwDFli1BQyqZ2+ic563So2z3SlUFJGD87YFnfLaIxIv5jDWGopxz71O5AHC6nMg1YybGkNdGF3hVHU7LXmDz/azr4FfDPH4T8PKaSZuaB271L3HFlbciNHOFbMbgAbDtekFTgwluLsENBgMV9Egm8Fh8Jy8AU/MCygHzjlV2Q6KmBdwPWFE5H7z97pvS7OiSC/ifyavUf+UDYsNgIwmmq3m2Fp+eHg4Acw0w1wIXngPOd098Sho0VhpCmoYoKTqZko7kp6RNSUn32DGuF07ChGl5zcApWiDdNa1dJItjmXrex4E8Xp1IBFZlDe+gzaN7IBIxhKINQGpig3DH9gdQuyLdc3os5kOxfiPZ1YxUVzMq5qwt1iHH5DjcMccIww5XwAmF0fPEjxCZ/zoY4XoI8nge7CwcamqabmhvUUUEGeHQ/1wPdhYuaiFUUAWBLqsHVtbPxStth7h9YJeZQA+Db4K9nHONNYainAsBYIoYqRZ4LHLAMq3kgi4xgfTWCHwpXRfmPG6//C4B77LXQ9Aa6gIvX9eeJ/w1dv76G9B0ttuO0G3G4PUEJuD1WhIGADwm02bkP5JPBU3uURq1JOTWfSRckgBMuWBqwkA+0M3P3YFXn/ul/8OeE1amYbj/l0suhFjxhoHzxEWkp8cDgP3rzCqrGJiSprzwltbXELeSXK7UZ5rosxOyVtjtScoLl+LCr2ztJDUaOWEtU32qDjscgR2pgK3raPvL91Cz4BxEotMgitSVZuRP2Mi/2fHa86g9Zd3IDzCO35yI586N6I0Q7GgFrEgUPdv+hHB1E6LR6RBUbuRSyrnDKulmr/xf1tCyGQaou5oCVZUCyIgwuHKAhIpRNcT53tPq53IHI+oyRl7qLFYkExuvuUmOscZwb2m+CHgsADhL0UysHwUdlNslypmoZgLelx6SoipPWLX0Qohlb3BBV0a89PLmfObaOv/sG9BE3ZCoCxJFvywoc1XdLCiT3Z0CAB7uEzPGnx8QgN3OQQTE0roxTUETAIeh4pFBmjE4rQflbq31tfQVDZgnHoqeLjxPPK4AXCAlTe3TKN9FNcMJx0TMSqIvlUBCmNzWkCZOpk8r0duKyKCleVamh5VzbJoKKxSBGY7CNgy0b3kAM+afAzUeg5Khoh7jx2tUP9dy4ClU1M5FZd3cUR1nPL68b/NGLDpjw3j89Ih+U27kVJiRKMxoNXrbDiB5ZAdmzHsd1GQiv8ezS8rw00qLvdtRiOGY8MPzYHftX6nON6wYvJ58ed0GbNz7FF5qP4g+YoPMJEe+vVaSvdSL1d5zrAG4H/BSGo6UzBTxUm9vKiUiURXleOnVON+lmV/vGhn5muh+9zG3G1LTejcCdkHYE2CxCtoFYK/HMa8RgRHHiOZGSb80EABL72TZD9ivmyUKOiMKfuTbQ3dDIiAmEB4xPT3MPPF4AzAHAuSN7fYh7k9JS5HWusZTsaruFGzvOIxX2g7Lzi1sj2ciZZtwVBKLk/JZgaM60ITqerj2zwXL3wS3HUuFwkhWVKHz5D6cePEerF7/N1CHog5L+oSN7uAH9z6Keae+fnQHGYdvT6TzZvBVVFiGgSQBsGFg3++/iZXn3Qg9nhiURfH75nIjeBJYuqGw2+ZU5zSWBl0hJz2BVfWncIneHfueRIwqAxh8E+hx0tatmV7Ow6Wcc2/1WACwX73A7BT1WqedBwmq0mJU5/g+oGU/8OLv0sC7/A0Q9UQzSz/9ofQv2QD8bsxYf53bC1j2A2ZKnXoBu/lf2d8409WrvPobj3ZaTjonLHp+KOMoXZ/SAOyVInEO2KWgiYp+dJjtCPkBcgGZB59yHPXzIJZeKPMignaL1G2FrNak8wu/yG2LzD3Yd5rKmEyppma7y+zbWA4A7J9RHkqa6LdqI4xarYJFWv9y5jW47+CL2NVxlIUS1FGYcsFsXOmWHvllVZnirDxPL+2dU5qOOAlnIhH0HHoFRjKOpuq53F5ytIvZaCfMSL6/Y9cfsHzpxFISnzi5jy91WuOikVzymH+HHJNM3UAyFEJK1/HqS/diyfK3wojHoVnU3G7glx/92tI7SkZaBEMOVFuFplA6S2NMWlI9C0vqZuLne55gy1YypyHLVop4qY0nixGL0E8782xLDcBeipfFpaxqphyvB7w6nOP73frdPfK0lr0BYuXFsiyzQOD1ridfP+A4XAqabDXhcDOGFIEwga/nguXq0fneTPAOSJn3dvIAMJe8SFYzF4ApD2xA1gKzCpqFWDIX/Nh30gKZ4XRDyktPLz5fArGXL6FaYsqZhNyCdBp5VkubrnqaSppIQW25ZUzy1pQVAOdQ0rqqIgIDVSEJwDVGBDV6BGvr53NU8McjLzPo2jZNHlcVTTdGOqi7dfpcoORn43KV0RSAJMIG+sIRmJqGvc/eiVkNizGvdj5T0RMNhF985X6cufLyMQel0fzgRDpnyhGmNA3xSBhJzcDOFzZi1rSlmFu/EJppEf/Sbyi88iJaL4h2ZpkRCbC4G5JU7JPAktX8jlxbPrryrbj7wHN44cQ+dJoxdCVj6HJi6EkkkHCSMG0ZQdPRivmMlgqAOeolwM2KdCm3K0WmZBOLF+8Dmj3gfT3E4guk8HSE8zATgE9Z70bAlP/1RViUA5ZtFQMAHs0MHsPvMmDlAHC6gb1wRVgEwkL2zyUKmpoxKATAQ1PQQ11KrmhLLLkATv0pENMWuLtJD4jdumJ66EngQdR0IuGae6SB2MudepsJ3lAMYMRRLBX0kNfoUtKKQ2MofaSrjBBqlQo0hCtRb1TijIb5WF43G//94L8gQZRcogc9yR50p7rRk+hFzIwhZaVAylLubDLYi1rGVdYCNY0AdU86dgBIxGTjjKG+O9TFBH8/eUaAkJHYptrp8t3XBXR3yGcl2Sc3u0O8SGSlKRr7xIe1MCqMKCqNSlQYlYjoYZw590y88czrce+rz6MzGUNrshsdqRg6zF6uAiD9A9lBcrOAIoMv79ndbki+FaXbinCkKmgfeCnSJbCl+cXGGa5j1fP3pOt3Kb9Laub6uTJIGGowh/j7fAAc92qAKX0FaUUp+xsT/ezVAMvIVypLirvBGeUljerrkzYCzgRgMpmg6NePgKmWzwXhx28bWQScb9Tz0dO8Y6SH2PNG1Wl36e4ySdTA5UxEUVuu5WUSDqk16WF3LCi0SXUENFJh5nHCGisA9ikk6qusUgMIKsWgHsMRNISq0BiqQKNejXjbPnxy/btxz6svYMuJfYhxe8M+9CRJGRqTNJ2ZGjJSkCYdumzYUN0AUG7v8V8gfMr6Cdk5Kdm6H0bDwlFN1rH88kQ4X1nvqwORKOyaeth97bCPH4BRcwqQ6OM5NOiL0yuUptK4/j2kGlxaROYa9FyHtRBWNy7CsqpGPLj3cYQbF6Mt2cMA3JboRbfpdgojwRXNVdpYl+BVLACW4iqimQl4yS7S9Wim5igkrHrxfkk10+u0S4C6uen8rqsIH21knwvA09eRA5ZUQLMKmuwoXS9oyv3ymxgKtzwsAOASPGCjPaQfATN5JDhXwwDMgCWkfzLV8LHbk6SgWQUtVDw+Qgp6sHPuJ9ry88QXuB1CaAJ4eRZXXUiTgraXlgOHBEcEwLYJJWVCsSyopImw6VoAQ9F8L+ixBmDXq0B2fqF6SJ2o6CimRarRaFQhcWI3umOdOGvR+VjRsAC/2vUnbmfIIMzlGTEkrASSFk00k6nqgbbVxGtQdOPU1MOpqoVN9cE9HVD1yizKfrTPz1h8fyIAmjcOVl87/6MarRuLoRnRb/CzoRvcW5qMNsjMxdz3LPSGhdJswx64vaCX4tFA+V3ZGSzslhVVGmEG4ZBmYMPSi7Ht5H48t+cRVEdrEZq+TAJwogftyV5+rvucBKudpSXjiC5lyC+NBoBlVE6OkJqkm+nNHs3EylF+9wBwdCew+UF5HisukmVEXje4IgGvv4EnDY3rtUAU9HS/DIkEWGRDmeGExa1PpRMWAbCMhWWd9mg3AkMO+hh9YHJFwC4AC+G4zRikGMsz4iAltBRhuRGwouKJ76Rzc8PJARd6f/rVFHt5Yi6KJTNyF4iJ/nFr7MhAnil1x4JIWVDMJAuQKJ+lOzZT6twJicVkxTHiKPR6aDYTHU7jSgsX2e/V6FHUhyvQGK5C75FtaO9rR03DQoRVA9csfSM27vwz4lQfSV2VzBj6kgnE7SSrplOW7DHsLYq55+GQl2xFBZyqOjZAoQhH9HVDNaomFAhPJAAu93NlsKO2dtFKBmCyM01uvh+hUy+AoPaCgyjmWd1P/gDk5axSnbuBKLm9cfeiMG8qDdXAtUsvwh07/4i4mUBH6140VE5D5axVaE10oz3ehy6zFz0mUc/kAGfLmuEyAmAWL1EqW9XgkPYi0yaS/hsB7yY3v0upsmVvhGiYK9M7bJxB7+I3vu8fAXt1wFKIxY0liIImI448AOxl8wMALnjFLv0HvQjYK5pnAKbyebeGLxOAM/2gKQp+ogQRcL4rzhVtUZ4YJN9vnJch2pKyf0c3IFQdQiHxhwLFtvH/2XvzIEmu+77zm3cdfXdPz/QMMDfmADAAiIsmJYCESJEiRYkiQyIlShG7G9rdkO1daRWrkAl6ddomFJJ31yH5CG94/5BtUeKaFq3DokDSIgGKh0DcxwBzz2AwR08f00fdeW18fy+zurqnj+ruqu7qnleMIjCYrKysly/f5/2u78+MQth+CCcM4EQR3BjwQEveloQySuM12w1pXXckzYqWJDZXSfK5GfQ7XRjKdmHy7ZcwOnsd/TuPoMvMwrOduiXx0o3Tql4yrKDoUz2LEK5J1mMQ8XG7dWcrbrN0sSWE6a0/+z04AwdELYtZmFvlYaRl2clWZTovOhnAaTtLCU1096pN2fhFGMUirEy3ZOYaS9WMS84Rc0KWdznfPbQff3TyaRHSKAUV3Bw7hZGe3RjY+xAmygXc9JnXwNacbAvI5KvOAbDSZI8RmYaU9HEtiR1PAdi2EdPFTIuXiVXDh4DjT8Do26OymVts7S66DjZYwHcyCYsWcIMO9EIAKyEOZqYbiAxu1Fu/KVjXerjOD28bCzj1AInu0gIAq1pgQ9y29TKkpBRpowDceJ/mWcWDe1VmYQpitu2yLAVg24bhejBNC6ZlwYroho7ghCHcKIIXxshILNtA1rAEwBeX6Qe8zrmirFSxHkzYEgd2pQE5Wxn2u10Y9Lpw4/JzeHviEnoJYIfNHNiazcX9w4dxz9ABfOHkV0U9i+67YlhS4h1hIO7opVzSaTwO/iPHAAAgAElEQVQ4YiyYjRsMIDj9HTh9+2BQYGEJdaP1/t5Wf76Twdb4Wzv1OlXykIU4k0PMXtK5buURYVjC7lo+N4AbR4aiEqs3Y7uiZMUQykKX84ujp2STWKhVREpyduw09g3sxa5978GYP4PpSkmJbQS+AnAYihXcLtfoSi5oeX6iEAGfC9OQMubIshB5WcR0M1M6l/rMqXDGiQ8pNzNLI8MoSVTbGLdu49pHAA8/+mlUwyQGDFUHLBvyxAJOAUxX9HYT4RBmWf/jHy4u0Nvq1afN50vFOMxYAVgyh6UOmMlLDQBO9KBp/RLG3/6X7XVBL/ezb0naStzTErOhjjLBm1jDppeBZTmwLKaMGHDiGC4BDCAbxchGwOjrf4VLL/85zF13wxo50fIRT8e4MXbGjjAUpWc3GLqgr174Nk6PnUX38BFkTE+ypbN07ZnKtfeZ4x/EF978OqpcwCjXF1TFKmZG53Iuaan/y+URMzM6pyyd+PKbsJz8lknK2goWcKdeYz1zlzkBtH7ZS9q0ELz5Lbh9e6W+fjEPsBKUUY1GVPKgi5zLBiM5SbbKWi5cy8Gnjn6g7nJmmETENcKKzNPijTM4MnwYu/f/ACZrRUzX6IJWHhwmFQaEH9OF2mSdLQVglX1N4YoYNXqGOB6OhZDwZRmR4yKim5ngpbW7Yz+M408kpZB0NVOHoHVd3JpZcBYFcBSJFcwMaA3gZkaxA4+Zr4aV1AI3Api1wIz9pg0ZLFWKtJkAricmLJS8TECsEspMmJYN0/Vg2R4sNwPLcWDbroDYYyw2IoRDjL/+VVx++c9gDt4Fc+fxOR3WFt2veepYdH1bbNjgosfJodfNiQV8+eyzeHPsNLKDh+HalP+kdq6r4mu2KzG3n7vnw3ht/DxeHj0tsWBawVzsKiu4pKkXrbKi+8VVH42e31JJWZ0Kt063fuvZu4RvNo842yWiN/VQRKUsUFlMY/yWeK/tSQcjttzMOB7uHzosluvLN07XXc6Sp+CrPAXmKJTHz+LunUex9/D7JAFLAOyXxIujrE+Vx8CEp3aEQxYCWGlMhyjTYjQNVA0DNUpw2i5Cx0Jw7QzCF/9c6TOLmzlRq6LKVxrfjdpzrSstNRrA80do21nALJpXWdALLOAEwMyEFuuXMcwOAfBy7mnrrsdgDR0Qy5cWsO24AmGbILZdyYimW82LgcnTz+Lqa1+B2XMHzIHDSm1LshkTXeaVno4V/n4xAFMJixZwr0cAd+Pts8/gtesn4Q0ektpKlk95BrNMCWJPIMx/PrTzqFgsr46dl4WOlnAxVAvfUi5p+RUsO6ElTCvYdhGNX4LldgGlopIbXOdvbPfHO9W9m/7uTtwkqGx4T22+mHRlmYjG34Zl52BUVK3vLfc9jfdSQpLdvdhAgTW+Njt7cTPIEqODErxY6HJmwmCjZVsbP4cTu+5OADyL6aqygFkDvNEA3nXPj6CMCBUAZTNC1bJRs234pona9dOovfBnIqBh3PcjIgrEioo4CGFIUtXGWrvNxIDFBa0t4HYvO+0/f7MWcKcDmCMlO/7JRHt64m0Yg/vgHn0f3KGDUjZB69dxXNh0nzkebNeFY7kYv/gcrp37Wxi9d8LsP6CyQSn24VdVnXHiclqzik2jPnRiAacA7vPyYgFTP/i10TdVklRdQMSCY9PlrzJOGXPjAkhr+DN3fxB/LC5pf0WXtMwiti5kxjgtoXyPlFQEZ76rvq9covh0R0O4EwHXyRawSrpyEHfR7cxMeFPFfYsFWB7jvvPhm2bTMwlTNqYmmydQOEbNOcqossToZ47PzbviApdzLaCcpOrqxcnETdOJncdFz5sW8FS1uLEAvvoaotGT2PfAx7HzxEdQNghfE2VLWb6zz38ZlRf+DObOwzCHD8E89n5EoY8oCBBHobzbVaO82pVdW8DaAu5oCzgFcL2ZPTsxTbyN8PSzcucyR9+Pnrt/WFm+0hzcg+u4cNwMrl/4Lq68/TyMncdgDh9W1i+VgJioVKsmIPbVf1+DnNySFrCTRZ87H8Cp6MT8sg96HlwwAYYQJowJ4Qd2HpHf1oxLWvU0NBCzZCvfg5g9hJl0cuU0LDurfuci+tqrXSjadXwnW8CdtjlYLOmKClfGzE0Y5eItsf/6XEufjWSusVQu63jImh4eGD6MNyYuiLhDJfAlyYou53KDy3mhnOQtAK4VMeO33wJWrncD0fhpRONncecDH8fAiQ+hYkLczhPf/xJmv/9l2Dvvgnfvh0Q0IwxrCEPW14fylmelTa7xtTwjGsAawFsKwHSlp1KU4alnUT31TbmDPcc/iPyOQ+jfdUxgzF39tdPfwNvn/xbGHQ/AHLk7UbxJlLZCNoKo3QpiOuGa6GKSbgzqHZIaLeBlANy4objVKqFLmokwyiX9xvh58Zav5JKmUD5YH5zNqVIUN4to8h0Ys1MwvW75nZ0M4bUsXBvxmU4CcD3u6zHpqgfoXiHp6haXs514W7KJt8WRRKy7hw7ixRunxNtC+EoilSRTsZwoTaaaHx/dDACL5S+NERxEk+cQzV7B7vs/Aje3AzNXXsfkc19C94Mfhz18EObAfoS1CsKAvyFQAGZkO5W01gDeiMdnTd+hY8CbmAW91B1bqRkDa4pLb30D1fHzyO04hD33fhRDI8dx7Y2ncfHNr8K8436Yu++r1xRTxlEk+/hKQUzXNLuZpM0hmrCKm7OAn8VroycXl11ccZFs3iUtCj8N8WDDchHdvCpWMMpJPLiDFp7Ge+1PnBfFpk57dRSAk7hvJGIbXSruO3oBlpMD0rhv0kaM3qLlNneM/9Ll/IWTX5NMe9W7lzKSVdTiGmoBwTvncl54XxSA78a+w48rF3QbLeBG8IpilZtBNHsZ0egpYOIKUJzG4MOfRN8DH4NfLSPwq/B9lkIl9chJJyYCWBVGzTV36YT5pi1gbQFvWQt4MS3omTf/G8beeBo9w3eJpTw1dgbmyAl5N7YVE5ftPBAnMWEKFzTpnl43gNM+w6wlXuAmbHRJ25aNe4cOLumSFhnL0EdsmFInTS1gZLthMClr8jJsSlWmEO6EVWeLXEOnALge98131eO+4dhFWFZWmnHEkmxnIEqaA3AuudbS4Q3KSQZhoDwrScZ92a+hGisltpU6GLUbwPUSK8rR8s12ppmcJJ5F09cRMfxUuondD38SO488AT+Bbi2oSAa2tEBk7WzSRYiqXBrAW+Oh0xbwFrSAHdO6RQuaEJ69cQZTo6dhdA3DPvIBmYFzDzf7FFPu0gG8HGJ2kHEc1XaNLl2fIC4nXWTYJpG9PoNE7lHlmLYCwOtxSRcCJdxBtZwgkQCkQg5/k8HSFLoqKTwwdgmWmYXJ8hRmfnbYsxiWb8LKdpbOcqdcUz3uSxGJnj5VclSrILr6lohtMKuX4YW0r4DSe1fa6EpSMldP8GM1xD1DB/HCqHI5N1tzvlEWcBrjlY1yKhUpOs0uwgvPIT71rGpv6pcQlydx5/73YPfhxyVhkQ1N6Db3WQNM+UZ5JlQbPw3gDnvgl7kcDeBtAmBKUqZSlOn9NkfuFRib3TsVQPl/7IZiJ/rTJl1cBHIWMWFsWCp26ldUm0RKPaYgDiPEYZDoQJtwlowBL+OCXjgRV+GSTuN0aYlILaJyFi3hEDE7bzgezK5eGPk+1Wv46imYTh4GM8A7OCmrU5aKsDwFK9u3qZcjimfsyiP1vl1AvkuJ749egBnbiMIqYs5DI5YevdQkdwW+dr2hAsvdmOSnXM5fXzGfoJndWast4Hnglcb3rojLiHDGmW8jfusZAa918N3yHEaXX5L3/mMfxMjxHxYJTApWrLUd4WbeZO2C1i7obeWCXq4ZQ1rALxAeuXcBiJlNzCQP7r5dgC3JuPDRpUsQE9dM2iKAA8K4itiviia1FcaiHkQhDilDmpeEtQoAN+mStkwLJ8QlfQa12Ec1CFCWLjQBfCjtW/ktmRzM7j4YXgbR1HVYpid60fIbOiweHJanYWVVBncnvDb7euYsXw9gzJfJV0xZENdzDnG1LOU0qsFgXO+P7bKuHC4824ZrOHhg510i8