<snapdata remixID="11566414"><project name="Motion Lab" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Motion Lab"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="not too small triangle %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>120</l></block></script></block></script></block></script></block-definition><block-definition s="fancy triangle %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><custom-block s="fancy triangle %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>120</l></block></script></block></script></block></script></block-definition><block-definition s="not too small square %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>4</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>90</l></block></script></block></script></block></script></block-definition><block-definition s="not too small hexagon %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>6</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>60</l></block></script></block></script></block></script></block-definition><block-definition s="fancy square %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>4</l><script><block s="forward"><block var="size"/></block><custom-block s="fancy square %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>90</l></block></script></block></script></block></script></block-definition><block-definition s="fancy hexagon %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>6</l><script><block s="forward"><block var="size"/></block><custom-block s="fancy hexagon %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>60</l></block></script></block></script></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" id="122"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAIABJREFUeF7sfQmcleP7/vWcmRYqSwih0jJnSmSJbJUUKu1pV7RvKpGWOZO2OdNCSvumpLQppWjVok2SbG1nIhQtlhBCzZzn/7me9zznPHP0/f19fz8Mue/Px6fz7u+53mPu996uS0FMEBAEBAFBQBAQBP5yBNRffkW5oCAgCAgCgoAgIAhAHLD8CAQBQUAQEAQEgRxAQBxwDoAulxQEBAFBQBAQBMQBy29AEBAEBAFBQBDIAQTEAecA6HJJQUAQEAQEAUFAHLD8BgQBQUAQEAQEgRxAQBxwDoAulxQEBAFBQBAQBMQBy29AEBAEBAFBQBDIAQTEAecA6HJJQUAQEAQEAUFAHLD8BgQBQUAQEAQEgRxAQBxwDoAulxQEBAFBQBAQBMQBy29AEBAEBAFBQBDIAQTEAecA6HJJQUAQEAQEAUFAHLD8BgQBQUAQEAQEgRxAQBxwDoAulxQEBAFBQBAQBMQBy29AEBAEBAFBQBDIAQTEAecA6HJJQUAQEAQEAUFAHLD8BgQBQUAQEAQEgRxAQBxwDoAulxQEBAFBQBAQBMQBy29AEBAEBAFBQBDIAQTEAecA6HJJQUAQEAQEAUFAHLD8BgQBQUAQEAQEgRxAQBxwDoAulxQEBAFBQBAQBMQBy29AEBAEBAFBQBDIAQTEAecA6HJJQUAQEAQEAUFAHLD8BgQBQUAQEAQEgRxAQBxwDoAulxQEBAFBQBAQBMQBy29AEBAEBAFBQBDIAQTEAecA6HJJQUAQEAQEAUFAHLD8BgQBQUAQEAQEgRxAQBxwDoAulxQEBAFBQBAQBMQBy29AEBAEBAFBQBDIAQTEAecA6HJJQUAQEAQEAUFAHLD8BgQBQUAQEAQEgRxAQBxwDoAulxQEBAFBQBAQBMQBy29AEBAEBAFBQBDIAQTEAecA6HJJQUAQEAQEAUFAHLD8BgQBQUAQEAQEgRxAQBxwDoAulxQEBAFBQBAQBMQBy29AEBAEBAFBQBDIAQTEAecA6HJJQUAQEAQEAUFAHLD8BgQBQUAQEAQEgRxAQBxwDoAulxQEBAFBQBAQBMQBy29AEBAEBAFBQBDIAQTEAecA6HJJQUAQEAQEAUFAHLD8BgQBQUAQEAQEgRxAQBxwDoAulxQEBAFBQBAQBMQBy29AEBAEBAFBQBDIAQTEAecA6HJJQUAQEAQEAUFAHLD8BgQBQUAQEAQEgRxAQBxwDoAulxQEBAFBQBAQBMQBy29AEBAEBAFBQBDIAQTEAecA6HJJQUAQEAQEAUFAHLD8BgQBQUAQEAQEgRxAQBxwDoAulxQEBAFBQBAQBMQBy29AEBAEBAFBQBDIAQTEAecA6HJJQUAQEAQEAUFAHLD8BgQBQUAQEAQEgRxAQBxwDoAulxQEBAFBQBAQBMQBy29AEBAEBAFBQBDIAQTEAecA6HJJQUAQEAQEAUFAHLD8BgQBQUAQEAQEgRxAQBxwDoAulxQEBAFBQBAQBMQBy29AEBAEBAFBQBDIAQTEAecA6HJJQUAQEAQEAUFAHLD8BgQBQUAQEAQEgRxAQBxwDoAulxQEBAFBQBAQBMQBy29AEBAEBAFBQBDIAQTEAecA6HJJQUAQEAQEAUFAHLD8BgQBQUAQEAQEgRxAQBxwDoAulxQEBAFBQBAQBMQBy29AEBAEBAFBQBDIAQTEAecA6HJJQUAQEAQEAUFAHLD8BgQBQUAQEAQEgRxAQBxwDoAulxQEBAFBQBAQBMQBy29AEPiHIBDAvqcA1AHU5QDeBzAlCP+s+NsfiB3nnkK+3goJRQGdRwNL0+Gf9w/5mnKbgsC/BgFxwP+aRy1f9O+IQAB7bgUSOwL6Ye/+1DINTE5H0mvu/QaQ8Ryg28R/Bw3UTId/hV0/EB8VOo2slQBuyL6vej6IpNZnwiAVe+/i+gRk7RuEskf/jjjJPQkCZyMC4oDPxqcq3+lvgUAffFwkF04Vz4Lv6FD498XfVCr219EIvwgg/29vWDcOIvklrk/BnnsUElbz8/fFjuDgXTtRcmlFnHP8PGjgo1w4XWEQyh7n9gAyFgK6IT//XPCE2Sdmuk8QySPscsT597L7R9bPDcLf/G8BoNyEIHCWIyAO+Cx/wPL1cgaBFGRMUNCdY1dX28JQbYei1B67LhWhzRq4g8ubB07D+Z9ejmufvz+yWW0IIqmK51T3dQLURH6evP8BfFvyEIpsuBHNq5hVAPSDQSS/GEDoCgCfc82epquxdG5/s7V7oZU496sLGV1Hz5mCUA0FLDiT89cID0pH6YE5g5xcVRD49yAgDvjf86zlm/5FCAQQGgqg728vp3aHoaoMRamvPMca0vz3vQ5LsHIyDwFqPzgI17xY3XxORO5zBuHqXwIIPQlgENeNyLwd4YQss7134lb4shLogNOCSO6filBNDZjU9YsbO+JQxffMfnTUdNhxDniMArpx+/rh43Dklt24c1B7u99JH9SdQ1DqXfsdUrB3oIIvKVJ/RgJ02mD41/5FkMplBIGzEgFxwGflY5Uv9Wci0BcfXJgLuYr7kHc3HaR7rZ44dM65OEkHm+/rMgewYdh4XLazNO4c2M7u1jUI/wTXAe/oMR+vj37GbL9hUgPc17mP+RyG7xpGzAGE6MyNh376p8rIPNe75OP53kCuk3npWEcEkdQngP0tgfAL3DZtd1N8XeYTs1/ba+fgkl0loKAWpiGpUeTa9M7lPrnnLcxf3d3sl/xSVdRrnG4+K4SrpKH0Bn5ORWiuBprGY6qgu6Qh2Ybhfybkcm5B4KxEQBzwWflY5Uv9WQgEkDEc0L0j5/8BUIvc5iY2NGn41nP7stkDsLvFSuQ/fDE6lF6A3CfysWa7IB3+JhEneADA1R/V3oSFS3uZUxZfeRsa1xhtPmuoWmzGSkWopwaMhx71bTX8esEPZvujF76OvN8VoLscHURST3e/sUdr4KdLTVkY3S5fjnxHL4KGnpyO5E4DsKtgJnIdY5D9ds+5WPuMd73S8+5B3WZp2RxwKjJqaehlXMnU9w9XfhWJkj0EEpFQahBKfvRn4S3nFQTOZgTEAZ/NT1e+2x+KQCpCz2ig529PqnYHkVSW610H/OrMQdjVarnZvem9Y1FszS38+FkQ/mIRB/w6gKpflf0Yz33o9T1dtLcY2peZH3HA4e7pKD02BaGuChjHlWOP1cBPhSKO9dIVyPdlQTrWielI7hJAKMieraxcmRh5shLCiZFUda6t8GUmQEEH05Cc2g+hij5gI8+3YloQ77ddaq53V78uuHXYQxHHmvvCQbj6uwBCzwMwKxcsfxQHaryJMvPuRZ1mQyKOWnVPQ9JYFxNiEIYvKYzw6mEo/ekf+hDkZILAWYSAOOCz6GHKV/nzEOiH3RV8SNzGK+xrtBafVtuOYq/fYtK2NA0MTId/UCS6/Ibr3m+3FCum0icClfp3xO1pdopI3xxE8o4AQlMBtDt97i8Y+VNlz/H9nAc9L1iLhFO5eM5R6fA/loJQOwVwX0w4WAcnrmLwCnQpshTnHbqUH58Lwt8ugNBkAB1+vPwbjDtc0+yT57v86HmhLdXqnkEkj+6HfZ19UCYN/sK2tjhcYZfZt3HN0Si+4jZ+m8+CSC42AOsTM1GYUfpVn929A3PXdjX7uQ1gGuHW6ShNJw12dQPh3raxzHsaXnr8z3sycmZB4J+LgDjgf+6zkzv/ExDoh1CyBk4Ng5+OJ2qRJqQBXDFnfWczCkTrkPwSCoaK0Fm+kw5/ea4LIESPds3xpIOYEjIlV5R89U48UHuk+ayBR9LhH5+CUD8FmKKrmzLu4H8JBTOKQAFL0uCvn4JQKwXM5H6TP2qIb0uYRmd0LLkIF358JSPg2elIbpmC0CIFNHAj6gs/uhIdSy2KXFe3TEfy7BSEximgK2vJY47VwKn8J832Rwq/hvxHLubHV4Lw10vF3ns1fKu4YmPaJGwNzDD7VXmiOyo83cJ89iF83RCU/jCAj8sDmesAMCeezRQwKg3+x/6ExyWnFAT+0QiIA/5HPz65+T8KgQD2tQB8jwD61oiTfIdMU+nwT/Gc6r5GgOLYDl6ZH8DexsweA3c/0R23RJyRbVwKYN9EQHVyHeu5X12Arle+aiJbALOC8LdKQaipAuaaFVvb4YvbPjTnbHLvGFy9pgI/fhCEv5y739Q9TfFNaa+5ql2Zebh479XRunIAoTcYbB+svBNzNngTUIXfKotWtz5nPisk1EhDyZUBZKwH9F1Hbt6Dmds9bg6msrtdGuXzGByEf4DbzT3rzbb44lYvUmaKnKlyN52eioyXNPQDXMmRqoOV38Ht6a1t2p2rrwzC/8Uf9bzkPILA2YCAOOCz4SnKd/g/IeA2GsWfyDrVVOwvoREmmUbi/jobseiVJ8yuV228AS0qT4o4OIxMg79XCvY2V/CRYAOLX+qH0AMMDGH24/4AMoLw+wMIsSj8FlcsffFJ7Glugk3U6JCCclPr8uMPQfjPCyBUH8DLXDH93Zb48voMs1/rG2bh0veSopFyABm7AH1NqMF6LF7kTUGVeO0ONKrldVhnAbcMg//tAELs0r74w9av4rXpXi336tUV0OS+MfbrNwjCvziAEO/tlq+vOYBpu5qZbRccuAKdSphboeMfnw7/I/0RKhcGzMzTf0pVu13V/6eHJQcLAmcRAuKAz6KHKV/lf4dAABlLAV2bR3Ns6LviX0THcTT00nQkG28YQIieh84Qz/xwF07l/9lc8KEKM3D59jJMBWekI9k/APuvzET4ELft6D4frz/rOcAqvbuhwlMPms+ZCF/nQ+JRH8JfcnnjkEnYmuqleG8PtkalVBNAI4yfCinkv0VBv8rlF95qg8O37DbbWlWYjsLbr+HHFUH4awaQcRTQl77XfglWTvHmiq+deT/uf5hjxIyAdXEFnT8M3wdcXvf0GGx/3LwnoMJTLVGl9yPmcxZQIhfC+ex+73RbgDVjvPR5+TGNUa3H4/Z8NdKQvNKNlFdMGYr32y8x28vMuQ91WgyOfN/EosNR4iAX+mHfHQroreA7T0F/F0b4fSH+MDCJ/csQEAf8L3vg8nV/i0AAIfIfX8rU6eYBptcJFZ/sgDuGtDWfNbLuTUeZNanIaK2hp3MdiTNIoEG7I60NKvbvGHFKqnYakl4NIGRGjI7dEMKMna3MNv+iKqj/wLDIOdE+Hf5pAYROsG76QZtlWP6cNwJEIg4SckSsggLO08AaLrsEGy0qTcZVm67n6rVB+KsFEMokpfObfWfijaGmxwq3jGyBu3t5c76noc/LBV0L8M3h8oIVPXCguukrM46SDhPAiSD85weQ0R3Qz3LFosW9sb8es9swUTKjZb5DBOHP1Qvv58uDvMydX/190SOmm/tUAa+m/OCdU3Hlluvo+ncFkXQt1wUQuhPAJvvl7L8KmJcGvxdmiwkC/xIExAH/Sx70v/1rsjs5Cwn0BrAEExaTVIS+0EBh1wGTFrL1jS8g77eGb3leOvzN+mHnJT7kYxq6oFtnLfR+KbS5frY9HRWKOqYiNFMDxvM+80MV0+hU4PNC6HqVGamlTQvC3z6AEFWNrjt41zuYs76L2XDl5nJ4sKIpPdOaAuoIoI0HnPv6I/is6tvehmrjUGztzUxBb8rEr3UTkMfMJ617agy29/Ii28r9uuA2b7To1yD8eVOxL01DBbhi/KHa+OFKE4CjXdm5uHh3cXOuNPgrBRDi20Xdny/+DhMPNMCpAj/BdzoRvXNvMfvHGsT2tVFQpsi8rc8LJoNAy46J7h9EctoA6MRMk9ZWpOWKNrJ5LF08p/fyYr+4/CsInO0IiAM+25+wfD+4HcweHGpNGOpRy8scQIhesVY4VyZGnDLUzMYYOTKCpIWh7xyK5C3uXOz4z2vjhys8B9b0nrFmLEkBh09BJydCNbGjQwuW98SBGlvNfq1unY7Cb5m08YdB+K9LQWixAup9X/QoJn5qMt3ZHLUGUhSy1jOw5Tb3XI1qjkKJFbdz9XaFrAc1EkxxmHVd1ndpNdqnoNw0c94vgvBfmYrQYg3U+7bUIUzOMD1TcY5Vjc1C1iAffOz0KrCv8etYMt/4ayQtqYwG9T0tBwVfuzSUei6AjFWAvpfr3Pp09Y79cP2Uelz9SxYSrh2Gkh8FEGIntMlluy87Ma5qPSmIZIc/O/oo5IMgcFYiIA74rHys8qUsAr91vnaL4WVuTCecilA9DSzmFvIiv9Xbk9i9eM/VePimF5D4S266nOlBJLUNIKMhoBfG73vT2Ma4p7tXGwVUc4XwTg1lFJDe7DcTb6R7KeFqPR5D+TGGCAthhP0Kvk4qQu4xPPM26ISw2dbjojVWyWiqD76JYYTN3JObDqYzpFMknTTg6wyEjZMmqxbZtWixffQHQSSXCyC0n1NRGfXewMuLPUKvy3eUxkM3m1Fe1onbaSScAMKm43vlpGF4r6OBBjXaBVDuuTrms0auyxR+8QMJJjLf98A6LHmpn9lG0o/eubwXDgAzg/A/TJnEU8h8S0EV+7bk56aW/XPB780O3S5bgXzHCmbjqrYHy7+CwNmMgDjgs/np/su/W3/svyEMvRnQ55685FtsGjzFpHet2AGA+UH4DcdxABlrAF3t1/N/xKjvPHIN2r1de+PGCUbdDz74bvTh192nkSukgGJfltuP6e95TVVMWXMul+IICmpOGpJaBBAiY0ahz+94H7M3dzD7uY1JDIh5KMeAuW3y/oagc6I9XH4mLnsnmenvtQnI7BFGopkBckeg6jYJovSCaly9V0H1tpSRs7a0xxe3mz4rPFhpMq706sTrgFMPA7lNI9TW1OnYOIS8HTARMiNl7zsmlA8j3A7QpguMUTKjZZqltAT0jiCSbw4gxHyzyZsvXtgXoYaGgdO8YPBFg6agI41aGUMAncp1bEpjcxot+4uL7hxEstdSDmAAdl2WhYRkfo4vG9h95F9B4J+MgDjgf/LTk3v/HxFwaSFd8gyn4YjHtwrCPyuAjGaANs1Ja8Y+jXceMVK8xgnSGUZsXBD+bikIRZWEOJ7DMR1a/QeGwr/obn78QSOL0e1YQDXUPo0Rp28D/73g4yvQqWRsjAdQK2yH8/xV3fHJvWYqCfUbDoP/ZaNGeCARCfdlIouRK5bNGojdD3rzurVaDkTZ2TX48WMNlaagTRv1lH2Ncdz/mdnHzuySg9qHhBkaWebgV+amYm9T09eFe7r1wk3jPMKQRJzOk4nEDwGVdLDyu5izwevGdnEg6xeQNUUhgc1XF7mNZtzXISfZkg7/nSQ38QHs9jr/yC17MHNbG0Bp5P22AFpVmIGC+68y7FsauSuko7ih+UrBvlcUlBduG9MZCVBdRIEphoh8+ucjIA74n/8M5Rv8BwQif/j3cvPmAdOweaDX4XzJByVNk1OeE/kYo+3OQp6Kw1D0W6vP++PlX2PcYavLC9zfuj+ufb4Wo9GfNXCjgrpKQa/mud5MeR5vBD1BoLIv1ESthwxZFjTCHQF1joIySgd0ZHRotDY3zEKh95L4cYeCaqWhjUawm+6t+ngP3PyM4YfWmUgslohM41GXTwvigwh3cywlrBiijgH0U9zn2a/uA5unaN0LrQJJQMhiCahP7D7sViZjFo1YMDPAbmV4GsYmf71p0BRsedIj8bhjcDtUHNDefM5CuHwCEisC4VFcdtP2bApjc1jEugXhH+dGyu4LxB2D26LiAC8zoIFe6fCb+rCVabQncf7NCMN3p5VzPMN2WSUI/KMQEAf8j3pccrNnQuBxhC4+B2EjhpCAvNtcicAAMt4ku1Vm3lOYvakDjpY3/hi3DX0YlVNsv4/HV+yOGXEkiKNBNI76cOTHcxT6qXQk9w4gZOT8vi92BBM/Mc1GpmO6Y9JCnPM1s8pqmQ9qgK3dMt3LtC+teqe+uH6yGSdGFhJKJUSi2229Z2HDcM95uWlcjulawo5VE0bg3c4eteS9XXrjxokmPf6lhp6hoPpk5TmFp36uZCJMWl/fNkCb/80HA6oIoB/++aLvjZO2+5B7Os/3+fntXgQUG7nMDBTx+vxONmkDD90yA5e/XYYfjwThL5yC0DYFVOAs9LQ9TaL81A0aDkfSy3dxv2Nh+K71IbMU4DOt0xx54ugTjYQenGM+9+sLmLJ/NwGnbh2EsqdSEJqhgIe5Dzm3lyxIwbXP34/7W3uzzACico52hfwrCPxTERAH/E99cnLfBoEIi9XTHLONQPKDRvgZS+wQQIgdT/O4LdRwHRYv9BqFVFiZyO+KrWYyCT6g0hD4NwWw7x2OyXxX4gtM+qhBFGWn3vpNJk7fmIjc7W1Nc/aW9vg8UnOt2TaA66Z7mVM2WfngI6VlfqaWmWKmXTejFmq26W8+a+gmPqhRHIOyDofrSy2thIZ1TUDLveoBygwdvz5qFHY8ar4OqvbsiZtHmxI2w102hrX74YqvMP7zWmb7Od+cjx4Xm0CdTq67hmbNubw78uSmxAH1hEa4loKq/I3/M0zd19gce+6XF6L7pSstFlMV1FJbb2aDFiN3GiUPWSeOXO/ZNCQ9moLQXBXREn7ptcfwcU1vjMm5d2LQNh3J0wPIqGTHrVgLn7u2C04U8YQn+iovNa8RHiSkHfZRyL//dATEAf/Tn+C/+P77Y++1Gr6VdF7xMGjo3ulINh4sgBBF6lvy82szhuDDh70RnZLLKuKBOvTdxpYH4b8/gBCbiswwq1snvXrVrWhS3fBScNRokAboaYxX2NllIVaP95xlqVcqo2E9b1QHANui2SVVg3PAnAemsbu63TWeE+WYsAZItnEHo/Pn3zbBX7Y5Woo3WDlCRsiMlGl39XkEt47g11InmRLneJHbGFYwVBQdkk0zMx1Xa4WECYA+h/Vt1rlprDOz3uztg4es6MPOLouwerz3PdwXBgVdF1CNNGC6zzi7TIdOq/hkR9wxxFN8CiN8u0JCQVvf3tNsNZbO8V46WE8me5jK8nFxXRB+0/Xmpp65L4+hnf9JYXQu7nViiwO2Pxv592xAQBzw2fAU/6XfIYB9wwFlZmnWPzUGp8/91aRuqU5EU8D9afAv74f9ZXzI2gyoCxnZvbi5A05GaqTVO/bF9VO8dLCCr0shYPoxb+SnzFfXfoznPvB0emkP1BmJkstI5IRDuYAbM4GXNVDRpHS/NqOwUGEfqGZEFSJAb9BQq63i0cy3H8aRSAq8fen5uGhfMTq9LQpgF1dL1m1Napgygt/nN7KEEaOHNOTObiqb7Ftk4dJAlgI4gnSny8VMFiqyUXnfTT+qI/XoVROH491OXiNYdsYv9FKA8cxuVzPZu8jiRSOFZiLUTkAlflrtbcxb49FX0px682tB+GsFkLES0OYLuWITpMYkRWbkGdVPg39JABkLAW3y6Tu7LsTqcTb6B2q3HIhrvGYzJCKh1CCU/Ch6UfkgCPyDERAH/A9+eP/2W7eqPpQGZJczzRVHYNY5C+HqFIUPYF9vQA3nPuQ/Jg8y7YJPCqNFxSko8MUlTNMePI1TFROQ0EjBZxzRold6YX8db6bWJaIAVB9tqqvahIkvvdYTH9f0Zl+rPvYobh7lsSpq+NoqhE0n09pnRuPtnkb8KNrYZXwa9GhA9eJ6jkBxFIrWpdgrOO+zy+g+5wKaqXTfltTp2BQZH6K+MHWGI8aZ4+T/lMZWUEM0tAlB3dpuw7pPo9TSinTih+nfmS5mXXfCwdr45cIfzKkfK7ABuX88hx+Xa0P6wS5oYMW0IN6PNISVnn8P6jb1qDQj41X8l5mHbA6VZCUkLfFMLQoi6QFXDINCE3PWdsUvBcnQCdwwqQHu62zlhFX/IJLMRSId7ozC6wD6W0CtBhJGBFHSm5kSEwT+AQiIA/4HPCS5xTMjYB3w6fw/m3lcq5PLkRqO1kRscRB+U8xNQYgOpiI/z1nXBQereKlTdxZVQ0/MhTwpmTjFKPjqwxV24wWOzUSsWbVxKLr2Zi6FfPA1s01Wu1uswrLZXqNQkQ03oXkVj3iDzU8a6K/Y3VT/Dbz8skd+kd2x6DGAMgVi8kZzrIfW/K6JKPLGjXSObymAbcp53UYtpp+ZhqYp4GsNXMzIlhEujbVo1qQj25/TgCG3Hn28WtS5dr56iZlh9gErwoYiUl/qqikVe/1mNL3HawxTwCMa6AqgNHmfp+1uhtP5PEEKh5c6dAIflyuAEpsUcPOvF/xoxo7sWJR1+DzGB99dQ1DqDTf17JKIXLKrBJrdPR7nfnUhX2VWBZFc3XuOGdcraK+l3DFqMmchsepwlPAYPsQEgb85AuKA/+YPSG7vPyPQH6Gm4Yie7v66G7FoiScRSHMoGOk60oJI6p+KUE0NvMbtn9y3DfNXeh25NNZ3WeelMXUdhrpBQZtoa96abvi02nazzSXS0Ah3V/AxxXq/6T7+xfh2Y5ZIg6NGAKhOUOmnS49j7FEvlXrpu37DNU3TwGwVqalSRpAOkOakasl3mYfl0LcfnYe1o8z0D8qPbopqPXtGr8kPWwMzsDHN47JwHbRHxIG7GWGSMpLGru1HC3qzwAziAZhhYNazWdemxTVLPWrHqlx2r0s+LIG215kRatpgDX3c7rel/3RsGux1kCe/VDWqMuVwYbPQew+3u1zSXHaYvn70AXcPgf/tbtif5zyEf7EXY8QfTshCmXleCYDjVkH4+ZIgJgj87REQB/y3f0Rygx6jFcpqhAv5oEIuYX8K9k1QUCb/7DofLluZQA9B1TyIpLnu/pTYo9Qercj6m9D8bi9q1WYONquJQgJD5MvdrmFub3n7NFzxphH3eU9BTdLQxuO5mr53DmqHOwd6c7MsgdomsGm7m+LrMqRZBjoXewXnf3YZHf4WDRgSatay34oIKXDulvO3Efua/Vs7Oy/C6glec9QNExvivi5eRG3NTXNb+UPOLyuvU/ry3Q+uxLJZ3qyy+53Zn0afz/VT9zbBN8mfmn0sqQagP1DwfaqhTYv39Pdb4MvrvFIsU8SM6GHaqlS4+g87AAAgAElEQVTFMML8viW+u/qwoZwkCxnNiZJ/0dAVAF3W6iZz3Gnuui7IykVBp+wqToCvZxClzDx1ACFGt+fx86szB2FXK6/rmmNKHFcC8FUQ/kLZQJEFQeBvioA44L/pg5Hb8hDwuJwTniCdZAwTtSaIJBPy9MShc87ByVU2tex2z1KRh+IHHpezPpoJVR04/W0u5N6koYtwZOfFTR1AR0FzxRcAzRrveSqiHOTSO7rUjQrhXho+erQCH9+/BS+96lEwXrrTj9Y32QhXL1JQpsHIJduo03wIysw1X+MnALzJXNm7j2ujZhvD3kjndozpYdZcWXulXfdcHdRs56WYrb36wiDsauk5JR573Qwjc3yEzpcfNgwdj219vfviCBMj3IiZGrJLm1kwo4hpKKNp4PnofK4j0MBxrl7nbELCqVxs9JoDqP2aLJJxNW/OPXP+2XwT6Ke+R0L/aCSrgDlrYyWBwtvKGgpNqi8BelEQyUY1IoAQG81MmuKN9Il4s5/HX02LiVzojCCS7UhaNmxkQRD4uyEgDvjv9kTkfqIIpCCjuTLkEGe0lUH4TT63P0I3h6FXscuZLFbzV/XAV9d60VnZWTVQq5XpGTI+IRFJ1bPwUXuNsAl33+uwGCsne2M4JIVocecUXBQqyj/832ZBN02Aj6TFF3B+lXOsxoGEFVrfOMuMCjHwVlCMDE27tNtE1azqeBRdV55H7Ae02Xl3i5VYNtuLQMs/2xTVHvUcoAI+18CVB6q/iQUrHjXreCzPEdl+VAOX7XpwBV6d5X0fdgazQ9g1d9aWI1YctWLGnfVsfli47HF8VGuzOSSW4tanAMUXAGzp/5zhzKaRiYuMXBFj95jpLHv55T7IqL/BrHbr7WGoTgnQ6RooePSmfaZ2Hk7MQq6fzjEO8pJdxXnIESChgkbWSyTy4Aq3s5vLTe8di2JrbjEvTQq+u9OQtDeAfdMB1Zrb3bEvLt/yTHPcHbtPQxeaDRRZEAT+pgiIA/6bPhi5rezzu4xA2R3MtGyEb5lOa0Ea/EZayGWx+vSe7Yb0QkfYoO5+ojtuedqTFdTA2HT4uwcQYsq1pnFKjnoQKSdJPRmxWcqwTJl5Xsx4tyWOXW8U/7I1bimosRra/NFnephpYuPAskeYfCMoyWh70gFv7ImRXqvbPKpHDXykgJJM/TIFTCNbVKcS3riQjYD3Nn7dCDLQKMRAghDXXtjWFocrGN0GN1VOzskSXDfxQH18H4n4WYNmLVpDH1SGJYuUmZ1BrWOafYFQwHGmsQFcQcf6/A6jL2zM6gizuTzSLGZweO35wfjwIVNux63DWuGufl5ZlvKKPqjjNm3vvnBwu5u610D7dPinBZDRy1Joxtf6S8+7B3WbRbuvM4CEatIJne0nIQt/YwTEAf+NH86//dask3THjJiWJNFFieVR3d7ngvCbQmkAIXIJmzCV4z6sh1prcu8YXL3GBFx0A519oBwhNnKJykEczaFYAs0RVeAinS+9XF5Xco9RHR0Y07QaWK8AkjtfwVomz0XLzjIFyhMZ2q2Jn9YDu4g5xNT9shWGaUpBH9RQRTLP+RVPn6xkjmdF9fECG5D4M/uvYGrAroxgqSWV0TCiz2u/p6uo1CHpJRTcb/wqR3OuOnHVMUw4GNM3eCLPZpM6tttdWk1es9e5Bh4ahRRM6nfdU2OwPVKjdmvIPqjRYWgTuvMFaN5qLwgt8HkhPFRhOvIfvoSLexJxukYmchle61MFThq2qyM3e/SgcTzSRsbQbZwjUcnc1x+JjmmRIvSB2iMjNJr4kfXpdCSbDrYU7LlHIYFftiQAKkBtpuiG/ULyryDwd0BAHPDf4SnIPZwRgVSEyBLVk2NGz29/GN+U9hqDcp/Ih4b1nkLR9Td5jgoYlQa/cbwBhKJdta5wwfmfXW64hyO6syfD0NV9ULUAbbqY3JriZTtKG5pKr3YMjru8zX4kLkwJNcLxJKPoh1uHt8JdfW1kp1cpKEM6MeHTujhR9KjZp0GD4UhabLiRjwOg6G02RaMYd7I6aevc4w/Vxg9XsvE5W4TJJqoLPq6xFS8t99LWxVfcjsY1vY5oa+6I0aMXrUHe4+xXMnOyFzL1zBQ0jenzNtfPtoex8ynRTccnL6yKeo3S7XaKRZRhp/ekjxpG761eo6FIXmjUnxghb1CAGfdyMwoxti5uodCDGbcqzSV2c7Orm0asm909wTa3fQQk3K2QmaihjNTUT5d9Y5yvVZ7iyw2JUcgq5pl+MIhkU65Ixb7BGiqaxrBfQli0sv1UZOFvgIA44L/BQ5BbODMCkSjG8BFyNvblRX2j6VM6UjphpnE9Cw8OovQA0lOGoVgPvvzX83/C/FXdwFleGgknOIcasR0KvqYa+hVAX/PreT+ZyPWrSGfvnYPa486B0Q7kafSFPI5dt+y+pXE+lVEwozwFvEVKSa5/I30COKZDc2kc7YXf67AEKycPNYtxo0Jm3YtvdMKhSt6YKyO8kq+SfUufBNS5n1Z9G/Ne92Z/OY/MuWRr2aLnsA99EtizFDN3zIdMVKwBu/bKvAD2NnndrHLZquw+7oxxdn5o9SqgDQG1myLneBI70RlNa+gtPvhe0RHiEjebwONsxzY/+4BmPiQtzETGaXttV6qRzpq4kNTDM90niGTTGp6KfSM0lJlHY4TNlHmRDTdG9lMnfVB3DkGp38wQZwNCFgSBvwgBccB/EdBymf8/Av2wq4wPvp+CKOOJ2Xq1Xc6VmmiGqWI6YUZDNBJI0AlHmqHoBHulwT/S1fZlVy+bsixhRHb2KDUT0OR7NG3Be5qvMqNENP6RZxTMaBjAaUCRVtG0FLsRKuX0KKtHs2lkl4+Zykhdii5FrpN5ucf3gD6fMoCUA6SRaIOEG6659dOYVq/KAnTCoYrv4cWNHvuVq9LEZTfFHCegYPZ3pQBdti5uY7PUuCM1oxSdj1zxqk0bf8HUOvd5cUMnHIpIKnLEivVazxQll0yK2mXZqt6hH66f6ilFRUg8zNvCj5d/Y1LPNqNR6pVK5jl65hsXRKluqcj4jJ3qXLN8eho+aO0pU9HclwMN9Ww6kkzqOxWhMRowuW++sPFZ8hqF37rGNIHRbF05G+CyIAjkEALigHMIeLlsDIF+CFX0GT1bXB/5g75MIeHxNJQwIvQBZDwFaENtRa5jklX8coFHk3jR3mLmjzdrsd4f2HDHdJSeEkCIddsUrnMVe7jM1CpTrJ7pPlQ/IhcHl9xZXjZ7sR4cuaeNgDbFWTcSJFUkO6LPOX4e/7jvU0Ay93HnZK2eMIOyyLgRxnx5H05e8p1x9ORQzv1DbMqKGrzU4qVVeLoFqjzhqSjRDt+y28zW0gpvv8ak1a0duyEDM3Z6JBtxgg9mncuyFevQ5ssFcrnNTa7DAvArSUA+uectzF8du48uRZbivEOX8rQfAjBD0S4u2SlB1TIF3KChSZCNFVPT8X67V8w9UbGJqedCH7BUi/ey8OvdCcg9F5F0Pkk8SOZhjRKSlJKM2EtB+I1kUwAhkl6bNwK+qC2dPSCaLeGLGhm/Is+xTxBJUbWM6InlgyCQAwiIA84B0OWSMQT64+Obw8iic2OI6NoxBd08DclkcOIfWM7jUKkInLelWAA1fmmX7Uw2jVkFPIdAR9gsHf55qchgytN0HbmkG3m/K2Acl3XagO4BKBY88zEFzSiOKWma4zyzpZmf/eZe/FzQYzx006f2C2zrMwsbhnnpYerjstbrmst41ej+USix/HYz4ARo366WK/DqC954UVwt1nRhsxubVui9JLS5IdZX5DY/xXFi4/S5v2D0t1WRldsjuuh22YpIPdy7q9effQY7unPiKruqkb1nNwp1Ga00cEABxZnu5diRJRlx6sNmPlhDmZCfSlRUpLLmaBqTi7s2oO9m3Z/b3+24GKsiUodcvnH8A7j3kSjb2dYs5K01DEW/TUVollVn4gvashefxI+RLAmb9uo2GxLtnGdZPgi/J60kJgjkMALigHP4AfzbL5+KjK0a+jbvj/NrJqJlBBaz8MNBlDYFVVesPdRwvXHC1q7cUs5Ewkz50kgnCWTt10hYxRlYnRA2yj2fRfif4xwUZ4uoUWgauUjwwKYsGmeCORvMGWEGVzYdu/2xOVg30pMnpKoRa8GRbuWvAFxCXurJHxnuDUMo0aXYEpvSNetcSsk7hrQ1qkTW3DTz5W+XwUO3zIhu+7r0J5i2x2gA46K9V6N9maisIfY0XY2lc73eo3in/8VtHxpFItp5By81aXHXnvuwGb4qa/qdzPV4XQCkfMz7Y+GvTPMVa8w0RqyRBjjWAi4ymKU8jzeCHmZuSllBL9VQ5iXo21KHDAe3bTBzaT0BDKMqlAZM6O82jJnvs/gu09AWsU8zEa5zEokZ50PP1tCGqIOz2steHBDNjrBZj8431jGvRgeRlJ27MxsKsiAI/LUIiAP+a/GWqzkIBBBiF43R1HWdRxyxAjRUajqSzMBrACF6HJMudkktuEzyhob1n0Kun7xgOgxU8gEXkzuCy6wLsh5sqRFdEQbK/5LoguQQHEdiFMxUJu2WkS0MS1bEzExtVu7ThnTDOiVGZozQXHObqUi4QeINa24q+erVFdDkPk+difY/1XJdx37hx1eiY0lv5pi2s+tLWD3OazK7fko9VO/YL7rNjSbjdJDh6hDnP3wxHrnCm9+15lJ8xqW2TWf3iSJHMfOtNtHafNNq48xIkfcIzPxwPi64+sqk4Gx5+3Pg9TgiFEY41QefYfdglD9vbVf8HFFEunz7NWhUe6QZ12I9XiNcOwu5tyUik13Phn+SL2QUw7BZETbp1WmWFu2UB9SqIJKMmIOYIPB3QUAc8N/lSfwL7yMFoaoKMG23rowel0mwQOpC6uJ6piYFkWQ4nwPYtxQmXQlTS2RN0Ro7nRvUf8qwVdF8wPVZUHUU9GAuu+ldLruiDQpqoY2mPqq9yYzTWCNPNOdeXduaOt2wONEu2+nHwxHqSbuPW3uO71jmPiN/qmxSw/yOPS5eDV9mQvT0T/9cMepMul+60jqfbM6ZNVjWYq1teXIaNg3y9H9ZJ2W91NqasU/jnUc8Wsk7hrRBxSejMobZolc2TbF5yjU2jLFxjHbvI71w43ij2RA1dzY4jsjkPVvX57V5D9ZqPTQAZV+oyXKBVvA1AcKGlPtkoeOYu6ZbtBu9wBeFTMfzpe9yzJrlBd32NDKX50YuzlCZQn78ixhrviTniHXIe7KH9tqeiIeKAKBXaejl6Uj23rbEBIG/EAFxwH8h2HKp7AgMgPZlIoNpXYreZiPX5zK7fO/r1Dc666mgXk2AaqGQL/M0fmAXTzXuF//HvfT8aqjbNMYQpZCVBCSkacA07GwYPg6U9fP+oitDFBFJudLRbwC0GdwlRSVnY2lUSqJiUsRM6pXMXIyCrTncy4z8fK76Efdpd81cXLzH0DEaW7CyBw7cR46LbGldszx1T5Nol3CM5xj4qdBxjD3mKSrl+7Igul26Inq+18eMxI6IuASpGZlJsEahA5t+r99oKPze/K4xztd+VpWjzjDEHiT4sLa36RoTuVrref465DlhAlrTnMVolU1hzAgw1f7QrdMNDzYAFshNPYCZh7nrukZTw9mjc9VfQw9UgHn7WLC8Jw7U8HSV+WwY+ZZ4zZKu6P5Z0LMT4ZttxStcbmwewhIGna/tjNfAC+nwG+quAVifNxOFSdZiegkcOxYGOg2F33ZqxW2WRUHgz0FAHPCfg6uc9Xci0A97G/jgi+ZR40n2SbjASDg284n3w/A1V0j4RuHUy4Bi9xLe6jUb65+yQu9AXCTGyKmcgo/C9qa4SdEENnPR+Me65R1TDWdxRFeX/19cRNpIijVQtIF2T/fHDQWla+7M75Wby5nRJddcUgp3ZIn7uKndSqmdcHvQUB0bc++vTrMhUbk9dn+P/ta8dyDPdwXQ80JvbpfG5qPdzVnyBmyEabeNOVYdJwt5qkTtS883dWsaR7rGHq5piuY0x8GaZUo8skOadib1peXPpeGDNt6I0M2jmoHjTfHm8k8zhd322rmRDIVeCSiOOJkuarc7mstModNZ0xTUxCzoMT7DDW661n/z4kXHT+cba66LSROmYP+NPmQ9o6HM28VvZ4QR+gW4cyT8ZBwTEwT+EgTEAf8lMMtF/icEUrGvugaopGOKfPFk+xzVYSRM8oiIfaPga84mK8C3SEPfwPWu9uyZHAa7o1VEP5hsVhyrMZSQFG14oaZxWp7FxBMoV8gOalqBLy5Bi4pTcMEnhc3fcI4UsduW87PW6jZNQ+n5lLclEbVWe5uswSvzvAiSM8UP3xxT8GFEysiUFl+XdVPGlft1wW3DPP5lpqyZuqYlnsyLXvneiF7bjahjndXAcf9BTNnnpY1z/3gOHivgCSnQPmi7FGQMoxVfeRsa14jRd1JukONU1mIax953Y8fx3LUeExjrs4x+z/+kMH35CSpJcf2bfWfijaGezCOtfsNh8L9chR85R8bw32gBbx4wDZsHeulzWnZOaLU0jNMDE5DItLN5gaJkI6UbrV255TpT842MRhH/EUEk9eH2AEJsG3+G01lc5gsFG+hYT3f7ABTCVdJQOgZO9OzyQRD4cxAQB/zn4CpnPQMC/bD/Eh/Cjajry825kGv2IJQ0skUp2FNWIYFNNYYvmX8kyTjFNK+1uBlQjre0U8jaFkYiI2iT92QnLjtyrcU3dMFQFGozBxPfSZ1djlAdAvRV3G/+yh74JJIqvn5KfVTvGOu+5vbXR4/Cjh5eNzL5psk7bY0EIM98fzfYhU178M6poLOgnc73C0b+6DnTeOIMl8v6hsn1zQsIjeLzIzJN0A9fVgJ6J0bStQBmvv0wjpT3eJVNWn27102+z5EPjI/S3bnnGOmHd/d0Uuz2psWPNXHdy4t7g9zUNNaUWVt2jd3cfMEgyQctLkJeySCX6+Pr+K7cI4AdGlkpgG+aFYxwa+88ntkRdjuf43WqM1p+Mg1J5hmnIjRMA8YR09xubS5TDpKykN5x4oCzPUBZ+NMREAf8p0MsFyACTyJUNQtgKOR100RN9Q8iycjZPIp3L8iHc+mETUjJ7txXnx8c5f/lurhZUDbxDFTQrykvEjZsHK4oPZeZ2mWKN2InFLDUzo3GR14xKbzYHR6s8o4Zn7HmyPyZVd8VP4xJH3sKRzTSXbIZzBpnetn8RYt/ISCrFR0VjcpItnGIcn+U/aPFR6Z0wHTENNJNqrDPfKbKktU27lL0FZx30JTW4ZJZxOM39kjNaPdy+zLzTQ2Vpn1hjD9UBxxBojG1y8Y4a6EH1mHxS16zVsFQURP95vnONszxeG3YriikQePLAF8KaArqTTt6dqDGm1iwPJa2LrHidjSK8VsfUVCDNDAM0Ma7bgxOwtaU2FgWMwd0viwfROzxIPzP9MPeJB98TF0Yikym2teOfNawnVnjS0WNDikoGDI/m59O4txLRuEqdm2LCQJ/CQLigP8SmOUiAewLASrO+Vpc9CofVP8h8JtOoABCbC02g7H8w8lI+JN7zbSSMc6Esi4cGUvhqmmAmkXxdptmXDVhBN6NyAJyh0qBTrg9PVpj/SIi72dqiUsWpJgubBo7aFkPjqj3GJECrl/39Bhsf9yTJr5i63Wm1ms7rblu5ZSheK+918OTnVrRIw5hTZd24f6r0DFpYfS7uBG7K5t47MYQZrzTyuzHei3rttae/qkyMs/liC7wRO4tSDDC9cCo7++OEog8nu+NCP1ldv1eOpxyU+ua/V0pwHjmLLcMQLYqdmm75o5Y3fNIL9wU1xm9MW2SqXFbYwMbG9msqhM/MMVNXms7FsZafKNazxhubZqCb1AY4SdVpELtRuTcTjlGpp3tc9BAx3T4yYLGtyE6X6PU8Gm1t7Fu5GhzPWuujjHXiVBDtscrC38RAuKA/yKg/82XScXeuzR8RibutRmDDeEGa4WVnuxgROUj9iPg6x9EKVOETMG+/grKjA7R4vmAGVHRCdvxFIBqRAnTNLJmUrTAO2YIPmhNfg3P4viPyTd9uSmLFv4ac1/vGuMmXloJDet63MQa+FUBeU5e/B1e3NwB3/g9mur4dDhVeqbtMnr1xpreM9ZtHIPLnOXWZ13nTGUhMkjRfr7oezz79b3mc5w0IEZ9Ww2/Rqg4e+XdhMRfcxuu65E/muZt45DpmK25Ck5tyr1oaR+zZQoqjGiJKn08kQeaG5nHjy3xRYMvHDRX09geyy5mdjNbiz+e64nn/NXdQPpMGolOOG5kMwAa4SkKvig7yerxI7CzS2zmOV5MwgfVYgiS5qQiI6ChowLBLA0wI2KlJnktl6Pae8a6dzqSLRl19L7lgyDwZyMgDvjPRljOD9cBD9NWk9cD5oZJDQwLFJWFPNOLFHz905C0NwUZDyvoaBgVzwvMGVHWY2NjKtgNaEbDbLgxv20yQ5Hkw9p9nfuYa0aM3rQoP/8ep+HSKHIUh1HwJR6HsbFlsweYmVSaW1vkskuFWe65OqjRLmD2Y/Q35kuPHyJ+rtfyRXNbj0tWRWucHEPiOBKt1zkbkfhLHnxf9CgmfupFtvmPXIxHCntkGj9f/B2e/cqoJHr7Rxw2P09/70FQOILWotJkM/ZFc5vDuMyInZE7jU1gpJz86lpvLrh2i8G4Zk7s/KTw5MjR0Zu8WnTR9eXR7G6yiBozo0v84HZGc9lpzuKjWwzoaE7f7bTmvnx+fI4x0/U0wtsVEkcC2rwFsct57cjReL+9xzlNu+TDkmbu22FaCyngsTT4l9t9UrDvOh90QYXE70U1yYFYPv4pCIgD/lNglZO6CAzArssykcu0GzPVu+7pZ3GiyLHYH8ZdJVCxf0ckRedP9VHquabDPy0VoWpehzSMons8PzBnRRkJ23EVb/5UTwWUYdHQSmPxy32izUJcFye1F6WXfOuJ2Vg/IjbKFD8vy2MXL+yHUENDT404KsVsjFLczlQ209W0g5V3Ys4GjxjDNFxdtsLMudKef+chHL1xn/ns1m7JLnXkFk9K0a3PTjhYxxBy0KwDpuze8zu8Tmk6mrbXeelyV77QTTO7ikwUguD4kYrcj81S8Hh2LNM5WnMlDYuvuA2Na8a6prnP66OfwY4eXro84VQuQ2sZmcllbdUUaldNGo53OxpyMmNx412b2QTN9Xx2HK3a0yz2AhU/6qSBaj6v5ZwpZwM2aTeZrua/1q55sbpxvhG6UK5enIXwY8PgiUwHEGqigccVYCi8AHVSI+updJT2SLnFBIE/AQFxwH8CqHLK3yKQgn2vKMsJXPJz0xjk/mHlEaR8vKtfF0PoELGZQEL/MLLy+aBeBLSp2ZIn+LWZg6JUhVznjq2YP5+GI1g9yM+M2hYv6oMD1T3SC1q9JkEkL/DmaQF9HFAF+cmVAsz7bQHjRMm5bI2NYaSptJSHdVoMNo7YGhun2EBFu+65OqgZiXS5POnjBviuOP094NA1ZuuidkUMXOrG5lUmRnVtyTHNERpar3M2GUWlT+7dZmg2aSVW3IZGEcfocla7HdwkIiEhCa3MvHvBWWMaZ4UnfFYn+v2a3jsGxdZ4WQtyODP6tXPRjWuOQvEVXkc2LZ7N7K6+j+DW4Z5whLX4DuZbh7XCXf28USZA7bFz2nxmzChYLLk1rpkOPqhbsxC+VUFF3wLYUb121Gicyn8yek2m1plij5lKCyLJkGb3w/4yPoTZYp79RiM7S2042+OThT8YAXHAfzCgcrr/jEAAIe1u3dl1ITYOnoxfIpy/3MYaYKUnOxpe54h95AP6/4zzl+XGiTkqom5EBiY2Z1G9yFrc+Ar/oK8CtPGO5BVmJMxI1PypD/uMghK7aCNmZPm8FGoXI+ROO5Ner9s5zRR0yzunRuUEXSEFHt8xaREu3G9U+AxtJR0QreysGqjVyguu3DGhGyc8gHu7eoo/LskHm43KRLqQp+5pim9Kf2L2eSLPZhNpulrGt6e1RqX+Xte3Wzt3a8+uwH2zauNAqkzaltTp2BSh12R3c4dkwxBpzGUQi4/+TR19XZdojTx+rpnHsx7Purw1FwMAzJCwJm9+D0tnPwl2SFuLJyqhUmNEfrA992HXNqNeilxYY0q/evsUFPeav7jXUcD3WBBJc7kUwL7eAPra+XO+VG3r+wIOVn4H9RsONxKTtDB8hYailNcOLiYI/IEIiAP+A8GUU/3/EXAVjbj3l9dnYOPgKSD3smvxES2F2rPw85MJyMMGGzMTRN7gV58fEqMuNNHf7abJxnbSauAdBRgSZ0ZujIQPV/DSuhxdoYJSsdcjWcfIDdCJzlvTDVl5PLnD8mMao1qPx6O3xz/UjIIZDdPieZcXrOgRjbbdbls3TZzway48nv8Nw//8fbEjmPiJx/h04UdXomMpr9novQ5LsHKy1+xUteejuHm01+Q1/d