sKe06sReVnuHrQKwGoDTJECboIT8EqMdxTRue/KJbDk0Dz0XlXfXKtIz/DoysuIrryCAyc+hpF7PyIAphCHBnAnPDnruwZtAW9DC5iwbZSilAf82uuICzcExI1/N2cV2wtAnFFwJtjY8IALYKUMs1qBFbAhBETMJG+7ooI1V4a0OgA345JmqdIju47h5PgFuR5qRtdC6vD6EtuTnE8q6zF+lsvDzHYpCc8wgMmFrFKW1o6d5ope36O7vT5NsQ1u/tjhiK0Fpe16tSKxfMI3TOK+6iaqZivs4esSvpYDhmXYhIGxT8lsTsRdmpE5XWkk1wPgurUrrQDZhpTPGUNBCXjPfkesfPOuH4DZvSvRZ/YB/nYmSDKee+01eX4P3PdjGsBtkvtcaQ606+81gG8DAKeThyAmhPkwNwViWiEWM6gTEIchjKAKq+rD8WvwIiBvWeg1XfQlWtCXzq4ewPXJvYhLmspZbBVHBaOclYFtUeHMUi3gKNgujRxCRGy/xtggwZvJwMr2wHAcxFPXYJkZGFzQOigeHFVnVclUB7w2+1rmJV3lugWkcaWIaOIdGHZOympi7rDSdqPU5jAsSbyyYEvP78iIEQRhXVFNantTqchlGn00M/xrBbD6XQl0U4vXSeK7k5dhDO2HedcPipUrbRRZmRAx94INEqhapa5upWYMOgbczF3szGM0gG8jADdOweXd00vEiW22SKTtYcAJVEemHIDe2ES/6WLIzuDymW+KElYqxLHaab9QTIFuRSbX9Nh5dLkEMXu2eiKsz1iv9AyN2Ds0FHEFWbUo15nrhpnJizYv3Xni0gsCsZ60Jbzau9Le49mvVsIfXb2i9Sz3qjglHpco5OaKohKsa1X3jh3PlNSsiZit9+JIyotYWlSsVaRXryTrMct5mVaXzf6q1QJYrN40tJOUEjGuTTczSwgFvId/QIGXG0NxNVeVxbtIqEQDmPdYd0Nqdr5uynHbTYoyVcJqFOJYrAxpuRhwMzcidU/z2JXixHQRGl4WpptTcpjS2s1CdxSjP7awAzaunnkGb1x5FU7f3jUL06d10GZsSKw5JxKCGXS71PFl44e8WMWu7YDCIDye1rBUPUpo24Ll5WBkcjDEFR0CfgUGY9qJGL2G8NzsiGoluaeb9WI5GWO+EVXN6J4tFGCUZxDXqhLzlV7RSWlNPQOa6meI4NPqDaso1sqYDfiuoOSXVY0v5RgNZkyvr/FAswBm6zxDLF4mOboilypep6mrAl7z6Ptg9N8xH7xJkqPMyyVeGsAawJv1bDb9vRrAc1nQC93LzQ5i+qAv5Z5mn2J2ZTK9HOxMHo6bRcajxm4G3ZaLAcPG2Nnv4PTll+FIPIsxLMperm0BpHUjfYdN1VGJIvo9Xh4DTg96M3nk7Kxkv1Ifm9VI7BxlmIbKkHVcmC7fWVkUDW6hJaHMV/rYmsDNTosNOM6QpvHIZBEzVpokIEVUdIpVmIHeDXmHoXQeYvZ7TfpKV1ColjEVFFGolpTARlgVi5h9ejkf1vtaCcDMyA+ZKkG7nBUGjoe4NC6lRMbwQRjs+d1/h5p3VGkTbXb24k2apazwfGgAawCvdw63/fMawOsHcHqT+MDHszdgdA/PL2PiQiENFmw4LjWos8hm88jl+5DN9yCf7cWNq6/h4uhbcLx+JYYhcS0uOkr4I41rNTMh5J4CUmqSdTLIWa4AuM/pxoDXjd4sLeEc/uWzv9vM6fQx22gEfv4Hfkk0nGcrZUzXCpjxi5iplcQaZslaLWKFLCMS7QNwISDoY/gGENomIiqzFccS8B6AyRpebvjqbmZCNxHAWcXGVANYA7jjH10N4NYBOL3ZadIWYVyvKU5k/2zDgmc7yHtZdGW60ZXrQ1dXPy6PncS5wijsnhEY3OWzIxMXIGYiM9aVyF82tS4yKYvfxz7O0s7QRbeXw4Dbjb5MF/oIYSePf/Xs73X8/NQX2NoR+J9+8JcxUytiyi9gulqU96xfQoUKV1FNrGVaz63wdCy0gG8S9kENhYjtAE34jg3/0nOiwmYef0JivLLZLM3OxXfFG8SWgKvPQdAA1gBu7dPThrNpALcewI23KbWKze5huCP3zxPi6GY/4Gw3+rI9uHTlRbxZuA575Chi1haz9ELKmCqqgw2t4mZBzFwWk0pHzHhlvJnN1LPocfPoz3ZjwO3BQKYLf/CMtoDb8Eh19Cl/4bFfwVRtFpNV9uctYKZaQoEAjmpKmjFmfTiT8tb/M9JmDHsPPY5xv4SbkY9phCiaQOH8dxFxNzl8APHQflXuxg0nRWwqRRWGEZ31tYVhePUawBrA65/FbT6DBnB7AczbJ9mdSRmT0zOCnjsfnifEMeDmcenid/D6xHnYu46pmB4hbLuImZRClyCTodi3tw5iuqiXaBaeAthUceCM7UlCVq+XR3+GbugeDHo9+P1v/k6bZ5c+faeNwD98/69isjKLycoMpqoFzPpFFNlSMKgKhNnZqBUAphvbn7yIe0buwZ2HH8dYUMU7N89hauKCuJ6tY08gYLKXX0FcpXBNEuNl0xO/NQIwGsAawJ32/N1yPRrAGwPgtB2hURwXGNMyHRg4gDt2HsOg1wWpA75+Es7QIfqPAdNGTPGButJWFrFtq9gck1BYiiFu6RqQLmBRgJgJNDFEYIFJVgrATMTKShy43+vCQKYXg143/sU3nur4+akvsLUj8EtPfBaTtYIA+GZlFjPVIgp+WbUWTABMCDMzfi1x4LpAjWnDn72Co7vvQaZrGFdunAJGDiEa3IdqrQK/UkJQLoKZ5BH11Bl5TgQ01vK9i42SBrAGcGufnjacTQN4YwHcqAVdfuclUIP3zp3HUJq6Um9HWFcBImxFg9pRUpes+fRyquTEcpRGNZWOpF9xWcXN6LKOAtgxXdCGnJ+iHD0sQ/K6xAIeJIAzPfjnX/8nbZhR+pSdPAK/8sFfw0RlBhOVaQGwuKHpgm7s7RuHqypBkvlKn3XSh5eiLtw4Vi89h/6uIew+9kPAjoMoVYsol2dQKc6gVikgYC9eWsFhKDkLrX5pAGsAt3pOtfx8GsCbB+BUC5pJW+fOfAOjhTFk73xo3j2ud2W6BcRZ5aI2TRj8O7GKqT1dgelXYfkhXCOGB1OSsOS7xPrtEfjy/btf++2Wzyd9ws4egV/94V9PADwjVrAAmFnQzEwOKcChSpco0rGcJVq3dC1LeWqYyUxJTC+D4NLLapM4eAcO9e/DyK57UShNo1SYRKE8i1KlhGpQk9aYrDdm0lerrN7G0dcA1gDu7Kex3nQaUgMqnk9RyjEg4hVUbpLOKSZcmLdNM4ZW37TVtCNMv3uhItY8ENP65QJne4BjK6uYvVANS4T3zdBXAI5DeEGEvGGix6D2dBYDmW4MZXrl/Ttf/c1W/1R9vg4fgc9+6DcxXpkWC3iyTAAXxQKmCEeV8qQrAHjOxWwhpkxkJicyptwMijjNzA3YBx6WrP1g7CyO9e7DnXvehenyDGZKU5itlUR1S8lAUodNZV1rAC8/cXQ3pPnjo6Uob1MpyrWsr6sBcApeZpDyxf63Vm6uB65yT5tJdxilHiQ9isX6yEmc2LS5XTLhxBEyBHAco0dkLz0MUHva68ZQthdPPf0ba/k5+jNbeASe/PBvYbw0JVZwmojVDIBvAa/Mtyyi0iTCmRswB++E1bdLJVDVVOmcf/0U7h08jL3734OblQKmqrOiuMWkrzrsNYCbmk0awBrA2gJu6lG59aC1ADg9S1i6WT/hrSBmjHh+nJjKSJSStGw2YHBE8SpP2UtY6IeNQcvFoJ3FsNuNz//1r63xF+mPbdUR+NyHfxtj5ZuYKCcAphhHbWkLeK4rETd7KhdBgXcCsZuFOXiHZONLQiAz9UU8owzD9+GPncGJ4WPYe+gxTFaLmKrR2i5rAK9h8mgAawBrAK/hweFH1gPgxq9MreLl3NOxacNwPQGw42XgZrqRz+TQzRpgWsAEsOVh2M7hqb/4R2v8RfpjW3UEPvfh38JYeWpFALMUyZBWgElGvsvEqiz8d15DnO2Gc/ARlahVLUnugSi3SSlRTdpZEsr+xHmc2Hk39h1+HBPVggbwOibN7Q7g+NqbiK+9VR9B7YLWLuimH6dWAXihVdxoEaegp16QyXZzhg3H8eB6lLzsQXeuD/2ZXhHgGHK7sIMA/tL/2vRv0AdujxEggMfL0/IWF/QCC5hiHCxCEpEM6kx7jO96CIvjiDN5WAN3KPASttWyUq1iGVGUKlal7Q+BlbSgdQy4+Tl1OwB4IWTjF//LkgPEnHkJi8hr5BiMkWNzdJY/H29+dDfxSJ0FvflZ0PU64NGTq2pHuJh7WsFetZ1zLEekKHPZPLqzvejLD2Ag34+h/AB2ZHrx1Bf/wSbOPP3VmzECSwGYXZGqEXtExwhME1Emi6gyBXPXIYSFcQVe9toNmGlfhkHFKumUVYX0vONyuCCZSgO4dXd4uwA4evHL9UERi7bBql3NaM0H8AqfNB78iXlHmA9+YjXf1dZjNYC3LoAbJ0YKYzPbJwCmDjRrjl3TRs5VMpR9uT4M5Pow1DWEoXw/nvrTX27r3NIn77wRaAQwE7GohiVJWKwDRgzfsuGzI1FXL8yhvcoFTbCmNeYpeJlslTZGWOJnagC37v5vJQC3CrKNo7eQoasC8LK3YZOtZw3g7QHgdI4FxUkBsJsfrOtO55ysaEGzCcNAtlcs4KFcH576r59r3Qqhz7QlRkDFgBMXNOOyfhHTYRWlOEbVtlBzXASug4heFMZya5UkvsvkqkR9bQXwpgOhAdy6KdFpAG41ZFdrpN4SA77Ff70O83o58rfaetYA3l4ATl3QqQVs1wropv60m0Ofq5SwhrJ92JHtw+ef/vXWrRD6TFtiBATAlVmMVwuYCMuYimqYmr6KomWi1jsMn+JqbElYmoVJ9zLdzZJUFYglvJquRBrArZsSGw3glvJsgZHJUVkvx9aUhNW4a+BFLBdkburWtcB61gDe3gD2LBteUEN/74gAmEpYrAHm+/O6Dripx2w7HfTkR/6ZdCYaCyuYiGu4iQCzkY9iUEPVryKolhBVi4iKMzBZWhSrjkRr6UqkAdy6mdMOAK8m6anTvLhrAvBKt2PhgKwX0s2Y9RrA2x/AdEGnFrAG8EpP4fb++yc//n/iRvEGxl0Pk0EFN4MSZmtFlEqzqJVn4ZeLCGtlxEEVhiRVrX08NIDXPnYLP7lWAIdX30R0/S2VMsxw/jKZxUtebQsMvdaNhDpTWwDczEXeYkWv1dWdDmqqo77rGKzdx7UU5ciJZm7Dqo5pdRnScl++0AVNC1gDeFW3a1sf/NlP/StlAVdnMVmawlR5CrPlaQFwtVpC4FcRsqtWHK5bHlIDuHVTaTkAz1x9DaUrbyCMY0SIUX3xT1f3xR0I2JV+wKYBeKULa5UV7T34yTqMqQ294+FPayGOlQZ/ib/XAF7jwOmPtXwEPvupf43x0k2MFycxWZhIADyDUi1tkBBQHHLFZgzNXJgGcDOj1Nwx0Xf/IzDxdnMHLzyKgGWf8cSbwZLZrVImu9QP7lgAN3OH5lnRDO/QRbGKeqyePScwc+W1+lcZ7/lZGIP7mvnqth6j3OmGzDPWwUpjCZNNJdiaj2U5Fly+DTaWcOBJv1ztgm7rTdEn76gRePIT/zfGCxMYL05gsngTU5Vp6Qlc8tkgYeVmDKv5MRrAqxktgFZu+oonLjUN3N6Hf0qs39QCth/6RP3fWaIdG7GE8dvR8GJ1v7B1R29pADcOw1Ix4OCFL8+zgKef/09Nj55x5LF5xy78c9MnWuWBGsCp7OVcHbB2Qa9yEm3zw5/82O+I9SsWcHlalLDYoajZbkirGR4N4FtHay2Q5frZCOQ7H/0Mhh/9NKpRhEoUooYItTiCH0UIEIM+jBTGGsCrmbGbcGwrkrAWTpBlf8bg3vnW8sI/r2MMNIA1gNcxfW6Lj37uR/4JxuiCLk/j5iJSlCu1I1zNIN2uAF4tZJsxWNaahKUBvJoZuwnHtgLA5scWF3RonIj8ac24VZqZjEsNkwawBvAmPEJb6itX0oLWAFaJTCKuuUSf4oXr2MJ1buGEWM+aVndJn/5W3UWtLeBNzIJu9dPeTgCvdK2LAXnZybyC9awBrAG80py73f9eAzhEJfLFZVuLQvhRiCCm6zYCO0ARvvKeuIR4/FI9brrkurSIB68dITdtAc9/crd9DFgSlyjob5qStMQW7xnTgmeayMDCtzeoG9KqrOi7frD+wDARyznyPp2EpcuQbnfmzvv9GsBzAC6MnkFl7Hwduv6pZ26dK20Mma1mYmoAawBvCoBXmqSNVnRqAS+2W7UH98PbcVCaFLCsqnf4CAZ2HdVZ0CsNsP77bTUCtyOA+3YeQffwXWLpXnv9K/PuJ9cFa2i/gjBThQf3yns5F/RmTAgNYA3gjgRw421ZygWN8bcl/mwahgC4Nn5edr63xGq6hmF0D8t/tlooyKHrgDdjydLfudgIbEcAh9fmSiLj2RuICzfm/fRGAHtDB2EN7VvRBa0B3NnPj3ZBb5ALejXTYL0xYKMBwNG11+tf3fjf+R/5Z7N7Z9OXpgHc9FDpA9s8AlsVwEtB1hy5d96INT6b/Ayf4wP3/RhG7v0IKlGAatRcDFgDuM0TcZ2n1wDehgDmw7yU5RvNjt6ys04hvXARWHgODeB1Pm364y0bgU4G8GKQXenZWm5gNIDpVtdCHC17eNpxos3Mgm7171mvBbwcgJu51sYFhMfTHZZazBS1p0aX27Mb+b47kHc89LBHr5vHoNeFS2efxWujJ+EOHmzmq5Y8RmtBr2v4tv2HNxPA74y+hcnJC6iFAcI4QvXqK7BG7hWVplQmsZWhHw1gDeCOf6A1gDdOihKzYzCKYxKHdtkm0KdfWvMAACAASURBVLSRsVxkbRfTk5cwWhhD9s6H1jVnNIDXNXzb/sPtBnBYuomwfFPGkf++s2sHegf2oRzUUAlryN7xLhT9KqphInsputNKQrbVLw1gDeBWz6mWn08DeOMAbIF61DYoD7mUBdx4g61sv1rIkgWNf7Zy6r8t9dIAbvkjsq1O2AoAN0KWHhsqXqWvRg/O7aqE1Y4Jo7Og54+qjgHfZjHg9TxUrY4Bpwteutg1/lkDeD13avt/tlkAV8fPwsoN1Dd8nGPNbAAbR1ADuHXzSQNYA3jLliHdbt2Q4vK0uLkzXTvE2vaCGnq8PAZ7dmMg04OhbK+8P//0b7RuhdBn2hIj0Ajg8ekrmDEMzNRKmJ25hmroI/K6JT4bxdG63cIawK2bEhrAGsAawGt8nlptAWsX9BpvhP4YmrWANYCX1oLejGmkAawBrAG8xidPA3iNA6c/1vIR0ADWdcAtn1SbcEIdA9Yx4KannQZw00OlD2zzCGgAawC3eYptyOk1gDWAm55oGsBND5U+sM0joAGsAdzmKbYhp9cA1gBueqJpADc9VPrANo+ABrAGcJun2IacXgNYA7jpiaYB3PRQ6QPbPAIawBrAbZ5iG3J6DWAN4KYnmgZw00OlD2zzCGgAawC3eYptyOk1gDWAm55oGsBND5U+sM0joAGsAdzmKbYhp9cA1gBueqJpADc9VPrANo+ABrAGcJun2IacXgNYA7jpiaYB3PRQ6QPbPAIawBrAbZ5iG3J6DWAN4KYnmgZw00OlD2zzCGgAawC3eYptyOk1gDWAm55oGsBND5U+sM0joAGsAdzmKbYhp9cA1gBueqJpADc9VPrANo+ABrAGcJun2IacXgNYA7jpiaYB3PRQ6QPbPAIawBrAbZ5iG3J6DWAN4KYnmgZw00OlD2zzCGgAawC3eYptyOk1gDWAm55oGsBND5U+sM0joAGsAdzmKbYhp9cA1gBueqJpADc9VPrANo+ABrAGcJun2IacXgNYA7jpiaYB3PRQ6QPbPAIawBrAbZ5iG3J6DWAN4KYnmgZw00OlD2zzCGgAawC3eYptyOk1gDWAm55oGsBND5U+sM0joAGsAdzmKbYhp9cA1gBueqJpADc9VPrANo+ABrAGcJun2IacXgNYA7jpiaYB3PRQ6QPbPAIawBrAbZ5iG3J6DWAN4KYnmgZw00OlD2zzCGgAawC3eYptyOk1gDWAm55oGsBND5U+sM0joAGsAdzmKbYhp9cA1gBueqJpADc9VPrANo+ABrAGcJun2IacXgNYA7jpidYJAM5HAQZ7dmMg04OhbK+8P//0bzT9G/SB22MEGgE8Pn0FM4aBmVoJJb+MahjAjwKEcYQojmAYxrp+dG3iPE7svBv7Dj+OiWoBU7UiZvwyin517rvA74rX/V2LXWh47TVE117Hgft+DCP3fgSVKEA10gBe103tkA9rAGsANz0VNwLAXOysbD/MbB9Mw0Q0eQm5HXfBs2zknCx63Bz63C4N4Kbv2vY8cCkLeHbmGqqhj8jrFgBXx8/CHTq0rkHQAF7X8M37cHz6W+Cbrzsf/QyGH/00qlGEShSihgi1OIIfRQgQI0CEMI4RIUYUA7ERI47Rlk1O637h6s6kAawB3PSMaQWAuZjxRchauX6kf3YHD85/UONYAGwZJhzT1gBu+i7dHgeuxQXdONfC0k2E5ZsyWAvn3sIR1ABu3ZzSAJ4/lhrAGsBNP13NAPh73/13GC2MCVwJ2XSRa2aha7wQ9V0awE3fnNvswLUAeLkhSuGcbg7TeZvOYe2Cbs0E0wDWAEbGtOCZJjKw8G0N4KafLEIxvv46DBhimfIdFUbR278PGctF1naRszy8NnpyRatipS/VAF5phG7vv281gJcbzfLlF7Czawd6B/ahHNRQCWuoRgFqYQB0DSPODyHUMeCmJqQGsAawBvAyjwoTPhpfTP4wuoZhdA8DEn8B3JH7627hvOOhx8miz81j0OvCpbPPagA3tRTpg9YzAhsJ4OVc0DOXn5dYc8w45ewN+UnyrCQva+TEen6mfFYnYekY8LonUbtPQIuJcDBiA6YBmGKlGbBhwoYBxzThGiZcmLc1gBcDLO+NOXLvvFu02MLRjAtaA7jdM12fnyPQKQCuZ1wvsICj2VHEBQVkvriRbfY5W3iHNYA1gDv+qdcAtnHt9a/gwqt/MWexNjz4Cx9+WrVm985V3VcN4FUNlz64jSPQ6QBe7qcvBeelnlENYA3gNj5KrTn17QJg/9QzMI00Bmvg5smv3TKAqct4LZBd7m5oALdmruqzrH8EtjKA1wrnvp1H0D18F4I4krcztB/W0AHUohB+FKr/ztKdKFKlO+IYB9TauL5a6PXfMXUGHQOeP5I6C7rDkrBkgjY8MGnNXONtyx/7oSQJykDv8BEM7DqKjDlnAdOd3IrY08KHTgO4VcuQPs96R2C7AnixcUkt4EYAT4+eRmns3LzDrcH9MIf2iSAI/2cceUwDeL0Trc2f1wDeYAAvBOpigOU958Mj/2TN7OB+ODsOqHi21MVacPk2GM924JmWBnCbHxR9+s4agdsRwMspYc2c/Hrd6g3GLyKeuHSrZyxZU9K/SNeYjbyz2gLWFnBbk7CaBWwjZOWWDO6FMbhPuWkSC5jwZTKZJJSZTCbTANZKWBu5XHbud2kANy9FGZ16tu6CFjBPvL3ojV0I5HYAWgNYA3hdAF4NYJeD7HJLmwaw2oRoIY7OBeBmX5kGcPMAXi4G3LieLQfnRgNhocGwmrmgAawBvCyAVwvYtUJWA3j5x1YDeDXL2u13rAZwawC87DqUaDaLV67h3xf9TIMHbzlAawDf5gAuPP8l2JJFrGqELz/3haZWr3numIWTrakzNH+QtoCbs4AHs73YobshNT+xttGRn/vQb2GsMo2J8jQmKzOYqhV0N6QNyoJeaCmvCOeGnJbGz+pmDMC2S8KKX/gvSpBD/gf4L3656WVnIyGrLeC1W8C9aTekXB925Prx+a/8H03fY33g9hiBz330n2GsNIXx4qQAeFoDuCPKkNYCZ87IgYc/hRCxdD/i233ok7obUic+qtECoMYv/pdVXSZvdGoBD+65H69/+cn6582PfW5V52rXwdoCXtwCzqbtCL1uDOT6MJQbwFB+AE/9xa+261bo83boCDz5if8L4wTw7BgmC5OYqs5gVvcD7ug6YMJZrOUlksCWmmrGyDEYu44hpkVFOdzdx2CMHO/Qmbm6y+o4C3i9gOXPtx78iboF7I7cjczue7QU5ermxaJHb1YdsJ22I3Rz6Ml0oduwsWPwTgzmB8UCfuo//1ILfp0+xVYagc/+7P+D8fI0xqduYHLmBqZLk5ipzKJULUk/4CAORaM5iqN1i1DodoStmxlLxYCvPvfHdQu4cvUNBNfebP5LCeiRY/XjBdhbBNAbDuBWAJYjbTz4E/MGHLuOaS3oRIpyuwhxGGk7QtuF53jIZrvRk+tFX24IA7keDGX7sMPrxlNf/AfNP6z6yG0xAp/9uX+H8aCMG9dOYQrAVGECs8UplCoFVP0y/KAm8NUA3vpKWP6Lf4o4hljA8dW3gOtvrWoON7KCHzQf/MSqPt/Og1sO4FYBFgt2NSsN2u0iRXk7CHGk8nmmZQOVWTiZPLL9dyCX60V3vhd9mT4MujkM2VnssLJ46j//YjufEX3uDhyBJ3/y9zEWVTHmlzBZK2GqMoPZ8gxK5VlUK0UE1SLCWglR4MM0zXX9Am0Br2v45n241VnQjbyJr70F8L3K12YCetUAbhlgOUirhOxy46oBvLWlKAld9TLAZuhm1w7EQQlO327YmTw8L498Jo8uJ4t+M4NB28OQ6WGHncVTf/GPVvnI6cO3+gg8+bGnMO6XMRZWMRn7mIxrmI18zI5dQM2vIHTziAvTiPwyDPbtDcM1u6I1gFs3W1oN4OWubB6cV5krVD9vm93btwC4pYBtMWQ1gLefElYdvKaJsDQJ2K50aYodB4aXg+Vm4DgZeKaNvGGhGxb6YwuDdgZDTh47vC58/q9/rXUrhD7TlhiBz334tzFWncW4X8REWMVNI8CsEaMYRagihs8YcLWAcPQCbK8HCKpAEABRSJ/sqmCsAdy6KbGRAF7qquNrb0Ks5eS12kTeeeddJ6CTvLJ1DnALLdm1Xom2gLeeBSzwNU34Y2dh9u+B2T+C2PYEwrFtw7QcWOzlHANeECAfAz2GhX64GPDyGMr0YEemF5//6m+sddroz23REUjrgMers5j0S7gZVTETBSghRsU24Vs2QtNA5FcRj10EalXYmV4g8MUaRhwCUXMJWhrArZsknQDgZQ25VsJ5Qa6SLHcL4s/NA7gDIKst4O1hAXOzxIw5uprhZGD2jQCZHGIvi9j1AMNEHEWwwgBWtQbXr8ELQ+Rhosf20OfkMJDpxpAIcfTh809rALduidwaZ6IS1lh5SjKhJyuzmPJLmAkqKEUBKoYB37ER5LsQWY6ydpmUdeOiANjK9cPwa0Ct0pRFrAHcujnR6QDeSDirgJtUViWvDoesBvDWBjC5G5VvIqxMwewahtm9A8h1z4GXSVecjrRQqhVYtYoA2AkDZGAgZ7vocXLo97owkOnBYLYHO7L9+PzTv966FUKfaUuMgLigyzcxUZ6pK2FNV4soBRVU4wi+YSLIeIi8rGzu4Lj15S66cQHwa7DsHIxaDQj9ZUGsAdy6KbGVAdwsnFeTDLbqJKzW3YrWnkm7oDvXBS3grUwhNi3AcmD27wJsD7HjIubiyP8ehYlVUoURVBFXqzCDAHYUwTEMFQN2swLgvhTAmR4M5frwlLaAW/swbYGzPfnh3xIhjolKAuBqATN+CSW/jErgqxiwaSGybcDLAJk8Yv6zEcTXzyEavwQr0wfL610SxBrArZsQ2xXAy43QcpnaGsAb3A+4mam8XZSwCF5/8jxg2bB3HgPcjAKulxH4SuF2EMCoVWFUywDffg1GFCAOQ7B4xIIJ17LhWTZyVMJycuj18hjI9mAw04uhTC9+56u/2cyw6mO20Qh89kO/iXFqQVemMVmeAa3fFMDVMIAfBQiiEBFlaS1HwCtzznYB11OhDv47k7JqFdAqplvayvY1JGtF4iLUAG7dxLkdAbzc6GkAawA3/XQ1p4T1DF6+8B2Js80HbxbwcohtBzBZUR/LgmcUZxV4CWGWi8SR/F0cR7BMC5ZhwhElLAdZ2wP7Afc2WMCDmR787td+u+nfoA/cHiPwqz/862L9phbwNC3gWgnloCpKWARwqoQlv5i1wAY9MBZgO4gdD3G+WzaFqQcGfhXBueckBOIMH1EemaAqSYIndt2DfYcfx0S1gKkaYV9G0ed3KdiHoOjH6rKrm70T4bXXEF17HQfu+zGM3PsRVKIA1aj93ZCavb7VHKcBPH+0NIA1gJt+fpYDcK/DustRnDv3DEbLU/D2PQowqYpuvxS8jMIxC7VWqS9uKCd1mgl4aRTzlXoBbMOCbVrIWC4ySQyYAO7PdIsFTAD/86//k6Z/gz5we4zAr3zw1xIAT+NmZRYCYL+ESlBDJayJ9Us5ysZeuGnynwDXthFnuhBnuDHMKmuYrygC+Pmz34OVG4RlZ+GPnsGJ4SPYd0gDeL2zRwNYA3jZfsDrnWCt+PxWckHnbA+VKy/Bsz3sHrkHxdoU3py6DHvHIeVypsWbgrdaglGtiMUr1m7ENy1e5Y1ufMkYwBD4CoBNBWAKcXS7zIJWSVgDbg/+xTc+34ph1+fYQiPwvz3xJCZYglSZxk3Ct1pEQeK/NVSiBMAR++ssbpUKjB1Hlby5WQViZuI7nkrWkpyEKqLrZxFcfQP37X039h34Acm4ntYW8JpnigawBrAG8Bofn0YL2DZshNdfRVgcw8hd78OukXvRne/D2xNv4ezsVdi9u4EoVhYvwVuhmzmxfFmDKeKuK7jsYsAyzQYAeyDw+9w8+gngTDf6sz34/b/5nTX+Iv2xrToCv/jEZ+vu55tVWsDMgK6iwncC4JCbuwUbu4WbPNn5MVGLIHYyatPIWDFjxMzKpyU9dg79hSn0eX2o1Cro3fuwdF4q1iqoaRf0qqaQBrAGsAbwqh6ZuYMjChcUxyQeZffuQfe+dyOXzSOX60E+14eufC+u3ngTFyYvws4PibVrVErK4mU8Taxeih80eQEpgA0Ljmkha2WSGHBeZUJ7PQLiP/imBnCTI7ptDvtfHv9VTNZmQfjeLM+KBTwblFGJqgJF6Ya0AoDTwZjnmiZ0LQex5yH2clImFxRGcbB3D3bvvBfF0hQuvPTnqIVVuLvvR7VShh/6iIxYx4CbmF0awBrAGsBNPCgLLYW4cEPAa/SOwN3zLthuFm4mh0yuC9lMt+g09zo5jF36Ps5eewsOa3yZWFWvs1TJVc2yV74/Zr6WIYlYGctD1naV+9nrQW8mjz6nSzKi/9Uzv7fKX6QP3+oj8Pcf/xWxeqdrs5iqFXCzUhCrtBzUUI1qSQIWYxvN/1IBMV9M2CKImayV64FfncTBkbux444HlOVLa5vJWK/8NUKKeeQGEXcNgRtUztdWv3QSFjc37IbE5EyGq1o/xq2+Z82eTydh6SSsJecKF6To+uuIC2MwenfDuOMBGI4Ly/Zge1k4XhYZNyNu4R7TwaDp4sapZ/Dmldfh9u1RJR4S410leJMrEpc3DLimjazjIUcL2Muhz+1Cv9ON7kwWeSeHf/PsP292vuvjtskI/MJj/zsKfgmz1bJYwdM+YVxI3NA11CJfFIbWulgLiw1TXNG14g3ctfd+7Dj8A5hEgEJYQ9mvoFoqwJ+eQPXMs4jo3ckPweweTnIaWgcJDWAN4I5/bLUQR+uEOKLZUdDiJXhNQrf/DsDxELkuTDcD03RgWzYcw0TWMNEDA32wMWS6uHrqG3jj2htwBvbLnFnrMpRaI45hw7Md5C0P+aQOuM/tRpeXFfB7pivlSjBiWIaVlC4xecuGadsw3Ix606IJA0STl2F5fWpzsNaL6/inYatdoIGwOg1zxwGVNU/95lIBcbWMiDFY3jduBhGJWzmOYslyZqy35FcwUyliyp/FbK2MQliplyLxGIMlb+t4SS379GXcvecERu56P8bgYxohCghRjmP4tSrCahER2x+OXUT89gswqPK2615x4azv29WFawBrAK9jCm/MRzWA1w9ggpduZvHC7bkfxuBeAa+IFlC8wLKlt6oZA3YYwwsD5OIYvexQZHoYcrK4fOYZvDZ6Eu7gwTXf+NTyJVAdyxLQ5q0cuhwPXXYe3W5WaoL5dzRSuDgnvkOYpnJZ25YLw/OAbB6G5YoGcHj5FVj5HTBtClvqV6eMAO9eFFQQlsZhHXgIMNkHuggUZxEFKqM5iiMpKZKs5vR2x0At9FEMKmINsw64QD1ov4JSWIVPcMsn1lefmwpx3HH4fZgIy7gZVDGDEEXLRNXLIkCMiBY369qDGuKxC4jO/x0MzrWRe2HU5+faRlwDWAN4bTNnAz+lAbx2APMBj2dvwOjdBaN7l7ibBbiioUvFIEts2TgIYLJBQhDCiUJ4UaQaJFgu+p0cBr083j77rfUBmHFf0wAtX75dy0LezqDLyUkSVs5y4Ng2+L+Yeh6y+EUIjUhtHCjeYVowHQ9mvgfIdcEIAsQT74hlZVL/dwPnpf6q5kaAtmIUVoBMFsbAHsTUZyaAqyWENTYYTEDK4rTIgGUaMGEKlP3IF/GNol9DKaAVXBZN6FocIAgjBJEC8Vrd0Y1KWOMNjR8KgY+q68G3bYSeK7KXBjcPdH6z9SHLmM59Fxg9C3PkPhjinm4i+3/BkGkAawA39xRt4lEawKsHcPpg09o173gX4DADlK0AHVWGwTpJWhuMbwU1aZBg+j6sMAKXmYxhIi/iGFn0u3kMel24dPbZNQE4rX2m9KRD6UnTkXfWYumRK/FfxoJpgbM+mFmutIqo+UsLmDBWZU0mTLrKs10w8r0wHAfx2GWE196CO3SE24hNnKX6q5cbgdiwEJRGYfSNwOjfJXrgcaWIiG8m8yUF47yHdmyBpXCMPhDE4p4OQ5RCH+WghCKTsUIf1divi3KI+3oNIF5KirJQq0rv4ZoJhBT24HPDEiaRvHRUcbs0FikhPvc9sYyNrh3iXZKsoiZd1BrAGsAdv3JoADcH4NTNzBjvHHgTfVzG36ibK7J9hugycxdPrWb+O11sJtsExoaUBVGfmW5hApi1uWsFcOpyZtzWMU2J61J0I0+L1/HgwoZjObhncD9eGT+LWhRIkk1NSk2odgTE9IvTMnI9GJk8jGw3jExGxBT8k9+At/NuGFTb6pBXWJmBlenpkKvpjMuQuL/loHr9DTjH3y9A45yLS7OIy0Xp7UsrlhC1QYEWU7wkMm8sCycGD+LVsbOoyvwIJBZcDlVCFl3VQbw2a3g5LWjV+CFCaMaIDANGAuGYEpep3rRonlMBror4wt8hOvsdmCMnFIhTBbhlboEGsAZwZzyhy1yFBvDyAJ4X3919P4y+3cridTLSDhCum8A32bUznlUuyKIBn03MA8RRKGUWNq1U0We2kV8vgBe4nFXTBcZ8s2L9UgOai+49AwfwwugpVMIqyuJyrEEUeBPdaK7dtpOBkesGqPHrODB8H/7Jr8MbuU8WwLW6IDt+8m+jC5RwqWOjevVVOHd/UOpxZQ7OTiEqFhCzUYcRw2ScHyYsy0IGDlzbgWtYeHD4KF4dPyfzguVI1cBHWf7J8qSkSQNnDi3QJmMRzTRjoJNbtKC5eRWpS+VFEhBn8+q/pa026U26cV7c00ZuEEZ+uO6eXmyOagBrAHf8I64BvDiA04fX6N4Jc/d9Uscri0M9uSoBL+8w3WXMDiasuOhVS0lnGFqOMWJav6YpHYrWC+DFXM4Z05GEKyZYpfA9MXRQFrbnrr8lFk0xLItrsRb7SrYX6tpM0wXyORhdA5L1jGoV/mtfgd2/D5bb1bz4xwbN9LA8pTrv6NctI0AIh7UCgqlLcN7148qlW5hCPDOJuFpBTCU1dsoyTNWsQ3IFbGRNF67t4tFdx6V87ZWxcwjjUBomVEImZim3dF0rGvO1ope6Fc0AmPOQLm4BKN+NtcSZ/FxIJwWxxIhrgCRsfU+eM1rFEideUD2gAawB3PHLhAbwHIBZBsEHmRnNAt2eJLEqiU0pqb1G8NI9VksaJChrV8V9A7VrTyQjm+uGtHIMuO5yTrKcF7qcqfvMMqd7hw7i5dHT9XKTgl9BOVIdaOh6pvqQCguaMGjF9wwg7umFUfMRXzmFeOoqnN59HQffTnyYwvJNWNn+jrk0JmWFfgFxvgvGnqOIKeoyMwnQHV2r1WO5NGJty4Jr2CLWkrM8CV9kLRcPDh/ByYmLAsZqxNhwVZUp+UquklnSkkuwQly4WQA3dkOqZxoQxGz0UG+HSP1pRwl98O/4nFEtbuIS4sl3EF16XjKn+dymCVusxdfdkLQQR8c8nItdiAbwHIA5PnyA5SFOdW4ZjyKkuANnSzaxeBPwipu5quJUtIIT6C7Ual4vgNMGC6LvDAuObcEz3MTlnBHLl/Bl6eY9QwfF5Vymy5mWL9vMRX594axbG/Qj0pWe6wF6BtXG4p3TCC6+AG/Puzoy6cqfuABn8EBHP0+dcHFMyqpefQnWgYdhDO8DKlWgNA2UZwE/kJaVqSXMzHjPcOBZriim5WxmzHt4ZOdRvDn5tiTsMWzBkiXOpWJYkT/XggD833Iu6bUAOB0/AbFYxVTX4rOXKGwlpX2Sc5E+iwz7+DVEF59HdPG5Ooijq69qAGslrE54JJe+htsZwJMnv4rijbOYuXFGaijNPUzweEBJ6aUPuuzCHQVY7rpFJnIBeOstARcPjq0HwI2JVrZlymLJFoN0NXPBnO9yBp6/MedyLqV9V+MAfszFUrn6IsbxmOWc7QJyvUAmIw0f/Bf/HN6eB2F2UNJVZz89CQNKN1Uf5w55Sd2v7aB6+QWBsLljn3LbFqdhlAqSmc+s+FSylF2zGBrJWCqUkbdz6LIyeHjkmGz4Xps4h1rgC3wLNVUrzJyCChO0KPixhEt6PQC+BcTcMHKHSfAyRswyP5b7pZtiiauoEqb4/Peknjh97T/xMew+8VHdD1hLUXbIE9pwGbcjgAtv/jfcPPk1dA3fhd5dx0Sf+dKpryu38x33zZVD0OoljOhSTuO7jRbvCuCtLyKUhqQ287IxYApxvDlfiEOaKjB5y65bvXQR0kohfGn1MplmvstZWSlsL8dkGj+an8EqGbPsYJPrQsx6X7rV/RpqL/457IEDSdy3ySybDZ7O/sR5OOsQKtngy93Ur1NJWQrCLuPBySbLmL0Jo1iEkcSD1ebQBPtHM0NfQTiLbicrEM44Hu4fOozXJ85L84Ry6EutcCEogxu85VzSCsDHsY9CHNSAXkc7wnrjB4kTK4tY6u2ZtyAhIltZzMzFYPIjQfz2i5Kw1Td4EN0778LQPR9CLYpQkUqACLUohC/9jyMwGYwbVLrVVdHVXG/tTb2RyZfrZgzz74LWgt5iWtDxxCVUTn0T/vgFZHYcwvCJj6Jv93G4TgbXL3wX75z/Dgwmoew8otxeSVIV4SS9eNP4Li3hJsG7VgCniVaqZISLoiovEhehqZKtXNPBfTuYaAW8MPpW3eUsreWY7Rz5EquTSF1D+0K6J+N8HnF3v1q8KhXUXvpzce1abk/Hxn3DDrMyG5cDgmY9CmbtWuBVUtYM/MkLcB/5SQkzGLNTMKYnVYvLpLa7Pt+S3IKM4SDnZtBl5ZCXxD4XDwwfwZvjl8TaZetCAngll3QrAdw4RipObKiwCb1VtIbTGmK6qvn8MkZ97STiC99HT34YMbs+jZ7Gjns+jO7jH5ASKA3gds289p9XA3iLABiTbyM49SzCiYtwhg6g954PoWvXEXhOFrbrSQnO2Dsv4urF52AMHYTZd6faQbMlIDu20HXHGC9dXA2JVauZYku6oO0s+ry0DlhZTKjrZQAAIABJREFUwM7AAclEFYvEssXKlfIiOyuLIWFMxap7hg6IktXzo2+hFNRQDEtikTDRiu5mvsXV3GDMisIu+7b2DiDu7pMEsujKmwguv4rMngc7Fr4c606F3GrmwWYcmyZlhUEJ9j3vV0mDMxMwSowHs8Ss0R2mMqTTecdNH+PBXU5Gassf3HlUxFxoDbM8aSWXNME/zwKuFjFDcKfzNFIbxMYkrGbHSCxiKV1KOjClMWIR9KAKnY1o4gLi6yexZ9+7sevAezB55XXMXD+FiVf+Ej3HPwhraB+MgX3aAm520DvoOA3gDgcwXTbR6W/JlHGPvh/5Yx+QrE/Hy8CmHrKbhe24sG0XExefw/Uz34LRtxdm7x0wqkmMl/ClJbwGGbx5O/alXNB2Fr0epSi78fbZZ/D69TfFOqfL2WVyjKVENQjeLjsLz3YFzD959P34jyefFvCWQi5oFNJf3OU8Z4Url2Sc60acJF1F77yF4MLzCr4drnTVyRZwp28Q6PWoXHkB9qFHYQ4fEK+HUZpR9eqLQFgkTZeYgxnbw88c+yD+v1N/gxq7Gy3jkq5OnMOJXXdjr7igZzFdLbUMwBzzeW7pBte0ZE67HqKZdxDPXMHIofdiaN+j8FkD7/uo1Uq4+cpfYZbldoP74R59H+LBvUnjCu2C7iDOLnkpGsAdCOBo/CKMycsgfPmyjrwP7t1PwBLVHwe268DO5GDZLhy+6d6FgYk3v4Grr/81zP4DMAcOJhbv+sG7nAuaMpE9Tg697NPr5nH5/LdwavQMsjsOSxwuLQ3pcpX1QfjeO3gQx4f24T+88