2WBjdan8Q3obJ8RkqQkoI011nPfKs1jtyyx6zveuWrhkyEbFpjvrovOp/L+7ACFmwkY0MZrWab/rhuhpniwVfXfmQEF6z4hDsyxe0k8yCpBy3v8fNMypyCCNbYxU6nb63ouvKG9IMvD0z3Ato0znHsaemLA3Dwrnei+8bTaoaB+glAL0tHyZcwjhh9Wm179Bj2BTDlzHp4xNZmAo8Ph//9VIRqhoG+Coi+fbGs8GbfF6LPlCnr2g8OMofKfHAUVvnwByMgDvgPBlRO5yGQioxaGuH7AV8yEJ6vkXtxOoqbwmUAGZUAHaNwIiVSnxdM5JWVy9OrpVFRh7XhK940TIW09xTIHazKAmHPM52BwpA1R9aFY2T8YLho8shM3S5+uS++vM5rPmL3bYN6T0XJMew5GZ2vHhdrjGXTFJunrPEPNuvBNI7BPFRhhmG6ornOJtfJvKaua0kiOFrEESNajFkKmLq3Mb5J9jqsn8i7GXTQ7nkqPP0gqjzRzWwn9zLVlJiq7x3pdt40aAq2PPmc2c57uXx7GVNDfSVKtJkAACAASURBVObHu0wKnmad9e4HV2LZLI/1y00/73tgHZZEZnu5zR1lWjElPdrQFD9L/EHrZSbSthavDMV6Mzuef7ycFNocqyoKRuMXHCALZcy+K/GFiXwP37ordq4uvXHjRE/W0VNWUn0BHSXlZhlj7ahRIO+2tduGPoTKKbG5bQ2MzYWkx37B7sIJSOyroKIqFexqZ9TLBjvXmIVgNoImDjgbNLLwByIgDvgPBFNO5SGQitBcDcS098xa/ZmGGpsLp8cOQlkTWgaQsRDQ0b+un9/5vklJk/jCGuubZFmq8JQp51pjVxBzxFHKq3hCDTrW+zr2tbSHPM5I5/EDdW8ZCZOOkkZ9XMoYRkQEohdZNWE43u3sNQuxQanl7dNcp26E5e0f7viUa7Y52R6P4aYxRkHRzBJzpph2x+C2ID80bcWUoXg/MkdsG7GO+z/DlH0e93TpefcawgmaHRHKd/QidLvca+BdPf4pQ+FJs5Eu0/Qz3vVKm/5Fd6P+A947C1P3u1p5x7WoPBlXbfS6n13e6kr9O+L2NI/Zym0go3JTm+tn4fxPDR2nwZBdzz9c8aVZju/+5jgVmcRstoANX5z1JQmGa4y6ycplu7K57f7W/Q2nd8SOA3o2oKJhdPysMe+NL14xwhBG1uHHg0ielIr9nQHd15K12GdB58uRKGssKdw2vJVT11drgkjy5sHEBIE/GAFxwH8woP/206Vg70AFnwmvOGLD+Us3Famg3g0jPC4dyaYY6kXK2mPzpykYJ2xrpXY1yS3oiAvFxn42eyNL6gkNGG8QT2nIdXEdtqbOy/WkbKQTtt3YZEOiE7ZMUNyH9z5nQ6coU9Wl7yUZLmjyKdMYPXE22P4Bj/FAe1SaFDKgMfrteuUyM6/rOlXi0o3d0IBx5HToNDtDzFQ3ZQlpHBHiqBDNqhddsqsE2l7rUUWSb5q80zQbQXPemh3NNDpfOmHa+M9rew5TK8Mlzc7gb0p/ahSYrHW7dCXyefq7WLywr6HtpNEp0zlbe2VeAHubeIIQ8WNUXOeKOXCZtI900q4xNU/nS2xorM/XaT44wqlt1hwDwu8BytTzGSlzxMiKRHAd6T2rd0iJKmeRwjIMPMZ2PqabLbsa9yWt6Jt9Xsj2oscsxq3DHwKbwiJqT7zu7jBU46Eo5eXwxQSBPxgBccB/MKD/9tOlIrRYA/VIQThnvZfpI+E9/ysYmSWNYLROAWPTIhJwAYQ4axLlOiRLEzulj9zs1VlpZGRiStqmJCNasqOAMMdWTNcWG3cY4Vl2Ja7L3mkbe0KfV3wPLy/qG92XDrZB/RGGDcuakdJb+wh+ufCEWZVdtCF7REuRhjbXzYk66Offfjga+TlMUKZZyUoDMoJlJPt1mU8wbbeXNKjcrytuG+axYFl6Sc6uUpaQZiX7imy4Cc2reEIHrFmzBuo2TrmUnDYqzvZcxjUC+Z9p7Bx++1HTm4TyY5qgWg+PuculxGTU2+7aOcgVeQFxhSq4b+2Wg3DN7JjmPVP4TOVbq/JEd1R4OibuwPXMetD5nihy1OzGujydb6mllcyyAjiSdj6gzVvP/jobzb3abnKuu2FiA9zXxZ0LVjMV1BAN3QHQbLQyxh4Aljp4364xe0G87chYZNv8MHyDxflmg0oW/mAExAH/wYD+208XQMZ66um6f+iJCUd6rCNmejhmapEPauwQlHojBXubK/i8AdYImQKdsNvZyvXswCVtY/7DtsFGr9ZALgVlZHZIOfja84OiLEtcx45b1nG9pp+YfXrPdry8qI8hbqCx3kwn7Ebt8d278U1B5Im2aXPXebpaukzzMt1L4wwsZ2FpbtRs53vddDapGjnLS8av1jd6GsaLFvfG/npvGE1fzirTZuxsZXR3Sc9Yt4mnbmQ7nd3GLs45c96Z1ub62VHdXJcTukvRpSYtT3NfFuo2H4LSkej16I3U+O0SFcuI70B/s99M08VtjQ1kbCTLhn21t7H0xf5RmURmCngNpwOeeW2Pl5JCCv2eB+Uqo6YV7uvS2yVWYd6iD6COAKoPoD01CtPQttjUei1XNtfxhYkvZxzPipkimcvwIPwRwehstywLgsAfioA44D8UTjmZO+/Luuw73Rfg54LUZveMjTd0xOXHNjbdu45N09Bjf0BCqADCbyhvzMQYm4PoiJkmtXb+Z5eZlDQj0ohR3u5d0j5zmWnh5TOGmJlha+y8ZWdsfPMPO7AZCYcjDWDcj044lorMrgzE8z1800xctjPZnJopTdY5rXW9alm0C5tRLaNbmmWUYiQ2/nOvtsl6JYUOaFbP100tW41cl0TjlfkB7G38ejZGqAmf1TVRZOVAZ9yW/rA537gvapmu4vLPNkG1R72IlmQdTPm60ojuC4FL8fhBm6VY/pznzFkfb13+BcPNSXvptcfwcU2P7pJpe3Y9W2N9mVkIa5y35ty1a3wuS+f0j774MH3N9DTVmiIWrdmfSUjh4t3FUaNDPzdqzQD0+Ig+dDSX/sXtH5ju5vgue/4Gbx3eynSFx0yNyEKeYcNQ1AgnpyJUTwNtKeSkgCwNxY76KWlIyt6xle2byYIg8PsREAf8+7GSPX8HAv2w7w4fVNTrfVvyc5Py28G0H/mKInbZO8nGETsav9zyi4Ieq5E4ViFcU0NPsvuzg5ZOmHVe18iAdV/nvq4wwgeWEYn7xbMusQOXQu/xTUDuLC6P4xgLnbAVOuA6V5aQXNZkm8r9o5meyUY16QrXux3CtwVbo3JElckSdvBloFMJr9HLdl6zc5odyDQrn+dGsctmDcTuB1fAnfclDzT5oK0SE2vbJNSgUV2I41l8FpP3ez1vrvTi7M0d8Pkd75v1na9eYlLwHMGaua0Nvrze6xZ3o+X4SLT1DbPA9D2NGYV5q71ubdqVW8qh8X3PIndMrQj7HliLpXOejL7wFMwoYpwvfxM0DZxWkVo9o392OVvqS25n53b19v2i2LMEDoDcmCxO5+M+nOdmxLutz8xsPNBF1t9kmqwiwhD2Npf7gGFD4DezcAFkcN6rDaAtU4v7k2NNuf7QSOkk2wZZEAT+SwTEAf+XgMnu/38EAgjd6Y2KKMNcReMsKp0wHYdr1HKlI3bl+7i7Nzpy+sVM5CK5sjffE2lWIqEFWZmsMTpkbTgi9M7VbGs93/JBx7MvsROXTji+Geg3kdvCqqjXKD16neOlDmHu+s5RJqhy0+qgRnuP05lR7YubOkRTnO2umRdtCOKML2d9SUHZtchSJPya23BGk+mJ1qn4YpMOZb175nYveqX6EGvedj+3wcnO3Fbt2RM3j25qoshnTpjse/RcjPjY1cyUO2km2U3OVD6dGbuFO5VcZJrDWIPlTDONLzPEheYK3ld4qiWq9PaEGg5VetdIM1p9Y1fBiZ3MfEmxz4YvKWTSuvAjj0eaRllGyjNa48gYnS+fYby5s812G8eLOGZkTUEtDENf5WZMSErCJiuXpIVlD6abybbmHHsQUMPSUMrktVOR0RrQbe18Mddl5c6M6kvfObCdOVQDb6fDH2WK+c2NywpB4HciIA74dwIlu/13CAyATsxERncN3U1BeSKzRgJvm4mIbfrSrk9+qapxxFYQILKe1IRjFXwFNPQIu++3pQ6ZTmnWWF2L5wkG9E+AMhFRfB2X687UFPRex8VYOSnGfRzfdBVPt0gFn5KvGupiU2dcOdk7li8UjEZprrSf3f/X8380IgxZuU+btDhrqDQqIHF0hyNPrEdbB+l2TFupRdv09P3VhzHxQH0z09z9Ek/v1r50ULqxQQOv3vzSaz3xcc2tuH5yfTOuQ7MjSSTiYBqZGsLMNpBykiltdkg/dt56QxhCp0vnSydMK766Ahrf541U/XLhDyABiSU5oeOnCAMjYGuuihLXcU6bNV86atf4QkFWKyvvyG18AaEAgxXeUMDXGmoX+w3ssXS4dLyu5i+3cZSJzveikNHdMKahJ2Yhc9gVyHPsGMJt6XjdF0Z+H2Yf3url1ctp/H2yqz5yfLl0JDPbIiYI/K8REAf8v4ZODnQRCCB0hUK41GnkPjAcJbwBWwAD8VGh0wh3AzTzkoxKjZFAgY7YJcznejqHm8Y1xiW7ikdPr6G3+KDmkoRBQ3u8jgDeeeQlQ95BZidrlCmkzKGTYiQLRV5uJ7EFm7MsIQTXnak5iBJ2r48eFT2n67C40qWU5DKVhyzjkjtLSyGCy98uY3iVmQ4mz7IrOWjniF3O6JcX9zbCEZZjmtHk+EO1TRPbowW9cZ/XR43CjkfnGSap4itvi0bOJC4hxzRtyfyAobi0zp33MPrbquZemt09AUXX32Sc5tijNcxLgNspzkYnpplpLn2lq13Mbb3O3RgVN1i8qC9CDbxRJVrD+iNQKiquAfOsqQhljddn5MsOcNdIwsHv55Jx8Duy3lvgkNcYBqj9gOZMtzmY42JMNTPlzNSzNda52d1sx6/MvsAmppsTkHvrafzSVsHHYecy9hjivTXl+Wxa0nYbXxLrNfYyIolIKDUIJWM8qNm+hSwIAr8PAXHAvw8n2et/QCAVoWc0EBOANZFJeH4WEucNi/yR6odQsg+gE45RFEXqnkxN2xlQXoajKDeNbWQatfIfztYks0wh/IOGam5vh52/m0hl6TRbcduZNGi5nqxMdHyWGILr2CR0f5tUc11rruoP1zHVy5SvNVd0ocTyO9Dofo8Gkk0/TOnSKZCDuHF1j7TJEnAw/dyl2BLjePbXfQOLlvSG23T11hOzsH7EOMPlzBovjellRp+2Lmw5mR+6+XlcvqM0OLK1YMWjuGVkc9zdy2sGs81fnUq+jAs+vgKhB9Zh8Uv9wAazZlU9ecCtgRkgmQVpO9lUlu/LgqZhjExbFDOgOhXr4DRGzoygrbk14defHYkd3WOjPTXbBnDd9Bhr2Fu9Z2F9RPiBx5dYfjvqNE9Dnu9NciJq77ddijXjnooKQXBDvE4xoA4BOprTZqqdTVbE3RrT7Xaml58902ysGqYRngUktlEm4vXY0Wic6WbEawlK3PtiTfy66bVxxxAeYpz4O+nwl89287IgCPwvEBAH/L8ATQ6JIRBAxnB31jIOG0af8xX0vDQkG6HcAPberuHrphymrF8v+NHUhxklufO7dAy2Y9qRkaPS0VINVdU23PC8b/adaaLhcGJW9BaoRcvRl4gcXnQ9U7zUmM1O5FAOtVoNyNYhvXngVLCT25pLT/jj5V+DbFdMh9OoJsTmIJobQVqdXUabEw7Wxqn8P5vZW3JE06mOPVzTRMZdiiw1aVbLOsU/+DXbpprzTX//QXxd5gB659pqlm0E3vnqxYaRinV1NmbVemiA6QpnMxabstjURLpLGkUQmIZnjddKN5J4g53lrlrQqonD8W6nl40+c/dCnrYx0+VG4zcimcj74v3RXFUlLrvNXVwmPSZpMq35F1UxXNVucxtfVtaN5BxyTEiBdWriTU7miJGjNCqTxXEiRrxM+7vGaJdRr6UFjWyblYXwbB9UJQXFiDc66M2OcDpeN3q352Ndmt+T/+X91hNmoGmgYzr8sS+V7Q5kQRD4/QiIA/79WMmecQj0xd5iCfCZGRt2v25NmWEiVnLokpnINQ1sUcC8MHzzqSyTgoz7lYmIPbUiGv+o0gnzP9eRXvJhCeOIr5/qCRZELMzSLrPWdgVFFNgpzRlka6xFclwpXhaP2+OJIliL5Fxu4e3R8VFsGDbekDdYY/TIKJJG0o8Fy73ZVv6Bbl9mnolsmQZlFMyapBtFbuk/3dzf1asroEmkdspUN1PeNuVMsYPRx6uh8LZroyQbNi1tuZytYhFrs2wos81VdjSK0eCsLe2zUV1O+LSu6UJve+1cM15lo28yi7WqMB2Jv+TJ1pBFpSbOTtPcCPf6qXUN4xQtvqHKpdbkdlfNicsk6WDd2jWKPDDl/FnVHdHVJMRgjZrPnaaBXxWQx+7A3wefiZVF5HrWd5lGd6gruZrF6tkKKBwZJ4oOoLOOzVQzR8jijS8ujODpeGMRtKkbLwXUpHT4s3cS/uYMskIQ+H0IiAP+fTjJXmdAIAWhDgow7BJkvXIdH6NOOmIbbTmHH1NQ87KQNX8oSr8ZQKilBhgRRyWJGJXwj+yHD72W7aocHaIjZh3VMQ4ZR2vLjKbo5JhedY3kFqyHugQb3B5PGEGH3bDuU6a2ao0qQ+zItcZmJUtZycj7jaEe4YQrr+fKA1qnzZnc8YfqGOm8tuVeBHmHOWZDsg23wWf+6u44nvQZOhfzRq4sS5WtuTLqZNr9ibyeghTTyIziep2z0XRY7+y8CKsnjMCDFaeYuVrWU194s63h067S2xsRWrjscZO2dxvAbN34mtk1ULul16nMeWPOHdOKr7gNjSM6w59VfdvoD4cTvIxDfC3dZdbi9nJT65k6rmt7mq7GmnFPm6Yza3zJoprVmYxkJ2yyinea7Gym83UIXkg5ytCfL2mkFDM9ALQDNbYax8vmtnhjAyCdbpwT5wvAPCBrejrKZO/6O+NdykpB4PcjIA7492Mle8YhkIq9d2n4TOfN5oHTsHnA1N9gxO5ZOmL+R77lOKOHnX8CHy8ogOKdFBS9gxf2RKJqpqbjSRTIC02HxaYjawo4oYFonpB/aDcOmYKjN8WoLCmTR61hqvm4Fj9+xG0kjmBt2BplASkPaM2OCXF52ewnsbuF133sHkeKRTpiV3HIpqcrBTrh9nSvxjsloxHyHi8QpZq0qe+o1GCkKaznBWvNCBEj3u29ZhvRBRrTxocr7IoyZbETmxSSNoW8ccgkbE2dEVVfsvPARTbciOZVPGap/XU2YdErvcw4FMeiaIwwyXZFwQW+ULHuS2Paev6KHjhR1KOPdMeX7P0wjW3Npba06+KFFCh2Ua3b47hpfKNsz4YLJFVhupl1dNfYaMeZXs72xkxtBPA9oL0cecTYvc7GsmM3eDKO8eeh4yWLWHZT08MITx+KZI9xxIwq7S+hkXWrhi4FJCxJR9J7vzmhrBAEficC4oB/J1Cy25kRSEVos52b/OzuHdjTdA32Nl0dZThyj6LDpCNOejk6OWI3U59vvg++lRphpqS76YhyEXdgFMaIOD5qYaTCRq14FSN7UqaCGQ3v6BGLXrktXrGH65hCf236kGzzxWzMunZG7O+4qyJ0wYHCYIMTBQ04NsOUM5V8SBnZ8o5ppjuYKWiu533YaJRyiJM/amhGcKipS7POqMdFa4wIvG14oi4wCTjYFc00dPdLV5pZYka4HJeyDpESgrl+PNeoB9Fmb2mPCzOKRJep41vg8MXRhirLEV2/4bDo7LTlkq7/wDCwTkujxCCJRFgPbld2rrk268HkorZNT27Uz2Nee35wtsyFW1/mdnI4M+3uvlSxCe3eLr3jR9DMPVCkgs6XTVLWyF5FFiu+hDn2hQI+1w6Dmj2eTVpuk589huUBpppLLvPGyGga+FkBz/ngmz4Epcy8VT/svCQB+Skawh8D/4vWogE9KYjkqLyh/J0QBP4bBMQB/zdoyb6/QSAV++tohBkaFbAbvy96xMzo0hlb4Xj3QNZJ6YhvmNQA536VjRc6S5nuad9GBX2NVyOOGaMqOmJL7cgt1MRlQxMdcfw8qT2S0Q8btNw/4mx4IqmDKx5AIgk2Z9lZVh5Px+Do0WLJghTwfLRyU+uiRqQeyvrz3PVdTEr2jrQ2hhiEZlmjKGxPgXuaTc9GU8QVduGFbW3RsN4IlHqlsknJch6YdWLWixm1zdjZEpbikt3CHONqFhk5YpRacmkl06lNG/VdVZNa5tiMHWNyOac5enTFluvQoKE3H2xVk/g8OGtL+6DNMoMFzY4t8bP7/d10MRvKyOtslZG4b7zyEZ0u6+5WgYr7MOqs0TbgslqZa7JLnY6TusuukbeZ6WZG6o6RBSuaOeF6soqxo/z7SJTu7kwu8XLTa6Ook0FhYK+hp2uo6UPh3zcAu3JnInftSCRNp2ukLM9sakQQSa4axH/eVbYIAg4C4oDl5/B/RiCAj8srZPXR0NlzuxEeZ0bEVs4u/mKl599jUsJxBBzcbbsPamsWdBEFNLDHMdq01JbkCLbG6Izzw3TEeb7L/5vv9GPhrw15xwdtl2bbFi8iwG7lFdOC2bpiq/XsifIR50ZHQzEEG8G5IzecS14z9mnzUkDnSgUj1qQZBTNiZEcyG3w4CvXch81x64iWuKuPxzA1c3trFF1bHnf162qWZ29uj7Kzapq5aCoxjT5+j4m4OVK068EV+Lj25qjowvT3W6DqYz3N8XzJmLqvcZRJiy8tdEZWtpDfn0xaVFGimhKb3Th2lJUr01Br0hgtzlnX1fBIu53frrqSW7Nm1zWpJalUZK155Uko4mj+xtfauZ+rOWyP45wyG6y29Z2ZbRyJjVnsbmYt3zH+ALINErM+/vZjc/DTpaSSjhnlBm1jFQlOHDukgOmncXr6cJQ9mIKMe6zTVUCUQMbuz855lhV+KnTcvETyJYeWiNMXDULZ7Bf9P/+fJSc42xEQB3y2P+G/8Pv1R6hc2BsvIhl+Nm5Bzuua9HSz1Thx1bHf3BU7XvkHjbW4OMWi44Di/M3FgL7VHkiWJjO61H2BIZKwRjk+zhCfqZbIfZhS3TRkSlRAnuvYUEXiCB5rLX621R2vOZ3/Zyx6ubdJW9PsPC4/W/EEt/vZ0kIykmZETVs1aRgOVno3KmJAp8PmIkabNKoWsS5qHfS4/8feeUA7UXZdeE8uxd4QBUGldwUVRQVUEGwIdsGu2HsvNBUF7P2zoWAHKxZAERRURAXp0pEuYgHFLi3zr+dM3skkN7kF8fv9ZM5ad3FvMjOZeROy55yzz95L2+mkNg/buVKSX3LgJANHAmOHM/d61ghmZKCM5rhZX4RBdhrXwHx8iec+OcdkH3GGIj6/cqAA1k6HPBS6ELksd//eZ+mAlHY1DkqcExEV7fhj+5VmJ4jICUG5+sy9n9ZWiyrZ3wAhJWduwlygtoWgBTco0SDbJeuNzmjD2Ob1mOsFRFOxWpIb8DWghoQGUY4SeTSY7eYz1bhfh+xxtNmS17+s/P5rpBqS57LdtHRX6kBYRwK6M056V2s2Z7IuCCwTIewRSa3d9zY1DBYhjngFSrgCMQCXcKHizTJX4CZ9WWudkocnte6XAmnCrar/hdviGk3ZvJzKd/SU6Cj5Ge7rzMHOOGWYgfHigyYUWla+ZF15GsebrPjClzb37AsziG+bzLGMmJJpNOixkqU1HBBOOYVPQyqiNxwtl/JktoBE9owrYEjWSgA8ZML0pcv9vLkuq/SO9X19z7ceLApfgBxf/ATEqC/OGGJEKQBw2d4zLOtFwAMhD8rf9GohdzH6ggMUSlZOeQnDBAAXMhQ9YW5oWt4UaDj3nXO8zqsT+O5C8tp0+dba595Aq+T+FW11RrP+pscMUWvABxca2YvjMH+M4UK911qr1bVBtd/pL0dL5lHd6qgWM+VtHI0ovxNk1MhPcuNAwAkY/vBdWlEv7WJFVs91MD7lgqydPi/93mhQKoZkBVs8V1CqB3gnXPyK1pVP34SxLTcCboYXs4dITPaV7F+gMh+vk98mIb+9L2Wk1WwLEx/AnXHycDHznSt4b1IZ8G+/a7OK92nnP3JuGD8Yr0CeFYgBOP5olHoFumvWhb68tNlrcIRFvjQkIX+IE93gwW6acYBUQEbMT0a5cGGbzy0zAowpY2YH7FYr82WOHbEZpUc+u2Ffji97gBhwigajM5Sla7yzf6Hjsz2iFtGsyXyDz+2mglWBbzCzrtgaunEbJ6LBc7/s/J1lwmRsUc1lerYvfHi+Nv+2gk5t+bjNBjPjjFkDJXf8hAlIXTgfub4rLkL73nWaZaL0SfEpJpskENrgOiqPa6B5h3+ilbW+shsMzp3nju8Q6E6/MuQqHXTDxaauxZgRCljtzrwxfD2yZDeKxLUzToTutAMd+sk7fbqbOqYUvMj+0HgG4KLl6B9rLbGyMzcSxJ4Pn6BDLrkmXONcRgpR0pfbEGYz4AvT2QWAC/ACwLmC6gejRBDRsoPMu3Fqhhchl0h84ik5SCr4NUWmape9L6IqgO70k4fnJG2x/S4f7mmkLUrhaWD37+ytenEPOOe7FT9Y1ArEABx/Pkq1Ajdq9sHrpECUOH+s9aQhUmJIUgVD+qjGt101o7Knsh19JTtFnWs4BKQtMg3A+LvdC8vr0t915WnIU1mxShGRBgCH0rQzDHDb8mUOgJEZRwNjeQhaUXMIQApQcr7BgNTQfr3CsZtoZsuXNiC8vNF8HXLJteGIE9kckpdRCUsH+Gft+awdmzIyxKXz6r2isr9uapncn9v9YjKaBNnqyQcFY0IwpZlNZq6X2WGyV9jcK2sutczRkb6i+zCehCkENx9UHp6c0VGnNn/CFLdW1FtkhgsQvVwpGHYzWW20F8xjMJed8QPngjUgmS+9bLL+9qf2DNnUSFi+f/99gijmosbb+xtZLeq9S7mdmV5me11Q/aDUjNtRNEN2z0O+g9Q2/dRAoSsaFWZVCzLefh2MSe7Cl0YlTBpVFVLAG5IF2YZeLp89SszuZiL72DtOqhuCLtKf0fCkr3upbpUi/zfET8YrkGcFYgCOPxqlWoFumjPKOdC8NbCHfq20XDWHtlCtoc1DcYrCB/TH+/KGJJUccrvqT+iuOUdKfkdffifJi4x0yMquZMTMseYKSn747SLmnxmYDadqnzgTnfuGZcRRH1m2h/DV7O5TTMIxGnyxkxE6mz2eIwt0pg7MvkJecuM3UYYvak6DXr9ejBidcuBjodewM03o1PY/qvZeMLOMXR9f4q63Sr+V7Bkw5UYEYQockwjKtwd2vdBmf/FBBrRR4aLki2IWDGkY279U/dYMB36vuNIESNpcEWg2v/FK19BOET3mZCKp/W4PrPw49mbfbqsWtwQWe6iYfX7VQBuhYl579Za/6ZWhV9lrkV078hMgBfgyS4zcI0xszo9A8AOW5v9DVAAAIABJREFUM+VbAnWwtpdeHZWTtNli+t28N9Hg+C1uOTtbQtI24TURPJlzbOHPRKWJddOqVX+EYlmUR8Ym5a/05HHHlQGQazdZFYIuNzO5gvGvWkNaGvA65bPoduhBS8khfVQ/7a1Yqv9J8cbxCgRlvDjiFSjxCjgARvUK9atoABC1hjQ3QAYc8sQyqq+e/CFr5C8oUOJYLyhPZ6QW1oPrRFY8ImM21x2TPuqejxynhs8dYdKKuWLNZn+G0pZR2UIAg/ItZU4yTxdkzYBwNHuO9jwp90KycmNIGBVAtjKQ2GeGBg26zgDGzfPy+MD3LkEBUoAwQcb35oAeIgvGQQl7RoRAOpx8iz3P7O0RnQMNaJTAkIokA1vQdqz8MklTo/p6n+kqWFvG5p/J3LedV9UIZJT06UFXH7GP9caXHDBZTR8MZmVfGXy1ju7Uywwn6E9/3PMJdTwksBJEfxqtZ0rE7noAWUadyMApuxKA8VsDu9s1Zts0kvFCLHMSopTyD7rhEm3x9fbh+kIOo9xMOd4F40QHdrnISvPZAUcA8hdz0dlBJcAy3sicNtv40qyE/M18eYVUX6iOTD/53bw3dyhp1XrzANUeEpSYvXWJjJf15c9JyBsM8PZS/dx3iPk+9fHj8QrkWIEYgOOPRalWoJtmD2A0lB4g9nLoIecKRnHIimvyZTa0eSHbucg+b3vS20n5ZRJKtPblp210MEQvv9pMBABjSra5gowYshMjPrmCsqobXSJzdEEWfFDXC1UfEwU/eJQMmHElyD0uovOxPBYdx3GzugZQB0wywQzIY5gwEJSoGUPa9/YzwjndkXc/qE1WbhEyk3Epanv51QZWgO52c3cWYzeQlyi71h3UytSoyMJRAQNcKbPCJjalrVSv9PMrBtqNRWJdgWWzzDhTvp/XbozdxDDSRAx96hYjk1WYWd0Ak75vvZcPtjEuAi9exEvOaPq0dpxcxx6D5QwoQ3yKmjEA+JScnVQnQiRk2VEVMaoGsJuzFc0O7HKxzXCXi9wE8Vqc77irBhiJKzuqj2im3fu1zwXY30uKWmeF501flzE4RtiyA5Blfa2vO6Sl2T5GgxIz3AZP3uBeqpPBErtJ07ZbpwITPS/QJp/1VPU0RTrnJzF+MF6BzBWIATj+RJRqBbpq5s2eEje5nfiStJ+DP9fSfWm15Q7A0UrVQ5qbR27u8Kf68iamhPcPyC4dkgXOPAmBj+FWgs0OtKIZ9an/YuFsim0pFdMfnnJuoLHsgkyyXeceGWMqZF30hp0DUK0hLUxYwvUmo2M5zvHIgOrQz4RVITZ6LXoG5V0YzcwHQ8iCjQzh6K0Xu+voE26zL3zK7fR0AUgADtYx8o0Ec7v0NSFBzW0/2ghpy+sv0NaLKhuBi3J9g9T1AoJuP8aL9r7vJDsGVoAoUhGAG6xjx5I2HWtfJkpCjLt6gEbf3Ne0ql0PHJlKMl/8eDu1fch6yMF6zrOSMzce3HBRUdivz5mhRzAKYGS8ePUyD+2CG6b9+5xpNojRgJU+/rIXtXT/kFAfPs2NB3O89LQjgdZzZppKKbzZNCsxs+7MMucKWgu1BwclZm5ksuIXABfgXaPkkDtVzwynr9e0XcqoTEtY054SLSQ/Okf1i+Q/3lv1gtmwOOIVKMEKxABcgkWKN8lcge6aPZCqava6MEoDGC80QB5vfcRcQVZm2TGl6nf3LZQBsY8n/eBLCPfCqMlAbL5UyYopT0MEyo5NV2xt5WlGXradG1rHhptRciUjzhYHaXbXadZzRb+aoORsUpYpr1tGdwBhyt8EQIlaFODoRDZ4HLEGytEYF7geMnrMv1VeEc7fQpwCbDESIHAOciA48aLX7PyJaae9bddhx+3wkc2eQoqKgqMDJRjglJAZkVpRd7E5UtFXpjzuBCPG9OgX+toCxpTTHUuakjNVjfPqvSzWkGDmGPCtjTdwSjnLHu80QuhjA7K8Jhl+dK6XzBySFXKcLjhPsl63fu5xRsggoH27J4qkmUFvnFJztff2iTyR2e/niRX1Fxh7efYJ72conkWPhgAHpWVAF5Z44QB01w2R/MF91GBZF01r4Klsi4RkoCspPSie85Ntn9z+vVUnMA6OI16BYlYgBuD4I7JeKwCRKqV8hTVRIZQDBEIwbj0+9M3N9WIQlADjmu/sn8uwwe2yNBDjSNvSOSAgI456+0Zfg/LiHo8do2ojCvekyTwBYkZtXMDqRQ8Z03gXgBDZMGVggAkQdj1u9kU5C1A8p+GLIbgAUG8O7K5Lqgwxi0bi1beutizO9VkRqDjohovMChDAIhOHzYuRhBubmtfuY1sbguwaQEfVy/VW6cuiIkaGyY0JWSUCIYwyEZS0d3smmLgBbAEhtvlzm19sZvjQlDAINyXDnuhj10A26/ZF27nNFVep6QNBRk44m0GyeUQy3KwzzwG4AC/X46LGu/saSzu78sHao9QVlRZ1+5D1IxdJKT5f0IvmdWad8J6W7Z023Yhuj3BJnTcPNNDNfSz/A8kbDEGwjBJbJ1Ng60kserqBnXUSqIWx9vxQiUD8ZfsZwXh6GRXU7qlahen8ea8kfmJjXYEYgDfWd34DXfdNGlVmnSq19pVAwR8wjqYq4assPnCSFrX+3EA5lxWc25DZStc3zsU+TW1Hry20mOMxxpemnTHUSrK5yo6QlBDwr/9SG/vCjMbUzm9Zafq7JnPDh6NKVjzIlz0gjJIWccQ53aw0TPBlDDmLL+MLq7+hrRcGfu9mJHDdc6Ha1a+VV2j4w3eaYxIgx/zwsr1mao/HA6VNxmvo29L3hmVML5mqghMkQTkLecc/tvtJm/4QZKg/1F5iPWPOwSl5QZDD6YigPExpnl7tXDLk1wMjDHrcez14omkw/1B7sYY/cpeVl11MOv91jbmxnzq1eUjbzwwy/pU1vtbw/9xpfX/Gq1hPZpwJbgAoNVNyJismWMO97z25kMwojGbaANy0RIP3hWy36YOdtO3cqhnPuT/o4wK63BTl6hGzHWNkdV9tbT3dGsNC8bTo8Wguv+1LGDhQf24p+ftLXlodJOvVIQXy/n4F6LaYbC2DaHDDg5oY4SnZKiZp5Xz74gezViAG4PgjUaoV6KG5e/haa9/+Bdpkck9VTysoSOqhmbslVdBK8gFjfjJZLZQL6y6yErUDZPSXcwXZaC0y4yHNjdnrMsmiThivXbIqMlCn0JS9PRrEjfseo82/2zZ8CtAbf+krlhEj9ECgpoRohjOm5zHKpTClAfkWN58b9nkpt6N2Rd/x4qqDtfl3gUbIpAvJ8OYLAQ9i/mGfalnTmWbYQMAMxmCA+LLdGCvNE9ykwPSNBlle5c/r20yvIy7RC2edIGY5whTXgi8w5CeX9UGiclk7mT8zuZXHNbRjIbsJscoFdoewqx2g2Lm1H23Xt/306jar68aq3HOQrNyIFvaLGFVEb6BgpKPvDFuaDD4amy7fRi1u7WxkMn7PFZTHZ3YcoS/bf2x+ytlRsKaM9f6txDykRdiHTm/nzfXlT5f0Z0rjmZJIzu8/jr+k5ZQQbHkvcgnFuGNDiNvroY5qcXPQ8/flN+6jelOL+pzGz8UrwArEABx/Dkq8AgEBq+BayY9kCv4iyUOLEIfzyeukKber7nwO2kUzKyRUpnUAxsnWkhdQaiMBACw45LMUII/PkC3M3pYeI+VYspr8RK70XpSHp50+1MAYveDsgLBED3arxWlxD7JUQJgfRCWIqEE9f5NtAsKUdLPNHGAQTz1ziC6q9mZI2IIQhVOTKz3D8N11VFOzLuS8uH56u/xvpKeNLrb9m+pT0ium9L2iwQJVmFHdes5OqctdEzcNkIl+rLlU284Lxl5dVky5ObG2jIE2bGiOjagHQY+75Y2BcxNBdgoTHB1oF3gJ06Ml