bSI5xd9aveqONxSLme1UCXwzXZJn9Y0Hlh55v+Fd+cjsLO9Hf/MdTqAO3kA07h/5fLzsA8+Uk/KMooz9aSsRiGL+eVuc14YbgIl/8By8LN3fxgnxy+KeMdSLunyxBkc33EUdx5+XGLA07USZvySbBzFU7MOC3jheNfLl1IQ2w6iqQuIiqMYuedDGDj8Xon7+mEI368g9H0EtQoKr/xXVE5+DebgPhh8H3ksUc/WMeBOntMawB0EYMZ3BboTb6vo0JHHYR17H0xmNruqD69lubAdB5bjSjtALzaQiWJkoxhjr30Fl1/5C5g7jsLceXzdFu8ti4PEYJHIAKpEF8Zze+ysyFEOul24dvG7ODtxDt1DR8Tl3LjYuZaLewYPSKLIi9ffSuJvBHAFlZh1meGiLue6lbBE0hXd3ZbX3fFKV1vB/dzp15jGg6uXnkPmsZ9fMimrcdNIKM/lIdy6KVzJJT07dhpHhg5j5OB7MVEpYMYviwVMb838DOq19x9e7FlT5UsGorFTiKYu4o77fxyDd38AFQNKgxqRJCeGQQ1hpSz/rN04A/+Nryvd6SOPAXw35E5sNox0Etb8O3DbAdiDBU/0hk1kYOHbHQBgmZQTlxR42QLwrsdgDB+Awa4+tgvDUX14afFaJq1gE04UwQ1DZMNYAJyLgeuv/RUuvfoXMHfdI/1IWy29mNbx2tLuz0LGYEKVgy7LQ18mjx1uD25c/jtcuvk2+oaO1l3OdPdxAfzJY+/HKzfO4Pujp+YyUGn5hiuLIiyVdGVle+H07e/ouG/6yG0V67fTr7PZpKx5S11DJv5iYZGHdh3DfUOHFnVJT984jX39ezG8790Yr85KFnSRbuvAl41jEKoM5LU0elgJiHzmoutvILrxFvY98HEM3/sjKBsxKoaBsmmgZluyoaVLOgwCRGENIbswXT+N8OTfAOMXgYG9MI4+JpbxZr80gDWA4dFyJICNzQVw42QkeGnxYsd+xFR2cgheB4btwbQdmJYtTRAooeHEMbxaDV4YIkMLGCaypoVrr/0VLr72l1LAb42caM+zJguZKZsAD069GxKbMezI9mDq8ku4Pn0dfcOHpY0g4790Od89tB//4Y2/XjHhZbFNw1ZOumq8CZ1uXabXuhWuk3PCn7qEsDIN970/vXxSVvLD1uqSnho/i129uzBw54OYKBVw05/FTE1pkguAaYUyubFNVW+pFOX++34cu058BOUoRMU0UDFiVG0bNdOEbxqghA6lNyOKeQRVaWQRjZ4V3Wm89Yxs7mkVbyaIlwJwlWplCJV7nSWHiFVJFTcgLKnSQhztWc9bdda0DtiMTRgUawcbs6vGATbYX9aAyw4+hK9B681CxrTwt3/wo/VLMD/2uVZdzpLnWehmFhfRjgMwdh0CDEpEWohp9dqOWMBs5i0tAKMQdrUGO4rhMgk4AlzDkNIKjzFgs7luSOv+gQmALRiivdtleyoBy+nCjlwvilffwGRhHN0D++GYDj517Am8On4eL9RdzqtTIarHfRckXdVefxq5Iz/c8UlXjdavxPM7SOhiqbnQ6RZw3b28mqSsBgiv1iU9PXkO/bkhdO8+IUlYjAPP1MqYjahLLvIdGwLgA/f9GHbd8yOoRCGqiFCOA9QME1Vawo6DwLIQmoZKwqJFHvqIg5pIdxpspkKL+NSzSXjrMeWi3uDXLQB+5NMQ+FKpTAN4g+9Gi75OkjMSAXP2BiWAKRZBwRkBMOFrmNIthdDaDADfAl66mY8+rsoPqA2byaoaQBbmE7xsbUaln2oNZq0GKwpgh2zDBhX7tWz5TWxgsNEA5uaGXYpylotu20Ofk8dwpgdD2S5URs9gqnQTXs9u/OTRJ/CyuJxZYtSc6EHjlLhFbIPtEmsVbKWkq61kVW61a11tUtZaXdKlm5fQmx9EdviouKDHKzO46bPncFUaPLD1oZKcbNGCtuA0SzVjYJenWgyBl2+ZCEwTgWUiNC1E7E9sGpJhHVN8h7KzrIoIQ8RvfRPgW/JMHlOW8Qa5pxsBvPfRz2D4kZ9GhQ0z5J3UNMe0fudbwHFsIDKoBdC6OHt77tbqzrotYsBpbJLzn/V9KYBpAdNSI7DEAk4AnDGoG0t4td8Cnudm5r1ZCF7W+lEuMptTMGbTcO5YE6lIkxAOI+V6FqUfdiKyxJrfaACrceZ1WMiaHvKui14niwGnC0NeDwadPCoT5zCS7cZPPfQpPPnsv0WB5UXVMopNyv7NA/BCsY1qRZSutkrSVeNv2Qpu3a14vY1JWe6Jj8LcdUCJcyxQylpsWWzWJf3ahe/hSmUGmcFDGK8WMOEXMVkrJBn8VVRiisWEMLjjb8NrpW5IqmaeblsoV7RpKgCzXI8CH9zM87pSrXdptFJDPHpOgXj80oa5p5cDcC2Opcc33dCBQJi11arjmQBYnNHq1er8ljbctqZOuS0BzOfApLtPrF9lAQuAwdivckMTvnRDf6sNLug0oSotI2ISBF3NxtD+OYs3BS9VcChJlypUsQE5ARzQbRTCjGJxpasGBpsHYC5W4lWAgYzjIA8XPV4O/XYefV4OA04e3W4GTwzsxfdO/zc8d+k5zFZmMFObRbFaQDmsoObXEMS+uOuUSN4yL6oAZbqAwRGgbxioloELr6pxEo/HCp9vavrrg7bHCNDVlTQ1OHCfajoydQOYuAZUCkrxbbmpJqEqWzpwZVie5GSRc3Lo9rqQd/J4eN8j+HtHP4CvT7wtruebfgE3q2VMByUF4aAqVjC7c61FjGOle7ASgKmEVZPOThECI0YYAxFd0YQwAcxwlnjXuI1nv28FYAEy15uFIE7KmFa6rrX8/WIApuVboTs9AbAfx7KhENd+HNcBzDVDPfmsxmjPZmctv2k9n9l+ABb4Gg0AphqTsoCZAe0myVdpElYrAXyLm1nA+ziMYYLXVp1Q0laA/CfBK5qvNaCc9N6NA8R+IDtWtZHgb9lkAKeJV1BufMadWfvb52bRy4XKZo2vhx/f/zDOzYzi9Mw1hDH3q/yf2q2yc6D80zBAgQT+r76bXeC7I+xDy0LFc1HM5iS2VbzwIt564Uv42Pt+We7tVnq98MZfYmTHEewePrJlLpvX/NA9H9sy18t59vybf4Wr42fwyCf/KewwRL5cQqZag0XrdMGCnW4A+ZzJwp6orVF1LTbIbOXt4byl/vldvSM43L0Lf3rh7wS4swFLkaqYDkuYrVRQhkrGYlMHWmytBEQzAG7UguZ1SOISfwdDWpatAMyNibRB5F8wYyvpSZzowsfXz6qs6UR/QBK2WhwnXgjgnY/+tIppMwbMjQRLq2j9ypsQVmuIJGFpAHfm81h3QbNsjuBKAZxav2weIDFgA56ZuJ+hkrCe/YOP1n/UWpOw5pUR8WwE79HHYew4oHbmIiun9F7rfUAJ3lpNuhJJK0BCONFmTl0sc79lcwA8T3qSbnvbRs6m9euJ8EavmxWJv/sH9uHjBx7B7778Z+KKCwzW8849PAQmhfIJXVryAuIlppKUXTCz03VR9bIIHRszV97Ay3/9e3jve38BO4cOduYkXOaq3jz1NRw/+sNb6rq34jWHMPC33/236NlzN/Y+9ElYfgCvWoZbq8EMgiWhmDYskCYGiXdGNofs91Hf/Kq8jM+96xP40/PfwyuTlyT+O+2XMJN0VipHAarwEQQhwhbGK1cLYP4OtQHmZsJQLmh2X0qbPXAd4jvpJCVtSUW2NjUCIsRM1koStlqZPb0YgJmExTgwG0wwEUsBWLmh6wDmb1Htv7UF3GkryWIAZuyXerAW28UKgFXylYqbJhA2TDy7Dhf0rfHdH0wSq6wEvEl8lzFedjnhix2JCN3GVoBsr9fgUk1F5TcTwKnLmWPIuskMS44cF92W0nLuSloIfurge+SB+OL576Ia+iJM4COti1TyVYZhwrRUFyVlBatY/cKXwNeyEXgZ+JksIseG6Qd48U9+Efc++t+jv+/OlloWGzWPX3nuD3H/o//dRn1dy77n0tlnpAPQVnml8+fV7/8hdt33o8jvOS7zx6mUYVcrMMPFISyWFRd3WfhDJQ0ZsQG8soBFV5reH9sBK9p/+q73wogNfPH8t6WlYTGoYZb/9CsoUc1N1LH4DEj0ct1zdi0ATrsh0SUu60mqN83QDtcigXFiGKQgrndIS/qCB4FK2GohiBvXzH2P/ix2MgkLqQWs3NDcvPusbSaAZSPB25F2dtIA7rjncWkAM7ZDF3SagMUSpKQMKYkBP7NKC/gWNzNHI02ssi3AsAFm6zK2W3czJz0+k5jLvMYIibpU46BuOoAbXM70GDDTusvOoMvx0G1npfzo/sG9+KmD78EXz34bL9EaiCoo+4EkpMjCIy5nuvFMcTmLV4JWcKP1u4DBkWEgzGQR5LsQ2a5kf1/5xr9GV98d2Ln3720JsY2FD0fh5mUUpy5j54H3dtxzs9IFnXvpizj0rk+vdFhH/T3ZWZi9ggsv/An2PP4/I0MIBzXYxQKsShlmUjFRv+gkDpJawSzfEXjRFS39gTl/VTWFZP6bbHOYwYMD+/GpQ+/Fb77wnyT+SwgXY6q61ZSmubQKVHHZ9dYIrwfAje0Ib5W5tOcgnMaIZfMRqvgwPXQSKw5EWUtATMGgJHt6Le7p+QD+DHY++jPifq5EhC/LkZQFTAAzlk0AMxasAdxRj9n8i0lrgLkrFQlVWr/1OuA0C1olYNENLTXAhlLEeub3m6sDvgW8VKwa2Afj2PtUcoNNazd18zC+m7QCpGuZE5n/ZMwlCoBQJYUslUewWQBeyuXcZWRUX1XHE/ieGLgTnzzwbvzj7/+JKsVgM4WIgvY1cT+HQZKtyNwYqnlJZrqKD0hcbZEfLguF4yHo6kGY75La58lv/BsZq133fnxLwpf3eOrt7yPTuxuZ3j0d/AQtfmm89r69j2y56yZDyoVrmL78PAae+PuIKN1aLMAuzMDwq4uGP6RcJ3E7iyXNMphIWcOyntiq13De9KT8jupvWcvDP33k0/jShe/hVbYJjXxRyCr4ZRQC1rvXUGWGNOPCBPsaJSFbBeD0RoqFn8hcSh4KLWJaw4wR89/rrmmCOIGwdFMjiM8DpyiXOwfi1ZQxLbSAd9VjwEkZEkuRYnoPVCmSSsLSAO7oh7ARwEyYmIsBKwtYxX/naoAlASuxgL/5+8vHgG9xM4tU5A+q+C4TGvimi1mSqzJq8rLX7rwEB07ecK4V4Aolg5sB4NTlTGA6lJlsdDlT09nypPb4Nx76KbwxeRn//uyzKPgVzNYqKKKCCnWcGfti0oRB/x0Vs7gN4oZIxX/Fn7fIS4wStl3L5hB19Un5RPj26yg89wUMvfvn21VeuSFzeurkf0Xf3XObvA350hZ9SfGdF+H0jMDtGWnRGTfuNJxSU299RZ7P/A/9Agzfh1mYgpkkOy6ZRBszGMQFX20iQ1qDsqlnOIs5JLSAHXSZqrkIN6U/d/gxSdT6z+f/TkIwLLmjVnQhrKDgV1FOypTWmqDVagAvDWK6pQljvpN8Ff74mCBm5rQPBFVZy2KqazFha5Xu6XkAfvdnMPLIz0j8V2LAcSyJWOKClrKqBQDehmpY2ycLWtZ3ujnnACzuZ+omMwZsJmVIDSpYtIK/8Qcfqa8KaRLWLWVEPEISq1hKRPBa88FL+DK2wkeW8GUshTFembC0elUP3mYT51cDYOUiVu9rr38FF6gFvQopynTzYsUmbNsSecmsaYuMZKPL+YHBffjJg38Pf3z223h+4rxkgXJxmQ0IXwoCKEUg2Vynmc+puzmN+crfzR8FpXRlI/ZyiHNdiF0X0egZVL73BWSP/gic7p0bt2q34ZuqV1+Gt/uBNpx5Y065la+fkq6l009LFnDmsf8BBsv7SgUYTDZipcGCB1JsYEkQVtk+qfs2tY6pSscNqriibQfdZg7dDr1DGTw8eBA/deg9eOqlL0tJEOHLZ2PGr8i/s90hO32txSW9GIDpsq0mbluWITVmQUsy2Tyrcfk49JxFbCrLWDx6Dd68ulUcJ6VLTNpK1jcqbC1M2FqmjKkRwPvf/bOoW8CihqUgTAu4EcBpDFji2UayxugypI1ZAJr5llstYFUDzKo3AbBYwCZcKjiJ61m5oK99/49x8e/+qP4Vxnt+dl43IvkLWrtH6Wbm5EzcNZJUlUxQgldiJtwhEry0fivKzbxK8DbuTNNY6UplSOsB8DwhAllYbORMF3kuKsnuvu5yPvhu/OPn/gQFSTapYlb699ZQgY9aENTLL1ScV/0SJYqi/rCY8SsPvqiAEb7dYvnSUqk+/btwj34YZm5w3Qkszcyfdh3jX3tVTu2M3Neur2j7eaunvwbvyNbK4J5n4dkOKt//QziP/DSMnYdkfhmlWaDCjF9/8XBIMn8VeJXXJk3SYhY/hWhck88KtdAz6Haz6OGG1fbwmw99Cn928Tm8NnlZQjO0hGcJ4yRTWkQ7VumSbjeA6+MlPzSVFEyMDIfrXOLhk0RSYy5GTLd0CmJmj1NvOilhkmd+kTKmRgD37TmB4594SsqQUjUs1eFJxYClrEs2EioJSwO47Y/72r5gPoCTGHCigqVqgBMAN8hQVq+exBtffnLpLxTwUirSmisjsuii4Z9Z9L/ERCR4k8L/Zi3ehRexIRZwmmglY2Mjy8XEyUimc97ISKYz3fS//nCjy7mKWca34gpKgY9qQAUeWr5z8S2BavK6JdNZkrLmRoUWCnI5xF296iGvVhF+749k42If/qEtG/dNfz8XzrY1xVjbo7LqT2313yA5ReVxhG99DdYjn4YxcligYRSmgVIJRoNIh7J8F3hoGqoTuJm8pTpAEhQ92bCyJSdDNZ85/IPzXNLMkJ5lvTD79gard0lvFIDVRiN5fiVGbKqQGsNsUrqUZE/zzxwmGhhpYql4+5g9HYlrOj7NhC3VVnVhGVP0l5+vz8OePSdw6Cf+qbiexQJmm8XUBc1yKoYB6rXA2gJe9QO8ER9YGcBzMpSpDvTY97+Iy8994dbLk11botEswhnKQqvHd/nAcpIxOaG+A2RiFRvfs5xo/a92ArieaJVIWnqGgzyTSlha5GTl35n1fF/qcj4z3+VM5R8mm9D9Jd1KmuwC0wjmdKMNJwP09CHu6hbLJPzbfy+7a+vQE1sevvyNwUt/AvtdP73+CbGJZ4iuvS7fzrDGVn2J9VqeQHTqa7B+9LPK01KYBWamAL9yyzO7kojGvGRFi8p6fIZYIaDc0eyP/dDQAQnZfPnic3hl/NK6XNIbCeDGezwva5owbnRNc12kuBBFPQTEqagHIaySTeMxinrcCmKCua4SCODBf/hncxawuKCTGHCDGtb/396XgMlRXVefWnqbfZFm0cKiDQkhrJ3FBrwbLAECYzbHDjEEx45tQkj8G8fBjhOwg0nsH5MfxzaJV4xt9sU4JgYMwuwCSSC0SyBpNCNp9qXXqvq/e9+r7uqenunume7pnu7qj/kkNNW1vKp6591zzz23XDsilWEOODkCpvyvTvlfKcKKdbyF7pd/jaEOMbHwx7aKnEmOVQ7qxa6TY5s7md8lFTOrmikHkl/gtU9nLAAmEYgHmvCCZhqMlN06yNvar2XOAacKrQKKXL17/ahVCXx98GsefGzeaVjcMBtfefmXLCjhXG8K5SzKAybm+GPnfRGohlXbKFbXB7bBePVeaAvfD3Wa533pPpqDXbCGjkz7CJiuZbpHwfaCz9j1FEdx6jmfFvTzYC8QHE6bD85qseFgkUicFdCoNzZFwn4GY/r711Z/fNKU9CgANqjcT+aATaEaJlqb6u9ZNZxjDjjTtTo5LQZcOyJmgyEJxBQx04vNcyJFwzRHCjBmICa/6V3Ppj1U+5rL0bjm0pQcsO2EJYRYLgBnuktF/H02EbB5eDsGX/kNQh3bks+UVnaLz5F0s4x4OedBDxZlkS3xINn5XYvKiSjPK6jmfES8qUOXDQBzRyQyFOF8tg6fpuHwG7/D/rFEWM4+vgrVM1IphRe1vgCbaxB15tV03LjiIqahvvzy3SwiYdrMCo5JOed62+Pg66sCKO/r8wGdu2G89Ctoiz4ItWZmrrssye1p0qTPdKeg6Rqim34Jz8orSnKcczkpSnkYu59kAFHf8yko1B2I8sFjiLKy2fe4i1qtCrWaD99YcymnXm7edD+rpHOlpBP9gM9H+ynnImxQzpQA2GAmilXDBQRgZ2AgqCmShadExLa7lg3EdhWIA4gJoFmw5cgT077TAXBM5oFtP2gXgLN5Gou0zXgAHN30AIKv3pd0Zm1rLsfI4W0Y6Nou6ndJnHH65YmVHfulis5EnNcIBWV+QyqamdOaWPSXzRCNB8BkCGBHwDYA20IsUkGnAnAq5Uz0MuV3CXQFXebnesZlTXPw5RUX4Z9e/Q1eOroHAwy+QQzHhKlArpRzuut0iq4YfD1eKNSg4X9ug1LbCm0BUc+FWNJkM+r53Sa28w/QF30gvzst0t4IAJSalmnPTNjPX+zln0GdfyaUJe/l549BeBxRVqZhH/WO0QKXKGliliginiQlnQzA57FpBb2PNgDbEbDdwD7fEXDad9n+x3gdsbS3tM2HKLDhdJ1o+CCCGOmwRb2KHXlg2lXVrKVoWP1xaLNOlipoNwLO9NyVzO9TVdA4/BaswzsQ3XR/0jk2rv442lZfzpZy4SM7sf2J24BAjfhZcQGUhnZBozjFBfbDQ0rnAoKu80STAZgqEEmELeoQnQBMLQlFL2APq7s73yQAfjRehuRcnRNdTYrmGp2A18eTAolGiHK+6IS1WNQwC/fsfQ4vHtmDgegIKzdJMEL5XlI5T4Zyjq+gpegKNfVsukERiC260spAdOW8h+USNdI1lROdLvLBCVEW2hewOQfSiLJynuAyUNJrZyzgUqVcVdIJAF6PtqXnMVUrdBjkn0ylO7IMid2jbAqalMOiltmeT3K+ngxfSJQvUURMqTtZvmRHwxTI0IeAmHPEBMBRoZamH0rnmSZqZp0STwn6Zp0Mvf1k+FZdLJsxuBR0vu9b3vdnAzA6tsN87UFYh7cnHaN61SVoWHMJvJQ/1b3w6B7oHi+O7nwaHTuJktIEuK69Qq7WZKsuruElA43R3VTyfhGOHWYNwLKkiiNgygFvfRxvb5UA3LZMtDDk7k9U2+tFre5DHTVR0AMsuvKrXvz9igtY3k+uVgS8HPlGQ5z7ZRcfQ5prTNDFJw6+9BdbdFVdy6th89mfwOrvgL7iirIQXdnXWk70s31N5RTR8xr7yJswD22BesaVUFoXQBkeW5SVy7s+YUo6NsLvXTqVtNn5BkgMd/yy9Whfdh5CRiICFv1ziwPA8Xc7yVnLQU2ThibJ0