43WOSzzHOBEZLzcRBPKVlNijNw6/V/zRRokA3j+3+znjLdj5oybmibzzB3uqzKpQ2jnchpuAGSeN0JdHjtaqbTI1nt1GkLNcX9fd9KRfxCNN/dpXcnNPXiFjBbfd6q1+C8rJLYIMFxIYFYN8AYeBz+JOYxtpp3H829DkSAlf+ryP6uasAuU9YPzERrsCMQBvtG996S7cjR+VcK+fPQNkgDk5xVOZyQn9+cValeWLiVGj1p68YIA2K75qPiXFqh5v86n5gh6oZcdv769dRjbNOwvM/pQLJ533ugExJd3soEdKNutKxzxPX9L1KPmbedVW114WeuXyGKxjytJVPtlNHU65VZukFJhgEvPcBTUG2UgQgdBH/ZfbmpuR29cxlpl3RUeZQMwiW60L0KRv6/4lQ/OShci/tj+6xcwXu215DPZ3xS8CPeVof3jSha+ZqIkL5B3JbAEVAiMFWM6b/LSF9Xrp+bpgbRDUgNFt0o9ZY2A/Vfta464aaCxusl8XgFfjJ47W7s+0y0mQI9tkbIhMN5dpB8eh500pHeBFMCMavrTGk3jBQpUXtx1rFJaTW042H+eighubAHCDn8rjGqlgdYZ+TGp3b3pS3om3qXagzxlHvALFrEAMwPFHpNgVuEnTKq1VWQQ0RH9x4kWvmkjBjlNqa4cpdbTD5Nr2pV98IAmYnCIlJvvyv0vNbTb15FGyLqQx+VO1ZUF2nGJVR/WCs1+LjK7m0Oaq9v7eRShyBSNBCF9kz6RyvCZ9j7bMLzqWAiDQH0ahi8ieCaY3SDZMBgo5C+EMgpIpOsewo10AWGSRBL1MgNcpTDngRaUJUhYBkY2SLEBIX5Peaj7Rkez1cFkzNx+AHoGilKsc0A+G2exiwsWvaq+H026SrDnvM9m/y9zt/W81wUhWnC/kK4A3ymr+vtF8GyUCeN3oEeXw2oNbqNEz7ayVwN/RoH9PX5f3JBchi23pg8PkZnQIslppgj659W7JbptPsb55UQEPwWW4lQHcLPnJrH0X+tI4T/owqcQrt6l27rmn0pxwvO1GswIxAG80b/X6X2h3zTzIV2IUR0D9ChDODsp/ADGAvKP9WzskDxX1yr70dYE0JSlRY6S0zXxIIUUNBCMYmwnmjj8XX/T5AkAwIteQFlYOde480e0RtZh83hs2Uxz1FS77G4zWE22GNlrSZBaWrG9hm3GWTR589eUh05jjIuU47poBan/qzeZuZGDFuNMlr+iYE24LXxolJufQxNjN1gsqm2Qj2Z6br+XGg2zcgSfX7kajoteQLLvWyFxkmBCYAHXmlP2CdfJSmbfb3mXG/I0SVtQTl2uLztdyzpStmet1jGhufig3M3plwNu/fTgKxTGRxJx48StmXuGCnjM3GMwuO7KWe45rBHR5beZ2cwVVDsaQOIZT4yrJpxinKJfhMptONaCo2GFq7SCzTWW4uUeUwiPMkryxkj9unZJjkVYtyTnF28QrkGsFYgCOPxfFrkAUgBF1QFe4JMGXt2XJk+sYIEMSor/ptIPzH8Nf7UvfePL4fEIpLlTvg0EMschmjlt/npfNACBRqm78ZAft9NluAmCzY9L5gzT9tGGi/O2Cki/mDTCFXUbKc1+cOdSAGIGOZnefGtr4OcClJN3whcNC1SkYxpPPf0P4Cbugx0jZOgDDqaryaTBqg2oWc8sQfpCMLC4cMGcDNP7IeCpDbstWdkLBLFpKRm2L0ScCn+MvTn/bwJn+tAvY3DC0YVaT8UarHdwQQXpz8pyUzxn5qT2kZSEbQXrA009610bGnJdy9jVixUhfHeIbJLGSRJqdPEXLmk03lnhREZSRXUm5UaEydta+k315YxPSWE9rxt2qhhC54ohXYIOsQAzAG2QZ//0H6aY5r0q+NQxRpML9h34qmSj/OsJSSVaCPuiOqdK1lbCn1srovxZxDExfA5/ASJDBkh0HYDw+I6PN3haGLn1P2MSwh6NBuRkTB3rFgBjBuZERAwouADwnbbnFNxV08JVXhiIUPAcIe2sLBNuagGg25dw3QmUqHovO8rpRoui55MpiS7K2ubbhvWHcyJWlc21DGZgyOlUDF9zkTDt1mLZasoORq6JgTrmYtaJXy6xtoCrVshBzm/Wgpzv36I+sxLyu7NpCL0+mu8+9p5hKGjcH2RrM0R1YSzcKBOuazDuXKlq4j+9pl4+aqHKEMJWtwJV1Qp958sb60tgy8sf2TBEK2aaL5lZMKFndD/yoq6d8qZnRsr/ZxpPGSIk7e6l22g5qfd+4eL9//QrEAPyvf4s3zAV204x9pYIRkgLrm0is3exPfd9wvoGy/dtwngFzcaW/6DEow1LCDjPmqbWshE0mV9pg1IfsGDDOS7DxPet5Aqxk59Egc6T/SbmVUjVB9gcQI+zhghIx/WHAeO97TwqdhXieG4Kv95mhljedG24PsOeUyeR/YYp06/q+brzIlZmLWwNYu7lK7Q58o8eB5RwFOUBsuzk7WymcgJkNe5xjQlCLVgC4himd3zJGtmMfu5J79BzJchl3wpMY4I8GPdaqo5uo7qCDrCoRtQ/Mvk5urpa0CEaC6DtjRFFUcFPF3HNImhrXSJsuD2amc8QayR/jANeTP1lKbJKUanjycwFtXmJX1rF/kcq07q2ahcWsi3sj4+c3qhWIAXijerv/2sV21ezDJR3uSeg0Ux/MRQUNX4SSagDM8zIA2uyBShiudM2/rq8MIamkwcgNus5oVQPIzq0nuj+2eugpAzbZc6hzj/pQU855y4CEqDPoICtNO9Yyj+GtCwhzvW0uv9JMDgj6qJRu67/cJiRCcQ65BEboseLGkzciIF3Sa8+1XUa52pNZKEaZxBDDIHvZWFQkKL1P7/SuNvthm6DEPLhlhpMUmzL2hWUgY0P0eF1Amtr54yYGijCY0ZTOF5wPYEs1ArDNtpPM3o+sPADcRiHo5i/f+/AMxksed1U/ePLX+fIqkdEmJAA306OymIWmVcAo1k81vrZ/YcFHZsZf6a26gbtFHPEK5FmBGIDjj8Z6rQBOMKtVtqHkN/LkNeSH34uS7+OFyIYYi3GlawCSEnY+MY5cJ8fcbkj2mlpb20+rEfYxi7oYAHHekWOshI4QyC9VMsk59KbJULHGy/YbRpmKrBjiEKxkiEhkxNHsGXITM7GQtJzZAefDDcDWiyqFpDSycrdfdKTI9X7dnG92prpeb1R0p4iE8h/b/ZyReUIC+7XK94VGoOjvMk9Mn5iMN2ovyKFhgc8+dpSVonlfCUC26pjGAalpXMNC+0RPibUwdvJ+X2jZPtNNAayo2GJZBe08eg87T0eccqNeOfZDkutbyV8reTTVUb0qVUnlp+oBuAZAuzTy+9f6bYcfCr3kno8cr0MuDvwYeqtu/P36lz+0/+4DxB+Qf/f7+1+/ukAJSwbKktfQlwDlYDaniPiuyRwD5e8bzgtL2Xz5lTQQmQjJXlPq2Jc/xvK5BB7cMWFzI/ZAVupM5N1zZKkAMYCcPfrDiA3CErBtAWF+HIPZALfdGCNp4VXr+o2AG1/YePsSP+/ybSgAssGBtphFW7P5nxlkNEf+CnfzfBvXot9a5dNGhW5u2H72cSM1F9Dd/UsrJ7MdYMu6b7Iyf6X2q+ZTg3LyPtOtf5vPrcidCwImAHoVA9xGxY0g5XRHKmo5EAqJZrErqy8NM1qy+FyqW0UdDz6AEyuJAbik/3s33u1iAN543/tSXXk3zbpOSlCChmiyPKnkioS03E/9JFRm+VqtW1FG/vLV0nJn4cb23fTFzp42begrCRinMmXLmIuk+pKVkSFFyV70l9eVK0zkyXcxjCRV/biJ+eiSdUKaykXyIfOizLyQ7Lj1+FA5i2zbgPiltoX8hhmfwbmI2dg9HjnOStPR8ifMYMaHnP4y54iVoNNWRt2p/MpUS30DlZhL86a6frPbZ81mq/RN0xnGUs/ui3PzMPuEkcYUp59spKZUhputypU+3p9BOXn/qcZOBnSLq3RYpj2khfXcuaFCMvOvBCNaYRZb42v9VD3IYnkMp6hVW+d27CrJazL6tdWiytp6YSWzh+QGYbenA+MLyFi9VDfNaCvJAeNtNroViAF4o3vLS3/B3TTnKck/s5R7Yti7XPJXSJ4BNcDNY5685Umt+yUhb2spUUHyd/IDFmn91NhR3pfiCxVQhrVLb9nAueH8QuL4RZ1r3ddaq8HAtkYAyvUFDwlp3pEfW3YMs/rnXQNtaAQpXIk6enwyxUkXvarFLSer9pAW4QgS20BkYuQGTWan30zWhc40kW/Gt5RrXarNs6UsmR+GUOZUutzBEAWB0IYRBTcSlSbUL1KUgmMg5/j1fgFZigwXXersALiwU3TZbeVxDYz9zJrkVpgq+vIAUteHDTPYasv0867L7Nz/SiDKQvuAuWwD29TvAO5WiyrlJQl6ShwVM6H/yspvHPvGALxxvM/rfZVdNbuTJw3kAADH8oYLjFUKYQjCUi6BiPV9MV/6w5Mwd0BKkHJiOcnfQvLSrgl5Dv5D3cX6rjFl7ICBDTBjH1hcQEBCQQubP/SZmUPNDti3X7b7WAsOGWd9SoQacFUCjKMztexH+RnXItSTnAcvj9N//mXnb0NJyOLO67/xPD3ngj/LhXKZ7jUxdmAmeLPvtwkdlnKdD5nkVwBus+m2LlFLQAOqBVW0zfydtE3qXwAXx6aiWM+5XodMPd2HpR+71EheBrzVvskJ8iVdP8rlW8/fyTJY+1lYKQW0we+OGV7S42FtKCWf6616r5R8n3jLjXUFYgDeWN/5El53VAP6dr+wpy4lVAPjFQByGpijv2+2YmsDa342YyTE/+987Pji/pZsmTJ2pL8c1SaOLgMjT4Ax+tKAcXZGyLaMVlGqhlhFORY2MGDs/Hvd8QAHesxoSMPSdRGVhuQx5mJx8vlvRq6sG2IZN1OYPuQLSFaIiJDdwvxmVprrs59URsu//F3ULG/28cm0sTqMEp5+DgF2WaExptKsFecR3gCkslay2QBwKxXJyM7zOlh3LfCk+UlpgZRcIBXM9+UtKKcy83uqelr4ujQnGm+7Ua7Af+ebcKNc2n/HRbvyM6zZB1a03SAXxZe8A+MAuANgDkA6C8RXbBOaHGyIF6ckbCXsJpSx0/3lXGSgShPqBdnxiGaFBCbcuRgYtxujP7b/ychIjDM57WW3DYIRXLPz6+XxXCpVG+L6SnOM4maMyYTJNFGwgozEmI0D2+LVzDLPBJEPy2IB2mr8UCL+JsxkS3Pe2dsylgbIBpls0I/dykA2+D1bcKWY12JGboGfAln3L48l9duC27TnX6tp/5ULjff9161ADMD/urd0w15QYEGYuImjops86aLXLCNxP7nmajfsGcicf3Jm11lZNyCO5jBATp+xNAErmRK2gfNuMLHnZRgD0J8Ms+ORTXNmigDW4tYTTFQDqcOqYwKJSRdkz4BBUVlmac55Q27L+0iLgX/L/rFJUeIVOV+Wz4PLYK087DLYXZfp52rflEopLfsFWDPLrAHYhfykM1iAtsj56dyL9F0ArN58yV/kS1958r+SvGVrVeabTeSXS2pVealcuaTWlJfKlPPsMa88//oSEmr0Kvgpn5DCxzx5SxLyF9+iuu9vyPcnPta/cwViAP53vq8b7Kpu1vjN1mhLVCjSddTU0Smfkvn9UWFlBihHATp4PvOnNEIc63shlHVd2Xurrypqxwn1tP30mtp2fhVtsbSifWnnY++616RHCiBbGbsJZexAUGTV1r+amIZlx8Obhb690XO18vcec8zMgBGdqAMQMpPJguR6qXyt73oU2q+UrGvIVC6DhdwUAOw3qT7ssrzyn5S1Ke2z1vZv9PfIY4xrQXja8quK2mJZRXN/opJg1ZIiyuK518NbJyVXSR4MMGaA13nyfd+0xX38IZkFdiCa29fxLy+017+36pz9lw8TH+BfvQIxAP+r394Nc3E368sd1ij5iNOC/itH5Yv8d0B5+zygnQHYwTbFja6s7/lQEg4sFRHzqGlGEZRYi4sVdRcFJWxjY881whIjMwDyriP3KkRq4ng/1lyqsr+XL6FtY3Fn8Pc8z40FP7CiV2/+h5AYhREOa9r1qvOCaR5gLU0v+O+5qv/Xo97eW3W7/L+eQfzi/+gViAH4H/32/LNOrptmV/Gkxr4SFTwlt/clTIDtX89+9yoESlg+jwdO9Bsg0EVGqtGy6e1X6vcKK/Wny6pzZNiANnKK6xNkxiZ7iaViSmWrIprUWR622cf+veJKA+TvG31pJXOyOZjQuYT/nW3g+pzfxr5PsmBdcENQLvWT6/dSPp8st0ZrOZ7br/waZT/G3zzvtrO/o4+VW6Nk+TXabtauOuHIe525yLzeqlusCM3G/p5uzNcfA/DG/O7/jdd+g6ZuW0ZltvdVtoInf/tkCqR9Jbf35FUAsB2AR37fYGdE+TidaQfgbSAOcOcBbfbJFZgcOK9jA+cvapn8ZXGa1BjS/1h7sdZsuspGbwDl7MhnorDBFqKUB4JslSy7zjLedeVWa90mawRLeW35VCYcBap8v2cB4IYEOAD4nx5IUSJJielVb9UtqYHDP/2y4vP7G1YgBuC/YVH/jYdE+3mtyqCEVU9KGAHFV7K8J6+cL7+85JXLJKOkiSnpfpvHXG+q9xbs523ATPmvrjuZqWXYrq/tfg+BO7NsDtFru1nVUg5Ota0XHGU65zsfxqAo5f6VGWqkM9FQhukbVdr6q2tQ1Dlb2yDjRoa1ilYmUq2F1LrlEuH4u87vn3JcFLyOPrGPE1r5pLfqNv+nnFt8Hv+8FYgB+J/3nvzjzijlgvSgVwJN5//vk7cMriAZaPiGrkuevKRnvdkN3ZOkZ5oGpZVCXlLJhLGwceqBlb3VVzuUdhSm0DLiDrSk5SQtOWCyAW80W+cLPyr6Udr3wJjsnm+EsQ0ZdkNTIXVDkwHeESB3bYXUTQ6jUUUF72EiRd4qE+k7J1K/u8fs78hj7vm8j+XpYRdHHst+PssYomVv1Q1stOKIVyDHCsQAHH8silyBbpp9mqRn3Ub/9B5ccSVKQAZWrVPySo/jhxixAAAgAElEQVQ3wbZlHjmYRY7OKZf7ZbMN+ymJuBLlOjDEJzOdTwEu4FvUdXU4+VY1GHjIBj1HsnRmd3+r9IOpeK3bZJUJqJRfuWXITGYds40q/upJYEzBtVK+D02SfW6gEkqsS9i//wPxvSfd1kt17/sfONf4FP8fVyAG4P/Hxf9feOlumj1aUguEOF5/7XpTd9rYAgJWWihkG6WVvSJAHoJ6AN6lmUOG5R3NbpF1LC6Yh91pbAPVGLZ/aABQ3D75nicDhlBUknNG4tNGs5rMMT3uH2stMXJS9IYlehPjxoii/27wG5r1vfAA4td58ri7YGRptTJ+F3rmqz1plW/PBb8n7Xd/Nfv59m/CtpOSq5PyJpRTuQ96qjqSqnHEK1DkCsQAHH9AisuAf5a0JYbsQ5+65R+/Wv9fJUoyQcsIf9pC5X7drMgZ4193Wh4B3EnFms6z6NtPr5Gy+2tg/zpbw7/yhuQjgDHvu2qbX+w6tplX1cr3RcWvlZfbWNa3KSETQBrpT46fK3CMKlRpcHKmqbnfbOAu+1vphFWKWxeMQTAICcxBnKuXv8JTwh4PnL685Z7WrFirtctv1+4/FnfM+Pl4BUq7AjEAl3bFNrLtu2nWbMmrg/DCiyMuNbWj/6Ee3D/i3VpZ8yvr29K/xbzgh9pLij2vyp83CAznxwWm9ngb/51BTzlqpehei/cd7WduGnAqgmjGzUBx4hiU0QPJzzkmZGKg3HD+eus62w1ORE/cfs8D1u7xUkpQFre8NMoNsHH4ynT3AqwTyz0lVxRozcSeahTYZ8URr0AxKxADcPwRKSYDnnWX5F2zsS4TPUnKs0EPFiJXwshKRTGYcWQKyFKTzLyAXmpRATGoyie7hYb2AG6u+eH/xnvwW6UVdr25RqYoVaN7jf417lP0ynecXCcQMpleQzhLFReUrFEII2P+vmFgJ4kX898RaFdvlpIrtb5+MYDN88XNe5fwPF8vozUXxUBcwtXaiDeLAXgjfvNLeundNKef5Hcu6fal3A7bQfpr9NHW5JANLCP55aRE+ZSMYIkPbyNFFVcKp59fK63Qb5WW69cqy/Vz1e/0a5XvCos5ROZX8b6t8lkj7fQpxvONisz4lu09IwRcrAt5vaICdnSVT3dPZbhBSRmw+P+KdeXWBgSndWmCEyNEy/aZYWVkFMJy2fIxCgUgzz/0M2E4gbWfm5fecXIAyvwU11vmtX7b4Uehx72yxlda0WCh9Zjx8g1Gn1baXPLfHr6X7vWXAKwdoOdhj08qq19a3Kymv//t5x2/wP/sCsQA/D/71v13T7yrZrT1lKgpeTtkklECokqarOKtTshf5ZsO79rVCZVdJa1enVD5VX/KW11GaytJfmVfXlVPqip5u/rya3hSdUkcu8SBtV/gExv4wwYWdmmHHRS0ShKUKnce3UQ7j94jBbgNrf+ZMzw/VU6eJNjJeOHCEi4qtlxaUVU+2T2S4TbYUJlWSS6vxNvgegTQZQuMfNV8qr7dY7Zl/qzT9jN4qzKD9wLPZGwaF7ceL0h7LlAUA5iR/UTyE1BmTUoTsLIBYjJ0J7ASziDbqFNkHjn1u42i/c3hLBwdGDcYcKj2eOxYe1VfyZ59VP/mv/kU4sP/D69ADMD/w2/eP/HUu2hixYQ25xu6ui8ZsLp/eczquCUMAHRljaUGsoF9XWDAbkbsuy4TX/rrE2SbAEmtoS2002eNVGFGtZz6zRybL/5oOfnrZtNUHLBvN2eXdEl5XENha5gvirMEXJ/rK+0+2dKYP9ZeolVb/qZKEzPPm/We0WmEvt7vCzO0MN/kkU1zvtzCtuMMkBcdPF6U5LNjqyU7piQ/6wipT5TFAGZUxzZUcEOBbGkoYZoB0k6PPDKnXOGnDfLSl+0wzIQ4fOnFPqp70gY5aHyQf+UKbLhP+79yeeKLyl6Bm7Rgk9VaW8OTX11aV0NKVE+kQDYFsKWS3sMTdmXoDxsB2JSdHT3Y9Y3Nvt9GWy+ookrj62mX0XtYKZXealFetkhVLjlgkmW5lJPJcIvLpOiDkuFWHhcQpyrMqpb3lMnimHHN9gzmOje0SEhx68aNRJSoxLVHyVXMIlO6rzqmsbb4GnnvdMw//BPN7PiegSx+ybWGtDAwRngkO1bUW6R57T7WgkPGaVGr8contgEJjNL1DlPqqCKA7Ahf/63yvOen5UtNczylPZ4juw4ERlLCK1kXfIM31h7xpUF9VPe44t6H+PmNdwViAN543/tSXXk3zTpBSlwk+QeVZkdKkTCnyVizS8RktShJrW+U+bOctl6wU+AVm/oXr1gy0K0WVVa5Xzct9tB49AK4rpz8zZ6zit0Hn98AcAOG8laLd8y7DyQj5nzLr9yikG0htoT0XzcwW7fY849uAFuZdXSxsuZSI1dFb1JmnfC+VtRfKGQWd/4o05USUtXMTiMMjMl0eR4wrvbePtpxUp1C5wLoQ+Kadzil6gn2uSguKsysZmQvx8AmW952XvGEL0krJP9XyVvjSwlP/qa+vG08qfgPRnEnlXoeYlogXxpk2pwj6xcAcPKsPqr/dAkPFW+2Ea5ADMAb4Zte2kvuqjntPPlDcu0HY9aZr2O8buVhZ8ZebZkAuL8SZKwZALsgZci+sLIoY5Y2fqiz2LJbSENktwBkUQE40RuGpWyAO7ZhkYQsjrus6Uwl1pbRNgsqW1aYzaxlfcjOo2M/iFkU509c2mstbvto+fu3HX7Q5t9tZ7sYAWvvmaoyZveMkvDk81/XgkPGqvqwfdXwhcMKkatmdhxhYDzn6A/tOIBkzSEtVOPdfVPrgA1vZtBeWNxqgmYfN0rzjhhT3CmHz5NpB8YYQU8Zr2ey5hLczCyV/OmeEguS8pcxOuRLvyZUsKUfuHhF3L342zl8mX9waaJvb9U9vzQ7xNtufCsQA/DG956X+oq7ac5bkt+eHaefMsyyxSjIFtcTLeoFybTSALuTlYy3mZ8C2UWVS/KFWuT1MIuaLidPK3bkhRIs/eEQcMc1zHsOTjJy6b7ThHoVfb+dPwwywOw52e93m2f6zZCRyvyZ/i4ne2Km9b8aESlMMjdEMYjvd/tSFb9Iu+dRGaCCUeeNA8PT4xrGX/qyJl04SHUHHaTdnmqvHaZmOu7BjjYw7jjCmM0EwMi61HhnPwPjrRdVLnTJZJNsv2zv6Zp/xCdiXblhKmkwzsX6cg3WV55ew/6lX110eL9L/lQ+3r40XfKmlVVyek/V+9rtd51mbVlO2n6tvO3LqKBCUmvNgpMfnL4SSlRIuXtJSr7TW/XuLOl5x9ttvCsQA/DG+96X+Mq7abZJGq2PGhZ9zbA8HC0XpzLZ0oOPl5T8vILA9G2DcnLQv/155wAA8gVZdAC4QUm58uf1824LGH3FbC+A22y6vt5nhgF17TcPMHDJBpUV9Rbqm6azVP7HLVXr7eahtDEvANFp27k7ZwBbLiGMEr9JpdwQsHOzzIAcZXuC9aPq4OaQ/9z2Z804abhdW82haWMf1nXCpS/bDxUCmL91BmV2J/BkDsrTI7So9fiMM2S9aw1prl1HNTUiXL7g5u77hvOtYsHNFApb/J3POjLXcZhPrjg1DcouWy7BkvHBn56QN92XPz2hxLRbVbt4ndASHDjeJF4BViAG4PhzUOwKOAD++OYn9fFNTxTanrEVstigH7uTtnFZ7IIqZpdXyqBfB2r+yfyvp8T2kp9zJggQiZaTAd3imNEVZu2qqqP3UNVUSTnXSI07X0AGIpLLcAF0ApWquq+1MtAly4oGilFfth9tpXj6gYylRAOAIyOLls+jWaj9j8yt4FjKZQw2d0DrStxrNv9TTtYxSvxa2nyqlZwJ5pqRl6z91gHha8488T0tPGSsdu/XQVU+3S18HFAEhKec/Za2XLqD9nz4OCtPZwt5LGo1IciKO40o1PcH3I3E9d7elh2XxOCBfrMpbfGz+5da3miezQ2XNPBnrjgVC8kgU3bZcgnmsXmRaWTLlLKTBs6bTLtdu64fJb+kJxxv969cgRiA/5Vv64a9qG6a85Tkn8lRJ5/3ho3hWJk4ldEWJ7SQfTae9HVSWuBJ8yXvW08qK/nQZxlZaiJp81xXwLhMtJwMIBZH4mKUpuroJiHgQtLKF/QjFx38eZjhRsdntpu7i+q9fLBqDW5hwhzRWLPFH5rbfrS+bP+x1pVdo4YDDi3k0Tu3w0cGLLt8sFe4K5KU2325c9r0Z0MxoYsBcTJ5ACg7Zh87SnUHtbKHf6z5lWA6N3z+cBPYILi5GH3L49bT3uuhE8XNjIvFB02w0vScYz+whxo+f5h2f6p9oTGl3yv+qGlnvK0ZHUfom6YzC50Ds8aAcfXhzWxfl5mX5BNtmtQmfxnoUlP2L67Hn3Fc37NyenQsquL0mtpmXpViXt5fKyWm+fIxLnmnj+q+U5LzjbeJVyAG4PgzUOwKdNOMfaWCEZK2KHbjYAOUKRb4BrAB0PryFiSk+QVKrFmjtXt68pr5UjNPakaLMNdxyWaj5WSbwd0EzY/8QTk5ANxgLIi+bL5A1GHxgRONNITqEzPH0WBUqMHAQw10q72/d6HDQBoCdMl4Kanu3r+DagzbN9xu7Sar9MUZQ+XJU6Nn2oVsY8q6lKdRw3LBqJOz2nNZa/aYULit55doXtaRrJzOc0a/OQ9IT7jkFe31nxPspVjrT7s8bUzvaPmZa3rvgXsNhJs+dGLGSBUgTkbsXLMwjaA8Xf/FtoUyW3rFZM6TLhgU8W7OXGbaAjVTfeNsBnZJPouQBKNGEQA0N1bm21zCIJu3DDmVLbv+ch7C1y9Smda9VTOz5l7C14o327hWIAbgjev9Xu+r7a65HaTkdb7kGoELlALYKNAmlVhwm2qHtcAumlknoUQUbHMrN0imYuXYya6Hi1F8viDzdoDrlKaKcs0B2PgCJhuF0ZtLMhIiD2XjOm/Q121ZaDaXGwIAl4yX0ZxGzx6hxv07GPnKBWNHUzu/pZ93/k6Nnj9Mlcan+8rsS6l2x4l1c14W+yJVmT0etN5vHGXognWFhEbQX3bazdwMRGeXP+r9mPa97fRQDezD3o9KCV8te5wf9o0ZVxrds6++2n+qgTBgHNXHnnLOmwbElIcJsuY9Hz5ejV44rNC1Uxb/qvlkTbrgDc05ZlTeS2XduBEgM+YHJnmOWCOrqBQdGGRgEuEy5u92n2vEwpIGloqubO1ERJiHDsIb0Vt1NqxBc0lPLN7uf2oFYgD+n3q7/vkne71m7laghMts+UZKNwyzTp8vfid2QTkZucOigi9cCD9kuM68oNgV8XwtbD1e084YKvqY9EJzRZ3XDwr7utlCHd/v/qXmHhmUmDlfYo/Hj7F+KP1gF5RAp579lmV/lGB3e/rI8DkMCDBnoCzr/HAp6UYFLugbZxO5nEoV88K4EblwWXKUTFXUWrjjRMlfrDljVcTcDqNV+62W4SGGPn2L9r3tDFWYHZSZJ170qvVvAeFdPtwz3I7s9d1H7zDVLEB4t6fbhc9RAZhw2ctWmo6Oo1ElYB3qvdym0Cmv3uJ3LW41UZPPfcOIW3nJVr4XzBu/H4BxlL2dPiilYY+yBqQ9ZE6LHCVCUjQEZDyPKWPvPk/JMiXTod77vpN08FVXBBCsZKteqh/U4+OIVyDPCsQAHH80/tIKdNOspr68KOAWVl9IvQLWdHzpu+x2eQOS6PwBGAG2biwIUlNJA03iOceOskw1HzFr11F7qd5LbSzTzdYmpjw96/iRlu0y++pi7/tP0u792meIalC6ntp5sJVTISDte/vp4WgPZeBPr3/WZmb3uffk8Di4JHET4YK12WFysHTRmVz3vCNMuXIyEpkcM5+UpQNmsnxIcmSsrpcJuQwSGKVwsnQ3RjTh4le118PHh+f04nuXaL/bztSu7wdFi7lHfaRBg65Xyx7naf8+Z4Xb0WcdefeDmn/YpybAARBHwZxz+PyKgZYRk+264BxceRoSX3ZgBIGkJWVtwJibh3xRaWJdVUv1jQFkfKFzxBeSv9CXVnmBIEcjXyqWJUgvOSB8BdaKlLTpZWcHQiUnt3rUHo4BuKT/Uzfu7WIA3rjf/1JffRfNrZhQ8gRfOjDVv00zcbKOFgVbQBcQKCpgJKcBd3cbXypNYBrgQDfflzWlX0hSZE/bpbI79xoIUCxoO86y5bkQqsoH/WZ6s/vecboBb1SBiRsIMl6Al1Ga/e44XbuMSpOs6C1PO/1tNel7tGoM2y+8lOknv2vn4GJhm3EGXER0FtdJQ6JpXAJ2ru0PKY0Mnmx8i2Xbm/+um0les9kqlf29vGXxbvQHVapdP9hLZVOqYZ90fVr79zG+ncXjc49X81vOVqPnDre/ERl5/bUbrPx6QI/zM3SuAdn377vftiO7pTRd9ePG4bF+qva1Pu3yjBH5soNSPjcvkK/yBSBo7kuHfKYlB07Kux03HKy3K1XnsnaECCjpPV/+JF/eD560kyc1TkpNPCm/eHfqValeRAG5zB/ltNszR5paWCqq9lbdoj/wpflwx9v+K1cgBuB/5dv691xUF81tkJD/suQHdctIQHZJl5ODGdziVLAqj6+fAtxAaSrbhSfzFbyfJB8JwbRuIu7oDeZr9vFBppuLVcsxyK6Cvu6BOY0RAOupZwzVlHPfyMiWkbJsdufpatyvvbb4Oi3mAHnIgLfzW5bpAs5kfS6QZ/zshmctkz3s/K7aYlmgj8wNyKzj37ftXcw4+d1wVCkKjNGM1WWxZOW5tJY5liNx4T0MachludE1RFjDEZlgLTtG9sSLXtOejwSSxV/vM92yzf1uP8P+JsN+6Ot2anb3KeF5A+6UqDlfStJNH+wYvgzvwbuP3GFKWgQZLmsTHfdivcf06K9pp71d6IOKDeTu/durwYtti7zpoFwMGPOD4QNrnS+qp5S4qo1smtGPz9r+PU8a6Ssx6mdp0lZKNgaQfflNfHmNPfmNJa9EJERPerFXbMLw93wJ/cuOGgPwv+wN/Tsvp5vmfCr5RvNdvdVvGeVkm8GtuDLvy3tJL0WY2iMsKee1/AuOAnsHL1VEfwONxFT8utP3Qp+YLJWxoVyx6Q9bq8ELh1pfN9qzdNuuLb9aSw6aqE+6PmVuR9GA/bzvnacZqxlClAsIWJCrpp4VqHI26XuMlZujmfrnV7yoz65/Vo2f7KADelwQ7ks2vKL+Aivpuhh39QDtc09Qlmb2loyVbI3MGxIWmWy0Z+vAlXGp7OqAm/OlHEx2ii6x0yTGWxctZTJIKzf7nhHRqg/f15jZ9Ke/aj4lZD9/0u0pk8nc+/5Odm5k0Y8sPMrIZm0uvyo8/3cfuVOTLnxN9V452LLhaEWBTPfDPo/YtrzPgDA/7maExyGCjb3meSPEZQcM4z0ePU4NXmprbPbigvE0wHjBoZ+Zl3C+4Pp3fT+YN+YnzwjdDEkjPXmj1urPUbdrd6s3d9fcmr7WNvHkNU4qkQJlRSpA3u++1t0VWxAW927Fz7sViAE4/iyUaAW6aHa9hGRpDYIck8993eZC8wVfuq6cvPNHTWzkBhDOFb5BgpihXOTL38xTYnfJrx3dlp7nrBPfC+dtcznqoLpFabf+S20zxmaix2EUh6zz4x79TUQ/GswIN7vrVAPeqEEBGeGUc9/UjE7DbXMY1/vdfrpqDU6Tlha2+VyfXf+MzZ62veRa1Xu1dXjoEQ/dbVk4JB0X7997v1reeJ6BEzO3AKcTvgDoXekWcwgIToCy05SGrMZ4j+sDc8zVW/xh5hNksIwNRSN6PG5cAEwC4Gvy+DH2+5ju/W10y9kLvjj8UtV9rbWRzQj63H3nnKA6rx+ow8/uHo4UAdYf9XrMKgSAMNmrCxjSQ56/yewkCTLzYHTphAx9bAQ0xl/+ksZe+1zOzwe2h5SnGWVyo1pFfWi5UQGMv7Ts+PO8o2uU5mEuOzDOM++LR+FIfhJaO+pWNcxQwrpBU7cto7JWZ/dU5qdbVTt/bbxE/9PijTamFYgBeGN6t//CtXbXzIMoz3GIV9+62hjB0aB8HALu6CYGEEUEQ5ijfQPdxLeekmQRR0gqNKI055gPwrEfsrpcARA2fCHo6+aTc/yx9lcaf9mLRpYCuKJBeXSfu08xZm40yKo+v2pAaC6AkAYZ7753nBHeTFAWJuMl8yWzOuzC60OJSTL1ge9doqYPddQejwYm7cTrr3bRAd0uMIYxme6Uc97QXv8JStiUiVlHfHFR4eJ3Ivq7y4qj40N/bPeTyPqjpWWX+f5Qd5G2WlTJNKjJ3nd/KmBnTzp/kCpPqG9lWW5o3hzYXYdcfF3YCvjP0iN1YNcLtdszAbOZ4z016TS7ATninK6qMBN7ZyRKh2joU7fa76whZekoqW30LX01