ENY8lpP3A6EhrnF6JLz/gG+9iXoPbAZXa/ck5Qi9K28GPrKi10VdC4PYDG2NV99AFbndsABvGr7YujtS1C16hKmbD2qBx5dheb1Q9Pp7x4WMb3+6xtEr9nwCJSzrpYiAkk123W8U0yLjgJgMhchW8d4f2OV6xCptlnQ0MKIgyLgt7c8Cr19GTyzTuXrtilninbrVIp6yWDDj2WNc3HD8gtwy6YH8PLR3eiLyv6m0bAwlJ+gaUBaukqabZSz6Mp53S4AF2MWyO2Y7HKVb1GWPIWJUNLDJrlnhTAYHsGQIaxdaQFMtbDRQ1tgdG7F8aeKCDhBQQv/ZPKiFt2DqG5WNLGnRXWhI+C07zr9o13CRCWbHA0ngNg6tBV4exMQDqG2th2LPngDIrEIm5fQdQwe2orgoTcxvCmRNtRXXgS0LwbaFrtGHLk95oXd2tz0AKxNDyYdRGlfDG3FBnhmL4WmadAUDbrugabrDLoEvkzdmgr8loVX77pKrMaiQSgfvt6uuC+IuCrb0UgLwERDc3tFUdfMZgBcAkE0tADhrjcex6Gtv4N39rvgn7UsiXKmvr1EO5P4asO8NUw537v3ec739sWC6A+PYJAaKtDLQJ1c8tTXdDzRldq+DNo0Lm8Z636WE/3sjOrLIQ/svGeFEGUlPRNZUNKXzj8DD+5/mY07gmxhKRgorjqQKaBwxxZEO7ZgzinnofWU82T+NyZUw2QBaztHUWWC3T2oSADMjLMzIubuS0RPixyxRdUnFCwpGtoWvx8zF38AUdKBkKdALMJ2tuQtQNc08urv8D2/AAAgAElEQVR9iGx6ID6kSttiKKs2MBCXi1Zk2pUhWYffgkmgm0Iz001RV26ASt1PVA2aqkOlkgPdC03XoGte6ArgJeA1LQRMC1UG8PydG4Rknpp2r/tySdzYVABmdzjZXpEAmLs7qToDsQ2+1OXp2Lb/Redbv0fVrOWobl+eRDlTWQTle/9u+QX8gvzTq/digKJeQ/QzpZwvgS89+KKb0eTbqFWS6MqeJShfaux6sixUw04wKac8sJM6tUa6Yex4AkrjXKjv/mReRFlJIG9Z7Mpne6w7S//qtCpOBX1j9WW84P/W6w+ySpreS3bQioYxFAtiuON1hDq2oH3Jh9F8yodE1yApxCIFtIiApWhJ1s6KjoqFzQFnCiiSgVjkiS2KfjvfBHzVaFt+AZpO/rAAXCOGWCyKaCQKg1qaGlJ3QnXBm+6DkRpo0VxPkfE0/0wbAB4LeJWVG4AV1C1HhaKpUKj7ju4RP5oHCoEvOR6SC5YB+KIxVFkShAFsvGO9iHrJbGD9V0ridjIAs42jsHMkf2u21qQ/qRZY0eQPKaJV0EtN/s19O55E984/onb2CjTMXp6Wcv7Waw/glaN72aN2wAzyy07WkmyRFzOYwspX+G87XVWC6MoZKdLfy6H8KPVlKMfIvqCirEyUtKxCqPNUsZf0V1ZdhG+/9jA29+znXHB/LIiByAj6OzZjuOM1NJ/0PjQt/gBGSIAFO/ol0woRBbMAy25iL200RRP7yS+mJzMxChMe0QrN2vO8oKD9Acyi+t8VFyCkgD2gY9S+keagWBgm2dsaMZikQeFOUiaolJSDL4qg5Yfm/+kMxCUPwOloZk4zrNzAP4RS1LNTURUoui5/CHgpY0qqYUA3THhMwGca8JuA3wICFAmrGp69I7t2hJN5AHP9bgKAhXGj3WCComCOgLnBhMZ/D5CNJHV8UT0Y3rURQ/teQv3s5WhsXxannL+08kI+hXv3vICXj+2Jv9iD1ErQkWvK1tUqm+vhJc0YoitSPKt107vJwlhjQGIlco0qBzOR1GssJyFWcpRaOFHWeJQ01+J7fKjXq9DgCWDNzAVsgrOzrwP37XuRu43RQrmvawv6Dr2G2nmno2bRORgxIqKDEEWN3LyeUkYiB2y37mPfZEkHFxuAkxiHXRuB3c+zIcqc0/8Mzas/jqCmIKQoiCjkAS3aQBqxGIOwSWJNMwZTtobkBcXhbbBeeyiZBW0XDKjSviSb6alktilJAKZol5TMqfldSsRTjlexqQeZX6BIS9F0KGSeocv+s6YFzTCgxwx4TAJgC36o8FqW6AdMLfcUDc9+bxoAMLe1V7ixfUKIRX2NdQS4NRp1ZvEhuvclRA5tQUPbqahvWcx2khecsDpBOVOul0qMJLUVNCnfS6bnQumcr7xKJThdjfUGl2OUWAnRvS3KsgY7oW24KT9OWWkekuTSQA0B3Yta1Y96XxUauDTQj6+uvIS/eeumh3iB3HdkG/o6NsM3dwW889Zi0AxjxDIQjEQQUoiqRUKAZUrXKNlGgo5XKgBM15RoxqDguNP/DDNXX4agBgbgkApEVBVRFaIVITV4IBAm5TT9EAgbJiyT5irA6niLo+EknJAYMV2i4pIC4DHzuzSoK2h1s1go7Mgkwy4A93rBACxdq6gVrWrGoMaiDL5MP1sWyEzSB1E3S/lSux9wKQMw0+KypR83BVdVqBbYhpLrfzUdNaoX9R4/GjQfrP2kltyO2tbFeNeJZ7LK+cF9L+Hnu55NppyluCPXrizZLBuT8r7VtbCoc5R0uiIRT7mYU6QbC1I/W4NHyvYaKQ9M5TDleg8LLspKoaR1mUpiECbDDq8f9VoV1+dfPv9MXHjiGnz79Yfx+p6NGOjaBm3WEihzT0W/GcFgLIIhMyxKkqQIy1TIoE9kfmlBQVEwg16RKegktmHns3Ef6OPWXomWNZchZFkIwUQYCsKahYimIaYqiCkqTNl+kKJgch+0DAJhA4qsIRYXaMGi8tNpmCcuCQBmmplEVanCKo52beCVvSrjziu6cK7SNNGDlup4YzHxY0ShUQRMPwRYVIZEwiXpB83WjRKEN5ZoBMw0exx8VQHElgUvhO1kQNVQoxJ95Uej7kOD7ofSsR2xwztx43k34qS2xbj51ftHUc4U9VK+lyirfFLOcZop1WwjEkbsd+XndDUWANO/l2P+177eco7wOVossCgrlZJmYx2d2DjqRuZj8LXLBVfPnMfudA9vfwq/ef4uqC0LgblL0RsNoZ96DRthpqNHqC8weUJT3Kgoo0qQ7LkkmwV0obdxtiMkAG5dezmCvIigfsAmwkRDKwpiHAkrMDSV+zmblGqkk6Oo2KB5XrpqsU8DNSwcH4iZOS1BerqoADxeflfQzUscLbEcUa+zQTRRE1G6CXRTDKgkYKKOOhZFjDZlS+BLbfeoiYHoCcw0tKqhFAFYPEtCOCGcVwUFzapnReN8bzVFvpoXjd4AGmn1rPmx0LTwwZaF/N2bHr0JA+EB9If6MRAaxFB4EMFYEBEjyuIGIp3z/iHw9dcAze1AQ4uor963RajM+UoStu55P7a7Q3cE8jICVHDvEc9s64lAIz3HI0BvJzDYJ6wV8/ihd1tTqUqDFtY+VOlVqPXVoD5Qj3pfPWp9tbhp3df47fne5kegzDoJ/UYIffTD5UoRDBlRjFjRRCTMMW8iB5yv1FI+LjsVgFvWXM7AS97WJMRib2vyHydRlqbAIP9uXYWl6rC4J7sAYm4jSZ78dkMc6VRoTzFWGm8IwpRSyxNPOQCPSTPHhVVSWu6kmQlwya2KaWbZHZtWPWT4HQkLaoIAyzKgmpQrTXRE4pwpgxeV7gj6edoAsJQjCwtKhUuOqrnjio8p50bKHekEvj4srWnBZ048Dfe/dj9+9uJPMRAaQH+kHwPhQQxHhhGKhRA1ojBMKjGSK8Z8vFHxfVCNlw+obQKaZgG+ALDrFQHCLvjmdaTdnRV6BEixS0lGE5h9kgDhviNA92EgNBTv953Ps9BIVKnp8GoeBMipzleLOn8t6v31qPPV4crVV2LDiovw/X0v4s3BI1w2yCBshhmIh6wIhg3bs12ooXmqLCH6mc9nFAV9eUorQmowQaWQFmIK5bMVGGQrregwNQUW4YCmCb0PO444QJjbIFKTHGknTAfslMrpFHa1VNTTUwbAGYF3hVA0J+V3GXhlYwS7ywYPOBl7U07AbgfIWntRtmMJ1yjOmUrvZAZglSJgVeSBuX6WLBo1PEdlSPJTKmVIdgRM16RZRFGpLCAj1SR1V2nQvWjUAgy+1YoXfzP/3VhQ04zb9z6HrYNdGEEUIzGimkkhKYvzuVuYBZXy5TIYFStjUfI0mQ/t19Q0GB4voj4fDF3HyDtbsffhf8GcZetw3LKE0G0yxynl7x7Y+hj6u3bilA9eX8qnOelzo2ukay3366Q5/I0nv4vBrp04/uKvo659CbzBEeiRMFTKQU7SHU/Ep1TBQRMX4YYATEWxoFrCcIeMdgKKhip4UaXqWFrbis+feAZ+37UTj3Rt53Kk/lgYPUYQfbEwBqwQdy0LwUA0ZsIgQQyvJSb3fk/6oXHsYDwApkiYTIA4+iU1tO1tTc0bLAWmyssJKATCtNhn0a0uWFK7Tzt3qqMGEFFpI0yAXLpAXHAAHotmdtIB9sPIUa7T0Jv+zhhh9+KlwTW4fyf/6WgHmNyQIQMAcx9dArXSBGBRN0f5axVeyg9BlBnVMe3s53xvne7DqTVtuH7Be7Br6Bhu3fMMv5DDZgRBkyidCHvE0nvN0n1iBZjSlrS2fCkVmxWe4DvKeTNVQ8znQ8zrh6lrCL3zBt559BbUtCzEwvd9vqQmgHxOJs597XzydtS2LET7KecV6hAls99N93wRKy+/vWTOp1AnQtHX6/d8AVWzFmPORTdBjcYYgOlHmQwIy3fOku+cUCqLaDVegghLgDD1+ua0kxc1VO+v6fjb+WeB3tvfdm3HlqEu9EdDDhCmSDiCIMjcQtQGU4lmqXycADxXirDCpsz/Um0zt1YkS80EADtbEdJCha/HDswoXWADsc2QUpBGrSZT88QcpClIi0lFoqcLAsBjlhHRUyAvlJyrRF9JO+pVgXiDZwfVzH0lZcRLqxybYkiJ3LIFYC+EArpUAZjLFHgFrHC9bwA6ajxUqiDAl/K+RDlf3H4K1rUuxiOdb+FXHVtYiDEEAcB2j1DxUosXm2ws7Xwyv47S5GOsFzPbqJgpIp8XsUAVTOqzGo1h74+uQlXLApxwzucqAnxpDN/89fU44b1/jeqWBaUy1xXsPPY9dQdfZ8vScwt2jFLYMb2LQ8f24p2n7oC/fTHaL/wqVCMGLRyCFg6z1iSb6FLAa/oP/078F8/bkvEEpdIIaFhEymWTouKBFuL058faT8FHW0/C9/b9CVv7OzFoRtAbC/HPgEl54RBGyNjCrg3Og7NdPu7JKABeexkYgOknCwAWLpeSOWDsoNQk2V0SW+oRARzliplWoGBNtkHkxjqSnrbp+TTKabvUdarKmPIKwBlpZmmozYNDg+RsYUUrGvIM5SdRtq9iqtnuISlDOakOTn0YygKAiXKWwEvROSkjaxUP1wbW617UqX5UKTq+tPAcLKqZgW/tfhqv9nfwy0fdi4a5NRmJGMg5RqymyZaTgVdSUbRyZnBNAuCJiaO41EHzwKiqQiwQgBozcOyhWxDu2oX2s69lEK6ET8+2J9C77QnMv+TWSrhc0PXSp+nkD5X99dI7NNKzH51P3Ym6FReg5rSLocZi0EIj0EJUODOxd8e2m0sAsAWKiDkals0URHqI8EUFBw6KAGGq+a/TPVhROwt/u+AsZsD+bfezGLQiQqBFLlpRoqSpnWgMEZiIGYKSzmbBUMibOhYAh2jugpkxArYB2D7HuN0lgTB79soGEF6vAGb6cHvZWCJ16cgTxyPiNFU4U5EnzgsAj1lGJIVVtJqI25HZwMudMrwi6mV1G2TPSMdASZo5mzzldAZgkZslu0khFGPKSaFIlwRWHjRoAdRoXiyrbcENC87GjsGj+Kddf2DgHSTgNWIYIQEGoixeYPBlYoHqhsnSUthaijz56NjWBuRcXjyeKDQNps8PI1ADS9fQ/8DNiHTuxMyzr4V/5rxcdjett+3f9r8IH92LlnOundbXke3Jh47uxdFnfoC5H/tWtl+Z1tvRs37k2R8icnQvGtZ9CZ7jlkILBaEND3PJY84Er7SHdA6K7VrFdo0ca1iiBpZNJ6gKgiJh0fWsCjr7vNerPtRqXnx54Xv5HB7p3I7Ng4cxIPPCVKY0aEV5bgghJkoPZc65WDck3wCcDMT0f5xrk7S0pKfj1LRUTrN2iHDGbjcrKk7GszsuVBnTpAB4zPyuE3il2CAhrrKBVybP6fesaJbiKkd+Nxvgdd6AbERYpUZBxylnTaxyq0jlrHjRIGt7iW6m3M+FbSfjo22LsX3wKP5x5xPop5fLiIoORmaUV45EN8UpZ5KhSeAVkJsQWzlXwdlSzUmTBb3Eug7T44PpC8Dy6ogd2IbBx/8dnhknoumsa4r1fhfluF0P/AOqF78fNUs+UJTjF+OgdM2tF91cjEMX5Zj0XvVuvAvRo3tRc/7/gad1AbSRIajhkGjkMgGhk5OaFgGKoKFZnMX5YAHE5FKnmipUTYHHUtgHoFqhKJhEmSIlddPC9+Okmpn47p6N2DLQyeVJ/aSQJnGWEcKwFUFQ9g1mu8oiUdKFAuDREbGtJyJm1SHmtSNiwpuIuHcCf6gyZHwgLkQZU84APB7NHLeKJEUzL0ZoNSJ/iBqgaDeuWpPAS/V2NuhyLZeAkFyBYVpGwEmUs44qKbTiEiM9wDnfak3HdfNI5TwD/7r7j3i57xB6jBFWP1LpQdA0ELbIji4uZUuqH07N96au1icyziSAIIcr018FS9dhHNyGkf/5LvQZJ6L2zKsmNBkVZVbNw0Gjx/Zh8Ln/Ru27/4IXH5XyGdj4X3y9gcXvq5RL5lmp96F/5OutveYHUKJRqKEglCgJfmI5P/epuWGbzE6XFzYpEia/e24sI3QsVYrUhtBiXfNjVf0sfGnBOdg5dAy37X6G54eBWAR9BjV2CDFFHTSiRaWkCw3AyUDswB4bhLmcVZaZEeg605z0/5T+dCxOxhJsUUScjzxx1gCcCXipwFkIq2gBpwpamZsxU2KcViFEoki5OK04otQCUAqsxFIv6cJzfaunEwCPppx11GikcqYSowCamHr2YRmVHcw7k3M89x1+Ay/2HUQP53hC7Acb5KJ1Cwbld1STS6/i5h0OlXNyxCvLclMGmMq3svnQJGT5/bCqqmFRt6loFMM//byYlM7/uqC6K+gT3vE06Kfugq9X0FWDrzl2bD+q331VxVw3vbex3gMIbvwvqK0L4V93g3DeCwehcCScHQhb8dIDx9BJIZYTQEappOUim1uTUiUHNFZF18KLOo/wBVjTMBuXtC9jzuvRzrewZbCT2TKaMwiISaBF1RLFoqSnCoCZTZCsAuORLfa1/SRYPU2tesi/064llrS0LfaVDltjKqcdTO9EX4KMADwezZysaHYAr50IJzMGO7/LiXBSpdnAG5OrDdLRTn7Wni4APDblTJaSosSIhFfXzz+La3tpNfsvu55ErxFCj7SfG4iGudaXKGeqlaPnjHLIvPaRpUa8iksSW8n1dQb183gPEu9B9wrwDVTzqj/62G0wj+yF94xPQZ95wkSfw2n7vdBzP4E24wR4Tjpn2l7DRE7cOLYf4T/9FFUX3DSRr0/b73BFZO87iGz8MdTWBfCsv0HkgUeGgVBowqIsO+qVEYygou1cMbs/CVElfYg+Jm2HrlFXNBUBasZCmhGP8Aeo07z42qIPMCVN3gBvDHQxJd1j0uI9iAEzzO5Z7D7FjVimjpKeSgB2Lmbk5CijXykAJqEWB4hSNW0beXAtsVRQs2BLGBeNJ9iaKD2dFoDHLSMald+VwEtUc7oaXju/azuWEN3MYX5+gNc5yCWfAx6PcvYIynl5XTs+2nISgy8pG18ZIMqZyguoSXeYhVf04sQMcoqxVY2yiF8uZJJyvo61TXyhY68Mc5gG+SsknPNR9FvLqYTYw9+GdWQPtEVnQ190dg57K59Nw4/+S8VeP12754xPQm0+vnxuaBZXQu9C9IWfwep+G9q510GdswQIjkAZHmILywmFE3IBnURLx8VaAoA5qrP/lMZDZLnL5YqkkNYoL0yRMKWw/FhTN5tFm7uHuvGdvRt57qBImEqV6E+iqEmgNZUq6WIAsPOWJkXFNJ8xO0s/EojZ1EP6TpDLIlfh2OWvCSAer3FQLnaXSQA8Ls2cTtFsh/UKCauk/Jt9mqkGiy5CKprtC6AOFkJjn3O+JNN7UcoR8EQo5/s738RL/QfRGw2Ooo7iBfY235vibMWrtZRpID3LkF0JRRx8vX62mLRo5XjwLRi/vwNK8/HQz/izTLenLH9v7HwG5s5n4Vn/D2V5fZkuKvb8z/j+0wKs0j705hgv/ALWsf1Q110PZeZ8KCODwno1RqKsbEdk9Iajc8MJtxxRdpOwVWdGTVHgofaqSOhICICb9SqsqZ+Ni9pOZg0JRcOvDxAlHUo7r0yFSrrYAJwUFXPEJtOlNhBzLbHMETOGOehpuyon7kUxtsMWz8ErN2TMEzMAj1dG5CxMjst8bJ9mjngdPs0MvHK1QBJvpptJZSYtIQqovCtVAJ4Q5bz7qaxWqvHVnBNw7fdZlhyJBy47oE03ZfAx6OH0+QF/Fd9v6+B2WE/8B2+urrsx74upbKeuYm9H4EsTirb+K8U+laIcv+Kvv/sdWM//XLwHn74DiERF4wZS1+YEwulun3iR44DreI2dAG2bUrB5D1VSKCqqyDtARsFNlNbSArhx4TlYWDMDv+vagQc6t3EnJaEnmVpKulQAOA7EXJtp1xBL22PGNRkd04Z23wFKoToZXU7zJT7jNRcaq4zJsZZKeQhSrLl4Ck9qkCB9OJ3FzjbNTGE7/Z1XDLkrmicym5QkAE+Ccs7lxXACsT12oyLerFfkyaPPj5jfD1TVCJomEoX1c+l3fPonoM6oLPrROTrmo7dAWXQW/1TihyhY6/lfoJQ81KfyPnAtfO9B4E8/A1rnQ/no34ja0tAIkIMoa9Q5p6yX0zlppZY92SwbNZ/xsoOeh4WcVM5IFRWkLVlZ046/WfAeQUnvIeOOaFYL/XyOaakBcByIhZDGAcayaodb3kqAZvaWIuLRUbFzvs3GfjkxT6eGRw7gjZtn2N6bNlfOpURxI9NERwobeGUUnA9xVbY3v5QAON+Uc67UUDpAznYcndvZoitU1wBSdIXffgc4ug847UooFQy+BD544W5g4XsqFoA5KHvsmxU9Bpye2fMcsOMZoGU+sI5AOAqMDE1KlJX6vmZTZ8xzIEQLVo9GeWEN1VQnzNGwqK5YXTcbF7YtkZT0n/D6wOEppaRLFYCTgNi2SGZbSztHLLvx2U2BKK3KVTwRAcisnJYltBIbx+1zL8uY4hGw3fieevAK2oO4cTZCEyfBijFHfpcjXMrxyrCcGyPLOt4k+nMiU3/u3ykVAC4k5Zz7qEz8GwnRVQCQoivr4duAI3uA5uOgVmjeN/6iSvq5UqM/exzM53/OeeBKZQEETQxYL/wCoEXZ8vOgrL4ACA4DkxFlTfzV5ZAqYWmb4i8gxZ43LigOJV3qADwqAOEOfdLUgz2nJSjbzK/djzjJMlmAsb1oGteiWVm5wbILipnq4JopaWhNCWk6oP3/zvxuvNNEssF1Niu1yTxbY323JAA4iwefVM5fnHcmXwY1Uri7Y3NRcjHj3YNReV+PB9bBt4Df/4cLvnLgCHjQ/U7F0q/uQiQ1VUMgfDdwbD/Aoqx5wIREWfmZHbMJBC5rW4Z1bYunlJKeTgAsFldS9GbnieONH6S7FuEj9yWWwWjcWUsKjh3VPumAWFGv/rE4gt1ZwhZWkU8zmWfYsmy7B28KzUwnOZVUcykCcLaUM6kRz209iS+BXK3GUjnnSjnn55VN7CU172sdeAuQoiucfiXUGZVX75s6xpWe/40DsMwDK2d8giPhSv6Y3e8AUpSF866D0nxCHkVZuY9sNvMSUdI3LBAahtv3jk1JU6cirr5QhO/ARAOt6QbA8ec8buqRopwmZphbI8qULAepVENs9yWWZbcp7o52nlhR//Kn1GBROlfJeig75Lb7ZLFvJtVEEc0s2zqlN1TK/SnJ0zeKFQGPWmmq1LHEhwaPH42yd+8oY40sVc55GpqcdpMu72v9+AtiHxUuukqN+ipZgOV8qNzFiBiNgomycnqD02ycBTM3HiVNJh5DVpQ7K0UN4Tk/0c5K0xWARwOxEzNlepb711M3DektTcFqxK4ESjb0sPenqH99jyVyu0Q9S8UXF7nRTuxWgGQdScpmWYg82QeiAN8vCgCnfbBJ8GB7Ofvwrto2fHH+u/mKS5VyTjxcttlGmrzvorOgVqjaN/VxtSeRSs//2uPCdDypRSpcFyBAGLB2bxSiLFJGr7u+IKKsXKfQCVHSJrU3DEsv6SCGzCj3HZ+MjeV0B+BRQMyga/cjduSKKSqmANbuZW93XrLFWjKiVtQbHrI4hHZGu0w3S5GVNKcWSeVcb/vUbT+VAJxE7ZAxuuLhdoEk+yelIRXB12s+bGhbio+0LuJBKGXK2Z44ON/PZhtVgNcD67HvAF2u6Cr1KaaIjwGnQut/3QXJ+PNakiirbQGU9TcUV5QlTzdXSvp7e57D5kHRWamPzDsM4UE/FCMbS9GBLVcby3IB4GQgtlO4MmVrN37gP1VpSiW7/dnluUxVE/n8pUdFmZndDtAGXlY1J8uqpw5Ocz9SLgDsU0U3EWp6/9wd6+MHy2ZC5ZUkVLZ/4/aB5MOqe9GgCpk/gS/9P3Uwml/dzI0U/nnXk7yKLKYF3HgjOpbZhp33VSrYbGMU2Ng5zwqu/033LDEN7eaB40PDM6dcqJWCKCvpnmWgpKmz0pelStq2sRyyQZhsLM0QBmOiqUOuNpbpADhEHd1Mk/dFoB41yePeYp976vJGTVYJiqiJxWTyz7mjSm7fEIItZ46YAhpfIkcsXSAZa2U/YkW97j5qpyN4aw6TZTum3I5d9K0LDcD2/nVynOF2YDqboFNTbAJddpzR/Vhe247PzTuDx+Oxru34Rcfr6IkGefVYTBP0cQE4xWwjWXRV2WYbY0V7Ltgkj4ybBx79hpWaKMt5hpko6UbNh8tmnYqPti7GnuFu/K5zJzYPHuZAoicW5GCC+g3n2lmpnAF4VFRM0W9qfwSncRV1z1I/8wvL7oFY6jRzpigu22YMuUbA8YdVEQXuBL411H1E88gC9wCoh++G9pPxoRZBOf/77mfx0sBBdMeC6JH9OHN9WKdiVeOKrnIbZbf8KP14uXnx0eOSJMoi0epffC8/Tlm5PbJjbj0eJU0CUjLvWFs3B9cveA/v4869L+CNwU4BwoYEYYM6K1GDmOwo6UoA4CQgJhC2Rc3sqmVbN8vuderVP+GeGxOVlefpWZj0bgoWAafSNZoHNYqHc7zsLqMHsII6GLWexJQzUTa37v4jR7zd0RF+UAcsEi9EmGaJUe/eeBejSV/2pHbgmm3kPnyc/3WNSEYNnAvAYyxMnCYdJSTKykxJCzEpzW8Exl9acA53aNsz1I3b9z2HgViEo2D2kzaDWVPSlQTANMZxV0KKfNnUQwq2ZJ44Yz/g3Keo4nxjLACm5tXUM9Mjc7ZkVs4RsKLxz1g54GShFW1L7b6E0IooZ3ooCYRJ5fxZSTk/3rUDv+7YKh9MsUIcNKh3r+i7STkN6uVZCoud5A5Hrugqm6fWnjzc8qP0o+XS0FmAcAmJssalpInl49aGCW3LpbOW4bzWk7B3uAf/07UDrxElTSAsWxxmQ0mPAuA1lyFkyRywJfLAlAOOUv4X1rTKAWdiaPn3TNNKINY0VFjumZoAACAASURBVBQAe6DAp2rwsXJZ/PmnO86Pj5stwhpd2+tBraSbqeE1ia1qdR+um3cm5lU38/e/u3sjXubevYn8CFEzQUvWzrGUoFTAN32HI9dsY3wYjgOwKzZKO1AuOzD285Mkylq5Dsqp5xbVKSvdmY5V3SHYPj+atAD3GKaGDvT5/r7nsXWgSwhMDQLiEfRTzTBT0jFELGOUSjoZgK9Ay5rLBQBbJsKmgSissgTg1MWODcYVAcA6RcEyArYB2EcRsKrhT99LUUGnUQjSA0giq2amYwJ4V10rPtJyEk6sbmKBwoOHt+HF/gM5rQSzibgKtc34Tleu6GqscXfLj7JboGRTTVCoZ7uU91vKoqxMlLRTbLq2fg4ualuK+TXN2DvczQ5aRElz8GGKXsNUupROJZ0aAc9ccxnCDgC2I2BSQZdTBDzWgqdMAVihFhJsSE4UNKmWPYrolelVFDD4ygj4eUcETH1daXsv/15HrV3bqwck+Ppxal0brjlhLY8n5Xtv2fUU50F66eGjOrkJyvOnauIYV3S18CyoJ1Vma71M42+33nPzv+NEebJBhasQH4uKdrQvpE3O/SKUmSdOvn1hpod3Ar9PywLqXk69MS3tCeArnBeegX1ESR/Zgc0DXTwPsvCUVNKUfjOjScYd1i7RQ5s+c9Y6I2ADEcsSZUiWdNuKU9BUEWuVfBnSBIa5XCloG4BVaGTu5ARgqEw92xHw87IOWIMGz/lfSdT2avSwkchKlhhpfnx+3pkc9dLn9j3PMeXcHRthWX6CeslODTiRmzXZ77iiq4mPoJv/zW7s3DxwBpZgOoiy5CWMTUl7WZzVrFdhTf2ceHOZPxzZjYc6twkBKoNwEANGmKNhm5KO7XwW5s5nJABfiZmrExFwvA44DsCAYZkg/0UXgLN7/4q2VbIIiwBYYX9s3VLYNINoaK+qwUt5YIp+pRDrxTsugKZq0DUdgfNuZGMNJ+VM+d531bXjwy2L4pTzw0Q5T4MSI+fNGFd05bo6ZXxu7fIjN7obf6jcPHDGRym5fWGJirLGp6R1kFlHk16FGbofp9XPwfltJ2NedRNHw3fs/RM7Z1EUzAItI0FJh3c9i9j2P4KywxQBzyAK2jSZho7AkmJVC9SQJqYIAw5hxOFGwJmfrCJukRaAJQ3NOWA7ClZV+CBcrAKqhk3f/xi8qhd+3Y+6c/9e2Ek6KOcL207GB1oWxCnnb+5+Ku2DlasjzFQOVSanK7fDUea74eZ/M48RbeGWI2U3Tib1Dn7+F2LjEhVlJS/gLWhkQqRRFYkmAhVFRMIz9Cr+8+8WnMWlmPT5z30vYPPAYU7POSnp4V3PILTzacSMGFpXfVwAMOWAyQWL1M82Be2kn10Azu6hKuZWqQBMZc6Uz+XG1JwHFrldD/1JFpKKjipNw9YfXIkqTxVqfbVo+sB1WVDO6amVXD1Rp3KsxhVduXnfjLciLhxx63+zHiu3VCvjUGHaiLJSKGmdAhgCYVB1iBdNHqGQpnTdqrrZcSfAdJR0/+6NGNzxNEKxEJpXbkDjqksQNCn6JfClHLCBmEU2lKIEieZV0q24EXDm56moWzAAy87EXGZF4MsArEJTIGqBKQq2wJFvlaqjVtGx66fXot5fj6ZAI2acdQ2XGBHl/JkTT+frIZVzEuU8hriA3BxL8TOu6KrpOKhn/lkpnnZJnZOb/83tdrh54OzGi52ydj8nOifRp4RFWfYV2fMs62pUFQEIfwSRthNiVSpVWt+2JC0l3b3vRfTufBqD4UHULTsPNSs3cIeloBlDTFFEBMwe0CL/y4ENgTDbRdFPaZRyZneHM29VXipoAmCqc6acJuWAOQom72YBxkQ9+1UV1WSqAR0Nuo5D934ZTYEmNFc1oWn1ZSgHyjnxsozTXtCN5jK/HXILl37Oeqh4Q3e8sh+vpM5J5NPw6TtKon1hxivIUK5JgcwNC84eRUl3H3gN3XueQ0+wF96TzkZg2ToMWlEEDQNBiDwwgS5FwQYZF9HzJKNgAcIuAGe8N8XYIB4BEwBbQoBlC7E0S4HPUuHXNVRZGns41ys6mjUf+h6/FU1VTWjw1+ML629Ko3KefpQzjX8m0ZUrJsruKY2XH7lCtewGzJEHdp+x7IasVNsXZjr79IZFydUjqZT0g1seQe87r6BnpAfWiaugLHk/W/UOmgTCJrgzkkJ2vU4BVqITkgvAme5KkX5vAzCtkVSCXoX+pMgXnPMl041qEO2soVH1YYbuwwzVg5Fn7sK75izHX733s/Ez/86f/hsv9OxDd3gAPZEh9EeGMWKEEDIjiJkGDOoYVaKUswBfC8qS9wE+P+CvAnQd1sHtcDpdKT0HinSnptdhCYDR/Q77PyvNx0+vky/S2bpjlvvAW/SM0bNGn/aFUD7yxVFOWXb9bO57L9w3RKkSpfkoL6zDr3pR6wmgzluNJm8dmn21WNt0Ar54+qf4JPYd3YvvPfk99IX6YMxeitj809ATC6MfMQxaMQxbMQZhygkbdvRrKTIWVtwIuHC3cnJ7tk2v7Y5IhI8kFvAoQACU89XQoHrRqHowQ/WhmcQDihdnDB3DB5Z8kA+++8hu3PL4zbw6I4qkN9jLuYqR6AgiBL6xGMvnS/6jeYDaBuDsv4Ay4zgktRcs+ZN3T9AdgQodAeqaQ33Y6XPedVCaTwDCI7AO7wQ2/pQzoKX6If2NXc7p1/wsbLW1Nc1Vzayx+bsPfwnzW+bzJfznH+/EbtWD6HGnoNuMotuKoNeIot8kBy1BR0ctsH8+535lL2D6bil46efrPpRNDjge+RHymhabb5Dzld9SuHVgveZBk+rlqLdZ9WJ5VTPeV9+Oub5qHsvfbv0t7n75F+hm8O3BQKgfg+EhVusR+BqmAZN6Jpf6R1EBfw3Q3A40tADhILDrlVI/a/f83BFwR4BGQNUBMybG4sxLAd0HbH0CGOoDoqGSHyMyNNJ1nUs77eqSxkAjAzCl+i5bdRk+csq5fB0HwkP48ZHd6DXC6DYjOGZG0WNG0G9EMQRy0BKlSaSIJkGP6HdfwtTjBO5OWQGwaZpMO1PTBVI8BxQNNUQ5k0JP8WKG7kWz4sOyQAM+JWt7acx+sPNpvHzwdfRHh9EfHcFQNMh0c8SKwjQpF0GrUqHu4ttvL0SL+CzQijN5RazwE2rpOnr6D6A/MgD4AgJ8CYRTPvNO+4S4pqRVtaB43I8Ygd6DW9B3aCv//UQeL/eT7QjYY9cwexka55ya7dfKejvxzqabQMQ7t/dFqguW3XLsxf5xS0QP2d5OYLAP81ZfKveRfl9T/v465kKOVJmSJg0OmR9p8KoeVOk+VOsB1Huq0OCtxqo5y3H1AmF5SyD8dH8ntoT60G2EcYx6DVtR7qFOdPSIQpEwGXOQEYcLwCX7gvCNN2W5kaagStFQp+qoVwl0KfL1ceT72dbFOJ4iRAD7Q4P4j67tGLJE/oH+pFUXSeFNgWf8J9US24DHKzBZ8lSsweBziYO/fAP4XFXEPDpiXg92bPwBhl95GAgNx0+zfvYyHL/2E6A/+UOXkrqakErDYl1bKR33nZfuxoGX7sbctVfiuLVXltKplfy5uGM3+hYlR2+ibNLGY/pd38Et2PLAl5NBOFALzF8O9B3B0jOuRVPr4vi7K6Cc3v9EJBDvPzuFTwifg6LI3rdiEc9tV7kaRfgxUBkozcm1oHnZgzrFg2taF+F4n5iLf350N94c6cMxjoQFEPdbUfQbMe4oF1GEMrrcQLg8ImDLko0XAD90VGsa6qjMSPGw0pkAeGWgCR9umB0H3yf7OvBA39votwxW4Y1YBoJMdwgFngAoYWkZzyvL5zz+uBcjAqZnPUUBxqy7AhgeHRGvF5aqI7jvVey/5wa+jFlrrsAcB4CIF0a+obK+zvm+Jv1+Cl/kUjvUq3dcyKfUvvZyzFp7RamdXsmfjz1+qz7/UMmfa8FPMN1765g/qHLD/hx6+W5e/He8/EvxT9X1OPkLD8ITDkOPxqBYRpyK5WoHx2fK393E+l+sJWg+kflayt4qpFelihQL8SY4NYrOVSh1io4LGufivfXt/N23Q0P4z67tTEMTJU0Rca8ZZSAeJmGWIs05lPIpRZrWAMxRL5ttAF4qM5KUc71K+V768aFJ8+Jd/gZ8uvWk+GP6g84deCXUzUl/lsCDGiiAXVh4JSdrzRh8eX0pIc8ZeKZ5Y1OBMe8vdRrqm0lky4Kp6Yj6vYh5vQjvfw0ddwvwrZ61FPMvunnUqaSulJPe4xKg2PM+djnucPjQG9j30D/yt0753AM5ftvdnEbgjf93kTt+jEryeXACruMRSWa05ALbsjDAz+BXecvG93wKM874JPRYFFo0ChgOEE5GYPF/BQoOxqO4+TIdhhn0/2SmwXMoBTMGpHmHihpVQ53iRYPqwUp/E/6yTczPBML/238Im4O9OGZE0M10dAR9ZhhBmAgqwimLXLIY2af5Z9oCsKhBo0YLCryWwuYa5GxFN5To5ibNg0ZJOZ/gr+XbtC80iP/b9Rb6TOpdSTc1hiHEEIbBiX7TsGCpRDkT9Ir7Sw8OBcTiJUmmjYpx7xMvq3irGUhVDYbXg5jPD0tVcPCbQtUdmLUUx134jcRpygd2NPg64Zd56YrPBfe88mvQD30W/NW9xbjV0/6Y9hg2rb4U9FOpn/jC3GbW4nicAJDRmg7xbh94+GsIdrzJ32i54jYEZp8KLRqGGo1CSVcOKSPpKc0Fx5l0Dn957qDTYKcvCcgkYGVKmqyALSGQraUUITxo0Dw8b1/XejJOlHP1j7t24o1gH7pNEmhFccwiSjqGIaakKRoWblkcZU9jIJ6eACwpZ3K4Clga5xY416t6GXiJcl4eaMIH62fFKef/7TuEe3vfRq8ZQa8VY7k70RohlVZULJzm5ZuqqkyXMPDaL4rj78LhwgbkIk8p9HBrKkzdwz+WrqHnl3+HyAEhHGq74Gvwz1rqOEnHitEGWcfDO6UvbZGHLtPhux7+OsId21C/+uP8435yH4H+V34D+nHHMHnsErnf1LkksRC2tyEQO/zIPyEsQbjpilvhm70MWjgENRJNUNHFEk86F+v2At8ODGTwzwydApBIlk2SVCoRVeC3NFRzJKxzeSgxlh9rPA4fbJjNA/Z2aBDf79yBHgJhRBmMe2PReL0w54VNi1OG0xWEpxUAp1LOrHLWRNRLoMs/mg/rG+bE8wp0I+/sfAsvj3TLWrMI084EvmGZ2OdKMxJbMaHtBN9ExJu4wY4oOPc5KT/f4JWlBUXTYXp0mF4fA/HA3V9C9KAA36b1N8E/2wm+yYdOB7bxyHgaryjzM8BA539ezruqWXUJalZfkq/dVtx+7HFs+8w9FXftoy7YXrynvF+jUlcpiV0G4R8KDYJn7qmo+8S3oYTD0EJhKExFSyaMI4Pi0LJOMZg9j9j/ZqujmZKGAGEySvKYFAkrqFZ1didsBLGXXqyumoHPtgmxGVHSf+g7hNfDvSzQ6jEIiCOiXph0O9Ockp42ADwW5dyoU12vDzMUskDz4q9aEipnopwf7juAl4LHcCwWQZ9FNy6KoGUirBicR7BbOAihlQN85f+LZ9oZOZYAANsrS58Hli/A4GvsfR1D936FH1q9fQkaz78p7YSXqpq0N+J/dyuQeDhGXr0PwU338d+b//JuFzgmMQLdPxTq8bp1X4Vn1smT2FMZfZW1JKlAOf68Ejm0Df2P/TMPgjb3VNRc9i2oFAVHI7AIhAuV9M1y2G0ldHw+kYsIZsTtvLBUMcc9nSHEs35LR0BTmY6mSLhF82NtoBnrGubATh/+sf8wHuk7yMIsMu2gnz4zOu0p6ekBwBkoZ1o1EeX86ZZF8cdlb2gQ/9qxhZP4dNPoZg1Q1w2qKyPDb0ldUE4iLrSyVc68QpNPDgFwstI/foxiPfT8bGsazIAfltcLY/9mhH59o3g525eg9nwh3BjzEwdat+433RiFXr0P4U3381jWrM8wlllOUJW6mT2WvpUXw7/qY5U6DGNedy4VFdGObRh+VAgqtbnLELjkZiiRCJRYsihrKgc5bdpKpILlR5QnkTKaPjb40v9RqRLpeDTS8SgKqiyhjm6Sfg0zNC/+tm1pPC9M0fD3j2xHrxHBMQLhMqCkSxqAs6Wcz2+Yg3OklJ1u8p2d2/HSyDFeJVFNWT+JrSh5j5gAXymVJ/Clj1A5C8BN/jP+DMX/fSof7nTHYnpHU2F5vBz9EhCHbv1ofNOaa36e+NroRfboXToFFMW+uBI5/vAPP8ln4ll5EbyrLi6Rs5qepxF59X5ENz0AtX0xAuv/YXpeRAHOmueZdIxT2uhYiCIt00Lwt7fAPPwWn5H30m9Cm30yEAlDIWW0mVBGF+CUs9ylXNQ7ri1BRYtIhq9FXjzXC5OYVlHgURVUQecSUrYMJr9+KiGtasa1jiqW/zqyE68He8qCki5ZAJ4o5fxI3wG8EDyWlCsgRxXyFuUek5SDILvGRKlvHIQTAOzEMEfBbJaPYKE2E+CrAboHoLyvriF6z42wDr4hXsh1N3LUltPHptfj9XyVzUPT5BZ57Jvx8VRzHc+cBr8yNg79SBjx+68hP+PK/iQU0XbLstzGg+aAyG+/FQdh/bJboM06GUo4BIui4dx2V6CtxVmkRsfJQCw7tsW3s6BbGnQVLKylnLDwcRDanrVVM3Bew+yyo6RLE4AnSDnfenjrmNRE1BAGG2SRJhBXJCaEs5X8J/vxlXRJeoq5OABllxvB44Hl9TEQG78i8BUlCtqKDdAnGK256ufEPGRsegDGpgcFAF/zkwJNUJW128iP/lw8oys3QFspaoPdT7o8cHajwiB8lxhT+uh//4iIgoMhWR+c3X7yv9Vo+I/PLanlUbZwjIlHCdiWyTlhj6qmrW6hVOP1reVFSZcUAOeDcs6UnHfWwI6qz3OafRcHZ8d8J/h0vB7AH+C6X+zfDOM+YRShtC2Gvk4IsETCOouPw3nHuXWlg7Hx2DdhdW7nMdXWiby6+5ncCJibHoD52oNQV2yAWuEAnHZRn+0767gN5qHtMB4XTA3mLoP28ZuB0AgQjQAGsXylEQuLOUmcJs+9cUJxdJRM55wN81lOlHTJAHA2A59O5ZyOcs5Gnp7OM3XUyzGBF2NyU1X6bwvRlQ4E/IJ6fnszrF9LcRCD7+SBIg68JfTeFmIsM+3T+NFVYs5YSWCxIdPm7u+zGAFz04OwJKugXfPjLL5Rxpuksm32peby3sl9EFtjvSbYGsw5Beol3+BIGEUUZY26cykL/XQL/NTFQjaBWLlQ0qUBwEmUs44qlqSTsYaHrSTHUjmPRznnWqBdDBPzbKYZW3QFjxfwVwkB1rfPj39V/eiXoeQhT1npkS+v0Ako5ISm8LhK4/tsbpS7zbgjYN4lFjbq1RUOwHKU8lFBwQYXj38LOLxd7PWMy6GsvVSAcMmIskY/FllH51mkIrOmpJUYItRViWwsbR1QCbyzRQXgMVc6ii5qe9nZyovPtyyJJ99pzJwq50yUcwmM8YRPIVl05QV0HeY9NwIy71sIkMj65ZjwVZXuF4kqTURqbv43n3eKqH0CCsEsVG4eON8LfS7xefxf4yCsXHYzFKq3phak5JSVz5tYhH1lw4xmRUkjghHDRMgSXtIxhe2Xik7VFw2A0w6s5kETKd9UL2ZoPqzyN+FDjg5GdP9v79w2SuWcDeVchGdnUod0iq6Idua6318lwBeUo1w/eep5UidZZl82pFgI7W7+N9+3Nr64ccc230MLs+MtWL/9Vny/ymW3QGlbBBRdlJWfS82Wkrbds+io1Gr2jq7tCeMOLkc1MERGTIoJEuWS/3+xbSyLA8BpKOcGeNHEfs4ezNR8WO5vxFWtycYat3a+wTZkx8xQ2XmCpj6qcdGVrPW19r8O617pbuWCb37ebMderMNvwXxMTGKVHqXlfXCJ3neMr+aqy/M+xEkgPPcUqJeSKCtYmqKsiV79BCjp3/cfwqvBHgbiHkTQF6MOeDGMwEQIsaJ3VppSAB6Pcp6h+rnei9xP/rp1SbyJAt2rJ/oO4Zc9+6WxRgh9ZdgVw/lM2k5XaUVXlEdbl5+870Tfg3L8npN+dse3MHfYZhjc8S3M+DqfYRAIf4xEWZHSEmVN8tKzoaQvaTqBG/HYn//u2oHNoT70mFFu7ECd8LizEjkjFrmz0pQBsEU1XlDZ8YQNuC0dtZJyplwv5XxXVzXhQ/WzcZy/Jj54d3a9hRdGunGUPECpkxGiGDHIhLv4q5dJPktpv54suqKSIxWmU3Tlgm8hhh12jpJ27kZoBRni+Bi7DENhxpdFWURF26IsVkb/c8mLsnIdjYlQ0mxj2bUdvaboqkSNHXqpF7wRBRk1FauzUsEBmAaLhAC6JcDXr2io0jQ0gNpP2ZSzF8v9zbiqdWH8XhCH/52ubThKrajI+9OgfpAGhhFF2DKnfRuqdA9dRtFVhQtYcn1Rc9nezf/mMloT29YVuU1s3HL5VioIl5soK2ksMlHSig/XtyV6DB8ID+HJ3g7urHSUUplES5tR9BUxqCsoAMfpAijwaORuoqJGpebLQuU8FuX8ZH8HftPzNvs4UyNmakE1gBi3n4oQ+NJKb5o3Yk59qVzRVS7TTH63dQKDG53ld2yTUituHrhwg+vYc7mLspLTdaKhg04NHSwF1YqOWuovrFNrQz9mqB58vPEEvN9BSd/dtRtbQgTCFAlHRb8AjoannpIuHAA7VifUeLlKEY2XG7iuV4DvqkAjrm47Kemh/D43UhC9e0lsRfleHhjqYmRaiDH0Fl8+nu83aVzRlUuL5nu4k/bnRmYFHd6kndtMg7vQKeyYp4KwesND5SfKkkOYSVtEIHxaYCaudWDNgdAQfnBkF+eEKb1JINxTBEo67wCcdjBUajMlTDWoxKhZ8eDCxuOSOhgR5fzdrjdx1KA2U5Qsj6CPa7emf9PlTK+aK7rKNEKF/X2cfnYXOoUdaGrI7tYDF3yM7QM4dQ3lKsoam5ImQycNjaCGDh60KH7uM/z51sVxjdHB8BCe6juM14K9OGKFi0JJ5xWAs6ntpTrfzzgGgQbQppzt5HgxViJT9lakHMgVXRVr5MVx3fKjqR1/l22YuvGuFFHWWJS0T1FRDQ/3GKbqGhL7tqh+XNQwF2c3tMe/trG/E4/2HcRRMzTllHT+AHhUba8ttPKwqcZMxYcVgUZ8yiG0ohH4fucOR+/e8i8xSn1YuLGCxwP4vOz37HS6cg0hCj9Zufnfwo9x0jPvyAO75UiFH3sGYWkDSkcra1FWCiUtKm5Ukf6EzqLfmaoPMzUvVgZm4GoHFhWLkp40AKejnGs1QTlTrpf4d7ro9Q1z8Z76tvgTR5Tzo9S7d+QYrzoSlLNZtiVGqa9bat43CXxds43Cz04OSpQO5pYfTcmQw80DT80420epJFGWfc3x6huo8KgKtzckXKIewzYuUV743Ibkstefde2aUkp6UgA8HuVMF0mOVk2qD9e2LMRcR23vvtAgvt35Bo5ReVGRkt9T+wqMPpqb9y32HRDHd/O/U38f4rlJ15ZyygZ/FAhf+i9QZi4oL6esdKOZgZltUXy4ro2Mn2qLQklPHICzuDCinD+ZQjn/oHM7XgyKqJfAt8+KYqgI8u8pe/LTHCg172sdfBPWr2Q/X9fpaspujUs/T9lQJx3IzQMXZ9wrTpTloKRHlSrFTaBEoLgy0FwUSjpnAM6OcvbjcylCq7eZcj6I5wl8S6AAujivgGxKrWmA7gG8ssPRbRfET8ctz5i6O+MC8NSNtfNITuGbmweeuntQiaIsJyWtQoGmAF5LRUARlLQzVVoMSjonAE6inFPsJGkVQbQzrSQ+XN8+inK+rZNKjIpXbzV1j/nYR3LNNkrhLiTOwaWfi3c/3DxwccZ+lCjrzCugnHZp2bQvzDiqWTC3U0lJZw/A6U6c+vVCx0zNj5mKl1XOoynnHXgxeHTK5d0Zb0QRNhhXdOWKgKb0jjijMDqwK8Ca0uF3vbendriTUwBl3r4w09Bmo12aKko6IwCPRTkn1GRe5tA/25IocKYBIPPrR/vewfPB7oqmnBMUCM3yGtwOR5lej6n5vUs/T804j3UUNw9c5PFPBeFKEWU58sKlQEmPC8DpKOc6VUejrKciypk6GH2wYTbm+qrjTxSpnG87/AaOWRGmnSvJWCPda+WKroo72aQ7ulOQ4ubdp/7+uAYoUz/mqUdMEmWR+PNv7i+79oUZR7nIlPTYADwe5az60KL6sLyqCZ9sWZB0jXd17RDtA9noWqici2FynXHgp2iDtB2OHKIr12xjim5EymHc/G9xxt15VLcDVXHvQSWLspwjP1FK+vf9h7GJGF7pJy0CzRhGFOrYZ3HTIAMmFEUd80aPAuBsKOcWSTk7a3vpCFRi9PzIMRyRll69ZgQjVuUYa6SOsiu6Ku4Ekw396S6AineP3B7MxRt7+8ip9cHsGU09hMNBIBLlVrKV8Mmmuie1oQONi23ccZTZ3lBSe8OQZTAIx5SxGwglAXA2lPOaqiZc1boo6Z5Qvvf2zm3osqizhN27N1bWvXuzeSgzia7cEoxsRjH/27j53/yP6UT26LwP7rswkRHMz3cq0SlrzJHLSEl7cV3bUhzvMJZ6JzSEO49sl1U+wlyq34xh0IwiqJiIGiZisGAoFhQleUmTAOAsKGfqYHS2w06SLuLp/sOid6+9AjAi6FfKu3dvNo+963SVzSgVZxsn/exO/MW5B3RUNw9cvLFPPbL56gOwXnsw/s9KhYmysqWkudxW8eKSphPwvvpEQ4cD4WH8oe8QXg72oJvLbaMgBnjAinIf+5AiomGDgMEBwop69Y+tdGowp8p5LMr5h1078CJ7OQvU77XzvWXeuzfTa5NJdOXSnplGsHC/d8uPCje2E9mzmweeyKgV5jupoizlkm9AaVkExKKAYYyK3gpzFqWx10ypWOpvcHoVuWclFBtV2QAAA8FJREFU97P/edduvB7uRXdM2ixTW11yezRjCFoGIooJwwJ3tadoWPFc/ROLukb4FAVVlgd1qpakch6Pcj5CyWfyckYMfZTv5d69sbRIXxrDWvizcEVXhR/jyRzBSXu6C6HJjGR+vuvmgfMzjvnYiyvKSjOKqcywojI+UpMham3YqvnwubYlOM5XE//ygdAwfnhkh4iErShT071WBANGDMNKFBHKC5uSkq6++meWX9G4eXEDPGiS3YtI5Twu5SzBl8Nsk3YcS95xCtedjwek1PeRUXTlGj4U/Ra65UdFvwVJJ+Dm40vsfqTUB1eqKGssSjq5x7BobdiqjMbKQ+FhPNV3GK8He3DEjHCv4W4zij5EkwJVpfXau60aeNCg6rJNkxfZUs6VXmKU+uq4oqvSmkzSnY2b/y2te+TmgUvrftDZjBJlkV3lmo8BwZCkokvvnAt9RjYl7ewxXG/paNLIiMqPGaoXawKjBcq/PrIXm4O9XBl0NE2qVll87W+sJs2HmYoPzVr6ndgqZ5dyHvs2ZxJduWYPhX5FMu8/iX522YjMAzZFW7g12VM00DkcxhVljR6ssXoMN8Z7DHvRqvrwV62Lk3ohHAwN464jOzldS3Q0/dktldLKez/7iEXKLuqL+IW2k5Pk1XQKcZWzSzmP+fi6oqsc3uwiburmf4s4+OMc2pkWcFXppXOPXFHWGPdijIqhZtkXgbD0wsa5OCulYugXR3Zj00gPOs0QjhgRjoqVy//6CeuMqpk4j+wkHbVNdOhUlbNLOadfFbHH8xjtBV2hTwlNKD/68/jJuIxE6dwXNw9cOvciNfdp3nVV4p/mSJOOSBiIRgGzspTRqWMT7zHMnQGFgLmJBVqix/DqQDOual2YdHOf6+/Cg33voMMIoiMWhPLvf/+a9dm2xUkbEeX8WN8BdrVyVc7j0c4WoGqAh3r7+rjZgvmrG4GDb8a/5K7oS2NySS0/cu9LadwXOouke9O+GNq6G0vn5Cr8TFynrPHn//FKeGeqXpwWmIGPpAS3ZNxB7XkPxEagBP8tyNoh+8ONFDrf5A5GBL6uynmcG0BGbV4P4PML8L3HBd9Sna/c/G+p3hlxXm4euHTvT1oQvvjrFS3KSrpbY7hnNVNFkeaX6d0lo9K7/9yxORmA7+zcjlfYXDrCSWKXcs4Q/Wo6UFXFAGzt3wTrV19NfMFdyZfUjJKUz3LvTUndGwbgx74JHN7O5+WyEyV3e2A8+k2gU9wf+lSyU1a6uzPaxjmZkiaV9MpAE65uSxh3XLH3Gfx/sCCj33G9+MQAAAAASUVORK5CYII=" 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s="doSetVar"><l>Score</l><l>0</l></block><block s="setYPosition"><l>0</l></block><block s="setXPosition"><l>0</l></block><block s="turn"><l>15</l></block><block s="doForever"><script><block s="forward"><l>15</l></block><block s="bounceOffEdge"></block></script></block></script><script x="27.333333333333314" y="729.5454545454545"><block s="receiveGo"></block><block s="doSetVar"><l>☁ Score</l><l>0</l></block></script><script x="348.6666666666665" y="183.18181818181816"><block s="receiveGo"></block><block s="setHeading"><l>45</l></block></script><script x="12.666666666666629" y="10"><block s="receiveGo"></block><block s="doWaitUntil"><block s="reportEquals"><block var="Score"/><l>99</l></block></block><block s="doShowVar"><l>Score</l></block></script><script x="231.33333333333331" y="290"><block s="receiveGo"></block><block s="show"></block></script><script x="53.666666666666686" y="129"><block s="receiveGo"></block><block s="doShowVar"><l>Score</l></block></script><script x="422.33333333333326" y="37.636363636363654"><block s="receiveGo"></block><block s="doForever"><script><block s="doIf"><block s="reportTouchingObject"><l>Paddle</l></block><script><block s="doChangeVar"><l>Score</l><l>9</l></block><block s="turn"><l>180</l></block><block s="forward"><l>15</l></block><block s="doWait"><l>0.5</l></block></script></block></script></block></script></scripts></sprite><watcher var="Score" style="normal" x="10" y="10" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="setting %&apos;which&apos;" type="reporter" category="sensing"><header></header><code></code><translations>pt:o valor da configuração _&#xD;</translations><inputs><input type="%s" readonly="true"><options>Project notes&#xD;Project name&#xD;User&#xD;Presentation mode&#xD;Language&#xD;Zoom blocks&#xD;Stage size&#xD;Stage scale&#xD;Retina display support&#xD;Long form input dialog&#xD;Plain prototype labels&#xD;Input sliders&#xD;Execute on slider change&#xD;Clicking sound&#xD;Turbo mode&#xD;Flat design&#xD;Keyboard editing&#xD;Visible stepping&#xD;Thread safe scripts&#xD;Prefer smooth animations&#xD;Flat line ends&#xD;Codification support&#xD;Inheritance support&#xD;Visible palette</options></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>which</l></list><l>var stage = this.parentThatIsA(StageMorph),&#xD;    ide = stage.parentThatIsA(IDE_Morph),&#xD;    world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;switch (which) {&#xD;    case &apos;Project notes&apos;:&#xD;        return ide.projectNotes;&#xD;    case &apos;Project name&apos;:&#xD;        return ide.projectName;&#xD;    case &apos;User&apos;:&#xD;        return ide.cloud.username;&#xD;    case &apos;Presentation mode&apos;:&#xD;        return ide.isAppMode;&#xD;    case &apos;Language&apos;:&#xD;        return SnapTranslator.language;&#xD;    case &apos;Zoom blocks&apos;:&#xD;        return SyntaxElementMorph.prototype.scale;&#xD;    case &apos;Stage size&apos;:&#xD;        return new List([StageMorph.prototype.dimensions.x,&#xD;                                   StageMorph.prototype.dimensions.y]);&#xD;    case &apos;Stage scale&apos;:&#xD;       return stage.scale;&#xD;    case &apos;Retina display support&apos;:&#xD;        return isRetinaEnabled();&#xD;    case &apos;Long form input dialog&apos;:&#xD;        return InputSlotDialogMorph.prototype.isLaunchingExpanded;&#xD;    case &apos;Plain prototype labels&apos;:&#xD;        return BlockLabelPlaceHolderMorph.prototype.plainLabel;&#xD;    case &apos;Input sliders&apos;:&#xD;        return MorphicPreferences.useSliderForInput;&#xD;    case &apos;Execute on slider change&apos;:&#xD;        return ArgMorph.prototype.executeOnSliderEdit;&#xD;    case &apos;Clicking sound&apos;:&#xD;        return !!BlockMorph.prototype.snapSound;&#xD;    case &apos;Turbo mode&apos;:&#xD;        return stage.isFastTracked;&#xD;    case &apos;Flat design&apos;:&#xD;        return MorphicPreferences.isFlat;&#xD;    case &apos;Keyboard editing&apos;:&#xD;        return world.keyboardReceiver instanceof ScriptFocusMorph;&#xD;    case &apos;Visible stepping&apos;:&#xD;        return Process.prototype.enableSingleStepping;&#xD;    case &apos;Thread safe scripts&apos;:&#xD;        return stage.isThreadSafe;&#xD;    case &apos;Prefer smooth animations&apos;:&#xD;        return StageMorph.prototype.frameRate &gt; 0;&#xD;    case &apos;Flat line ends&apos;:&#xD;        return SpriteMorph.prototype.useFlatLineEnds;&#xD;    case &apos;Codification support&apos;:&#xD;        return StageMorph.prototype.enableCodeMapping;&#xD;    case &apos;Inheritance support&apos;:&#xD;        return StageMorph.prototype.enableInheritance;&#xD;    default: return which;&#xD;    case &apos;Visible palette&apos;:&#xD;        return ide.currentCategory;&#xD;}</l></block><list><block var="which"/></list></block></block></script></block-definition><block-definition s="set flag %&apos;which&apos; to %&apos;tf&apos;" type="command" category="sensing"><header></header><code></code><translations>pt:altera o valor da configuração _ para _&#xD;</translations><inputs><input type="%s" readonly="true"><options>Presentation mode&#xD;Retina display support&#xD;Long form input dialog&#xD;Plain prototype labels&#xD;Input sliders&#xD;Execute on slider change&#xD;Clicking sound&#xD;Turbo mode&#xD;Flat design&#xD;Keyboard editing&#xD;Visible stepping&#xD;Thread safe scripts&#xD;Prefer smooth animations&#xD;Flat line ends&#xD;Codification support&#xD;Inheritance support</options></input><input type="%b"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>which</l><l>tf</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph),&#xD;        thisObj = this;&#xD;&#xD;if (tf != !!tf) return;&#xD;&#xD;try{&#xD;ide.savingPreferences = false;&#xD;&#xD;switch (which) {&#xD;    case &apos;Presentation mode&apos;:&#xD;        if (tf != ide.isAppMode) ide.toggleAppMode();&#xD;        break;&#xD;    case &apos;Retina display support&apos;:&#xD;        if (tf != isRetinaEnabled()) ide.toggleRetina();&#xD;        break;&#xD;    case &apos;Long form input dialog&apos;:&#xD;        if (tf != InputSlotDialogMorph.prototype.isLaunchingExpanded)&#xD;            ide.toggleLongFormInputDialog();&#xD;        break;&#xD;    case &apos;Plain prototype labels&apos;:&#xD;        if (tf != BlockLabelPlaceHolderMorph.prototype.plainLabel)&#xD;            ide.togglePlainPrototypeLabels();&#xD;        break;&#xD;    case &apos;Input sliders&apos;:&#xD;        MorphicPreferences.useSliderForInput = tf;&#xD;        break;&#xD;    case &apos;Execute on slider change&apos;:&#xD;        ArgMorph.prototype.executeOnSliderEdit = tf;&#xD;        break;&#xD;    case &apos;Clicking sound&apos;:&#xD;        if (tf != !!BlockMorph.prototype.snapSound)&#xD;            BlockMorph.prototype.toggleSnapSound();&#xD;        break;&#xD;    case &apos;Turbo mode&apos;:&#xD;        if (tf != stage.isFastTracked)&#xD;            ide.toggleFastTracking();&#xD;        break;&#xD;    case &apos;Flat design&apos;:&#xD;        if (tf == MorphicPreferences.isFlat) break;&#xD;        if (tf)&#xD;            ide.flatDesign();&#xD;        else&#xD;            ide.defaultDesign();&#xD;        break;&#xD;    case &apos;Keyboard editing&apos;:&#xD;        if (tf != (world.keyboardReceiver instanceof ScriptFocusMorph)) {&#xD;            thisObj.scripts.toggleKeyboardEntry();&#xD;        };&#xD;        break;&#xD;    case &apos;Visible stepping&apos;:&#xD;        if (tf != Process.prototype.enableSingleStepping)&#xD;            ide.toggleSingleStepping();&#xD;        break;&#xD;    case &apos;Thread safe scripts&apos;:&#xD;        stage.isThreadSafe = tf;&#xD;        break;&#xD;    case &apos;Prefer smooth animations&apos;:&#xD;        if (tf != (StageMorph.prototype.frameRate &gt; 0))&#xD;            ide.toggleVariableFrameRate();&#xD;        break;&#xD;    case &apos;Flat line ends&apos;:&#xD;        SpriteMorph.prototype.useFlatLineEnds = tf;&#xD;        break;&#xD;    case &apos;Codification support&apos;:&#xD;        if (tf != StageMorph.prototype.enableCodeMapping) {&#xD;            StageMorph.prototype.enableCodeMapping = tf;&#xD;            ide.currentSprite.blocksCache.variables = null;&#xD;            ide.currentSprite.paletteCache.variables = null;&#xD;            ide.refreshPalette();&#xD;        }&#xD;        break;&#xD;    case &apos;Inheritance support&apos;:&#xD;        if (tf != StageMorph.prototype.enableInheritance) {&#xD;            StageMorph.prototype.enableInheritance = tf;&#xD;            ide.currentSprite.blocksCache.variables = null;&#xD;            ide.currentSprite.paletteCache.variables = null;&#xD;            ide.refreshPalette();&#xD;        }&#xD;        break;&#xD;};&#xD;}&#xD;finally {&#xD;ide.savingPreferences = false;&#xD;};&#xD;</l></block><list><block var="which"/><block var="tf"/></list></block></script></block-definition><block-definition s="set value %&apos;which&apos; to %&apos;value&apos;" type="command" category="sensing"><header></header><code></code><translations>pt:altera o valor da configuração _ para _&#xD;</translations><inputs><input type="%s" readonly="true"><options>Project notes&#xD;Project name&#xD;Language&#xD;Zoom blocks&#xD;Stage size&#xD;Stage scale&#xD;Visible palette</options></input><input type="%s"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>which</l><l>value</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;try {&#xD;ide.savingPreferences = false;&#xD;&#xD;switch (which) {&#xD;    case &apos;Project notes&apos;:&#xD;        ide.projectNotes = value;&#xD;        break;&#xD;    case &apos;Project name&apos;:&#xD;        ide.setProjectName(value);&#xD;        break;&#xD;    case &apos;Language&apos;:&#xD;        ide.setLanguage(value);&#xD;        break;&#xD;    case &apos;Zoom blocks&apos;:&#xD;        if (!isNaN(value)) ide.setBlocksScale(Math.min(value, 12));&#xD;        break;&#xD;    case &apos;Stage size&apos;:&#xD;        if ((value instanceof List) &amp;&amp; value.length()==2&#xD;                       &amp;&amp; !isNaN(value.at(1)) &amp;&amp; !isNaN(value.at(2)))&#xD;            ide.setStageExtent(new Point(value.at(1), value.at(2)));&#xD;        break;&#xD;    case &apos;Stage scale&apos;:&#xD;        ide.toggleStageSize(value != 1, Math.max(0.1, value));&#xD;        break;&#xD;    case &apos;Visible palette&apos;:&#xD;        ide.currentCategory = value.toLowerCase();&#xD;        ide.categories.children.forEach(function (each) {&#xD;                each.refresh();&#xD;        });&#xD;        ide.refreshPalette(true);&#xD;        break;&#xD;};&#xD;}&#xD;finally {ide.savingPreferences = true;&#xD;};</l></block><list><block var="which"/><block var="value"/></list></block></script></block-definition><block-definition s="draw polygon sides %&apos;sides&apos; size %&apos;size&apos;" type="command" category="pen"><comment w="90" collapsed="false">This block draws an octagon using geometry.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="sides"/><script><block s="doWarp"><script><block s="forward"><block var="size"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script></block><block s="up"></block></script></block-definition><block-definition s="draw square line by line" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="draw square line by line length %&apos;length&apos; steps" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><block var="length"/></block><block s="turn"><l>90</l></block></script></block></script></block-definition><block-definition s="draw square" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>4</l><script><block s="doWarp"><script><block s="forward"><l>50</l></block><block s="turn"><l>90</l></block></script></block></script></block></script></block-definition><block-definition s="draw square length %&apos;length&apos; steps" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><l>4</l><script><block s="doWarp"><script><block s="forward"><block var="length"/></block><block s="turn"><l>90</l></block></script></block></script></block></script></block-definition><block-definition s="draw triangle size %&apos;size&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="doWarp"><script><block s="forward"><block var="size"/></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script></block><block s="up"></block></script><scripts><script x="176.5859405" y="52.83333633333331"><block var="size"/></script></scripts></block-definition><block-definition s="draw line length %&apos;length&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="down"></block><block s="forward"><block var="length"/></block><block s="up"></block></script></block-definition><block-definition s="draw polygon sides %&apos;sides&apos; size %&apos;size&apos; line by line" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="sides"/><script><block s="forward"><block var="size"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block><block s="up"></block></script></block-definition></blocks><variables><variable name="my variable"><l>0</l></variable><variable name="Best Score"><l>0</l></variable><variable name="Score"><l>63</l></variable></variables></project><media name="Pong Game Hard Version" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>