pke/8PrRa6Y/zI1ONLiJmHzBIE24+JWcI0GQ8gB4gDiHQMeqfCxnV6qef+inWlkjlHcu9FGiJO/AGMerXOFLYxPSyKTWjWqi+iNPlLeuqA96/Fy8AkWtQAzA8eejRCtwvebtUkZrF7ExfddPuz5jM7KMBZHhFqNY9J3kG+AWqOCjtVr7W0KJIwODB6+QvSEZp5u1zUfcopdJtlv7jQOL7B0zVzyl82Dr2WYHwNPsnlPsCz0alINH3/q45h/6WfgwPWRIVmgKu4B8Ra+Xnm/T+zupzZVXhs9RCn1p2OVqd1aPcByJedxnxnVW6+suDZnFzNKSGaM2BSt58YGTQvODaLbq+rfMqpJJUk1g3MmRftxIE0xkR/ii7O2MFOYc/YHqvHGQCYCwH71ZxoQ+uP0RtbkiOG+2x2zjmBNus7+X11+gJ2d00lEde6t+amQI4ZIBH1woqgWHn9s1JI9BXntp+KW2H58FQNjtw2PM2b4w+nyhD+0CFjoZMSNg2THruJEGxlQWcgWkLat0vL1/1tP+asmjZJzTKgsRDgfI3GDlC1S+HBjz7yY/FlYO434pVap+tZfq5HQLK9F/rnijjXYFYgDeaN/60l94V815xJN/YQn2RP1qdFIanZA/upfqze6qGZUlr72nghTwZh4FYpMD3W/3zD0PTP+uwYDDVPfVVjn8YCMWP5JgFpPtYiSQHYA3I0GYKEQDVvOHtz1sM7EuAFyAN6rpDMHssxueMcBiprftZVdnzPx+fNOTGnPjk+pwyq0huDOH++S0k3RA9wtCRjECF5R9ncoUs7Z7PhKMAQG+Vcc0tjlh2N3bz6hmIMAsswO2KMBSIqbMzaiQuy6u35WEySr3ejhQuHr/vvt0cOpmYdzVLxhL2s0sv/Nkb229cCft3ysYM6I0/P699+nYY+4KR4t4n1596xohWnLY+V3C2V/W75UhV5n/M9H0wRPV8sbzQ29hRqkmXviaKMlHgz49QJyrVw9gTrroNU0/6d2c6lX0hxu+cLiRtujdZ8UsX/otIa+mL7+Qagc8BsrUKJrNP/xT63XnCnrxjGJhHAEY59EPH9hbddNzZiX4TxJvEq9ADMDxZ6BUK9BNs0mPSHWies0I049GC7esynzUU7W/4qBYuJVV4khPOtIP7AzTjKYUCcdAt8NoK53mCkqnrq+L/2uOSKaEFuwpjgVRCiDKDgQg9r7v5EKjLrC1Gb+BUOSCDJNSMyVnZw6ANOSnXZ+2uV5KtpgSULJ1xvNoLA9641pxM9Hh5FtDIISh+8TMjkbscgxowPaXnb/TgV0uspcEWMv9tmkIxmNu7GfjP0RUHpJStyNHzew0XPVfPMRK6oh4bD+zus0u1x7cwnqsqFE1fvIoOwblZjJNPH/p/fI8ohkob73xShd16NTLGN1k88+PPl+Hn9cl7HEPeu16LTjsMx17zJ3h2k0/dZgGP3eTHfvAbhdqv9ToEqD2xkvdbCaYoH9NNhzNVLEcfO31a5V9o9X4iaOsNJ1bVAMxkNfsvWV9s4PWA2x1smJK5FnBONAnnrzVvnzmxHKOGVEtMUBuN8YIa/mC9z2aHbvtfCV7xgSsUn2dbPQbxwC80X8ESr8AV2rJppvrVxvYLNC6qT3VKGMGpLvmGOAGwKuMYV76uHM7fKi5HQINZcZnsoOMA9Al64zOkUa2Q+oyw+QVp52pZw/WgrZp0Qy3PcBDmRdBj2jQcwTcyHqjQU8ZklX0ixwC2Kc3PGOMYQJgO+y8LqEmMyXiFz68wEwOAF9GXwhKxo/POV57PnpcyCDm5oDM86TWj5h8ozM5OPycbrYPAFlhZjUbGUJEZPYxHxgZCnGNyee9HmbJXDOAA+kI8IfpzLG3m72LSUsiYLHd3J0N0JjfxUIROUheb0j/W9TpsAft9T7p3l9/bvOrWl9zmf0NyI+97jmd2uIJM90g+s460UhrgLBbR24ihj98lz3PcQ+55NpwGcmyOY4LAPqAG8/PkPbE8/fdh+8S88EuYD87actc87tsB2t94oWBMleuAOxZF1oLZOnR8OS9lZT3gae1npRguLmwHBdi5lW/s8zYytVHfJpXDYsWwGEX3GAMcF8a1Ed1g3muOOIVKMEKxABcgkWKNyl+BSBpSYkjkwa8XoYaFr3PuUcDuoGcI73OXAHgArxR4X+3nSd/cVLe79kiCVPPGmylZpi+2QFzlmwxqsXstgG8PrztkZChy+OM9pDxMl7kApLVqDsf0rTTAoMbFJYOvuLKcGSHxyZe/KqG/+cuIx4Bvm7WlpLsk9M7GSP66FRfFSB8dmxnndT64bDkStnX2fyhdDXk2Z465rjb7fXGX/ayqr23t5U9AVfGojg+rOmfq36nGu/ua5nkujJrjf1MKRUFKUAItjQmE47p/NaAHnZ+xFsDbrSSMiDFXO9TE0/XUSffGgqJvDjiEuFMdOIRgbAGc8WPLO5g1wgIOwnO6LgRNzpHdO4euieNv+wlM21wwXnDlI6aKsDuHtP9KVPJijpb8TpudCmf2xafI8uKzxqcU+SFmwfcnADjHGXjmb70kuS/7ilRW/JhpkEERLKyUJDRu96xY3W7jVC/Cnrx3ge9VSewk1e3n8MAACAASURBVIojXoESrEAMwCVYpHiT/CvQVTNvBng9KS0BldqcPmwAuqPzCt0DFPR1673aKmM0JXWIpb78aQl52+Cc5M6CUjCga+XIHP3iJk8craYPdCzk1cv+CEV8fGM/O6do8GVPeTjK3mXsaPgjd4U3DJTA2156TZgBch5vvXCjYGqjkAW4uZlVyqRPjz/DsugTD7/fytgA3bOfna0mjx8dSjniLARIHnJxkD2SZdOT5RoMKAf2UIeTAtB854k+OuiGi+15Rqm2nbOLEDNBKpPMkcwUAhusZ2ZoATTGnY44u7vtT6n5wK4XGUub3jjA1emQh+w5Rom4Oeh42AP2N+QnQHi/286wfQjW/O1+vczE4dhj71TFLwJp0A9ue9jIaATa0rye80lmvZ/+PD37DHEPEI7OQ7MfGSfXzs1MNHgN3hu3HsFzmf1+HuHmhP4y5Ldcwc0dQByVyAy289d68l6UvJcgUnXRnGYFUjs/AOS0w0bkoNxYuewYg4j2p/ZMPRsDcM7Fjx/MuwIxAMcfjvVegW6aMy1bFQswcWSqfH00iEeIZPCF6GQSIyfxiydvsKQVSfmNPCnMKCizwmYGCGDzZkfTBzqZKpMrm0afhwRFtsasrp9IOywhHQnJypWM2QegfOfJPvYl64Ixp0MvvCE0UgCsBr5/sQmS4IZD9uh6l7BrX/jofGMKn3jEfeG4zkvvXiZvXYE9RsDwfmrC6Tp93/7mrUuW+fzH5+nc+i+ZQAR+vAsPHh+Whl/46AKdcsBjti9ZOSBL1g6YQkDCMtG5NR10/SW23XNjztVpzZ+w38de84L8Mmu17+1nCA/jvrNO0KEXXm+9XkhcZMGAo1P1cmXko07qFZLJhjzT0+Q10eU+9pg7tC1+xpJGPHiPZbEEGs+U052sJKXrB75PS2+yTc23m1tvGA3naKCuhXkDNxjRIGumNF03Ml+N8mb26BFrChBzc4GEZ3Zwg4S4B73zqBEG2zFi5Cnxoq81L/VRg2U3adZOa+QdmZDXLim/nUfHpYjw5B3XS3UGrfd/qHjHjW4FYgDe6N7yDXPB3TTnKcm31OaHuotD0KUXmivIiFxfF2DKEUMD4F23ha8EQ7PhfAnZkZkdYPG36zeFdiVL2+vBjtrim0DyMTv4Moc4hauRC5OQvP107XPPKRmbo4386uCrMx6DKOWkGXmCzPvtfr1tG8rbgC9ZJUE2CtDSezyh3b3hmA6qUTNOGWZ930oTAg7Q4Odv0tYLdjLQIwBVyF2OoYzcI+M2EH7IqBG9OPbYO2xbRpyOPrGPZdYA3zZfVlXNd/a3bHrcVQN0VKdeth3ZJ9sB1NwYfHD7wyEg42L0S5XvdHyHe2zbkfc8IErzp7Tsa9tTfoeQ9fsOP1g/2GW8HJPMljI05+N6tcP63mYuRgSl+sPO7RLOVtO/fu/++zTx4lfCtaXXHwX86KJz8wEQU1KPBmNV3CA4wZDUc3AQuKvK+AAwnwwYsybZUe6XzdXoucPsJjCHz/AKllha91JvNQjZfF01+3B4DZIYjM7SQPev7K16Qb0+jngFSrgCMQCXcKHizdIrcJMWbLJWq7+D1cy4zBsvd825PJTnyHQB3lwM5mBUyRtcIO+9dVrbwlOiMwqP7mA/1FmcKjUPLuQ+Q8kV0wC+jLPtA93+AC7Am51NMXID+DqrPbbHBo+Mb8o56XlhQLXt5VerxjspIwXP1zuP32aqWAQEsaNO7qUtlwRtQ8aCBr1+nf3e7qwbw/EcpxaFjKPTTcbG77PrntMZ+/a37JVqwbOfddbpzZ4yuUjYyM9+erYurxiMUcGKJhwz+rEvj9UFtYJki1lihE8AJ44z7LHbdfp+wfa8N7UGt1Cj544wK8YHlh+ikw961G4CyPBfGXqVTjr4YQM0SqtPTTzNTAUOO/8G259ZZ3rUgBT7IRBCafuhZUeIEjxlb0B40+XBlM+QZ28O++X8zRhS81t5W4Nw89HRD0z9l9rYdrlmyTGu4AbD2UC6/Riv4r2HeOYCX2pPYtA4wwKTmwWA+Iuzhlh/PDvI1B1pq3C/2RvuK/nSaq166W41DoeYe2jmbuus7ZIol1Ry+O2qX7gkU+iV4gfiFchcgRiA409EqVegh2bulVRiPDsOe/y2DHcb5BDpt/GTa66T73RZpusPLivNXyOvs+TzDR3WIgERvvhNtWrzPzLOD7Wn/XqfaSSoLIYr1kVm1ECJmVIzfcmo8APZKuxmJBajgdwj6lRufpXnIBTRl0WfmWBG9JlxZ4ZKStVG7GOZrwMeysCQnIjoWI5TiUL+kUyUgEDFTDDesU6eEpBjPKfjIWlmMoDoSFOUkhljYsaXEvkz487SxTtTqZcxkXf+cA+bD15Rf6EGjLxIl1YOjA4+uOM/Wr35HyFD+eW3r7SxKc6ReGJGRysnu3Mb/sidBlbHd7g7PYb0+nV2c8HNg9OChmGNKxIBgAHCToVs2OO3G1vbBaIflLpdkFm/OaCHFrdKj55xs4bNYbYamduHOeYJl75i/W0XvP97PYi05YkmTpIOj0bwcsmnihLqiKM6xqgZ15fLLYs5akhpgLGzaIwcFO/MlxLSi7eqbmHGX6n/F8U7xCuAfGkc8QqUcgXQvy1QeRs9IgNmHIX5UrJdp2ccPaQvkR0MBnj7qM6I6zVtl7Iq29mXAN6gditp6X5fhOSqaJ+W5yhz7t/7LFNwygrKhWHpkf7zpzc8K2Y6XaDrTN8TklVU45nnKddSeo3G/r06h2VhHgfUACoX9EwBX2fh57JEno+O4zh1KHSST279cGhW8PI7V9h40enN+tsYEjPQA0ZdpGOPu0N1BgWqUP2+ONkIUNzIsO2D3x6m82u/ZgQoyrIf9HlEnfcItJPffKmbapLlPn+49ZXJji/ffrj11xlpmnL2mzpjn6dtWyQhZ50wUmfv/oL9DUCTidOHhkAVJY+d2rKvKW4hPPL86POsPE5vt3G/QEJy+H/uDkvKvO+AMCQrYuTdDwizCRc8jypY1FZx3DUvaORdwQ2HC9jgjCtl92d5ftU2v1pZesIlL2e4VuEQ5UaXEEZxwVhQgbzFyQCIA7/HVPDeTLro1VBmNOMkUnaK9Ird+xF93pP3qq+19/RWg9yMr+yDxX/HK5BnBWIAjj8a67UC3TTnDskP6q25A4A20C2j1YN7qtFqDB08+Z09y3rToIlgPnKR2aViDktZEuClF5oV8+DyuMcYDSHjjWZePEe2S9abPYrEDPDwh+80QpELGND0X51ZAY/DKoZs5YLnICU5oGGO2Ck7kTW7Hq0bQWI/WMFOkcp55kZL1AhdLGs2QxdXDTJa+rBvvtjdsljABULRyHsf0BXbvmfPwxZmzTq1/Y/9jd50g4GHGDDSL394SXuduffTds2uJ33ZjsOs1O1KwPSikYKEtAW44vd75Ok32/He7n+raUajA+3YykhzYtjADQPA7PyEuXFwIiqUko/qFPTGCdjmH/fsG/4NY/uIzj3CXjJPLN3/C9GLRqrSBa0BCFrR9yH63lOpCID4FbspcMGoEWXp7Js0X3rIlze9QMkDfCU6Sn5IpqKaQFY86cJB+j3LnIPj4h8dkLbaZmXZ+tVT4pReql1Y4zT7kxr/Ha9AnhWIATj+aKz3CnTX7Ht9KS2ALPFtOBgy1Tr9OuQ27Ylghnpo7h5JJcl4z/YkPH0tmAmG0ER5Mzvo7e3X+6wMVyG28aSxfmBRWMXtQ48QQwRcdaJf4vR5ncRi9Pj0E/nSj9rWwYJmxAjhChdRoQke4ybgyDMC9SeCzJEMkiB7PPGwB2wGFmZ0v8mnWkmbkiqzsYQbyan23j7q1DYY/3Gl3CjY0UeG8X3KgQHj+fVXupgIBvOmBKYJLIQjWvWffKrN+iL24bJlSsoAGJZ/j889zuaK6w5qJXx07/+xjZk/tL00IJvRa2ZNzt5toCpOqxGCMgQvwBY5Tvq9z405x4RI6B/TD8bJiZ7qQ98eHvboMW5od+aN4RohZfne/elZYKoBR5zdLdSrdhs6gI++T4ySmZTlz1HRtfQWzD8DxJT5o0FvHiCOalF7EjeED3lKvJtU8jBJlDQyKNiokSF7id51dnAOrjztCGCeNKaX6rYotHH8QLwCJVyBGIBLuFDxZrlXoIumN/OUONyTN91TwcReqk1matFFs5onjFhlPd4w+KKjv5trZpO52f17n2ljKplho0lbS34o4EwPEZJV9nFgNgO+MJ2zg3LxsCf6ZJBx0IVuffXlGZtmKzk16Xu06R67wCXp/VTpmrEbZn3d7CslZoQbyN7JNN1sMT1kjOqPO+rucB51wKgLzRzhol3ftAzLlYBbXXepWSMSD6xoq4bPHRGaJvSberJ2+WhPtb3kGnv+4a+O1D53n2qiIxCk7lt5sNz+6C/fsXY/Nbv7VLW6NjBLYESKkacLqweMZTyRP+r9mJCCPPy8gFDH/DFz0JTAO5xyiz2GGhgykwTZtlPugpmOX7CL7J4vVQbGl6IRLWW7xymtv9O3j2XxLipNqK8DepynGu9ETRe8PyQ/vJFbePDnRtTKlh+lVUBpmn59JOb58h/6RfMf20o1saACiAO7p1RQvQCIke+EvZ0dLXqeqxY3n2MP+9IRfVQ3UGmJI16BUq5ADMClXLB48+JXoKtmtJUKOntS4OieCjIVgDeXCw1ZIcCLJVwk8A1E4YHG4hmSTFeQUiHlZuQco0EWy0wvs7254r0H7jFlKReYGwC8zp7PPQ6LOGoSHyUfsU1U4YlxmxOOuC+ceY0Cd9RFyClG1Xu5jY7uGJRp0WpGXKPh84ep/WkBQDGKNPba53XWns8ZWWph23HCm9e5KkEkuuf3A4wN3eLmc22fu/5sad7CkLTIVO/+/QCTq3TiHo8uPEpbLaocZtQogFHGPu7ou4zUBVu835RTrN97Qc1BZsYQLb0DwM6MIspyjrK6Fx8wSQM+vCBc273vP0kHX3lF+DfjXa+/eoMxsV20vOlcNb8lADIXkOYQBXEzxe5x2hBkw5me0v6vkreF2wYdbPbLHoUjKycjduNfbO9Ln3vSQ71V97kumrlfgQo6+vL5vGa4KMFWp0T9XWSEDdUrV43w5F3WS3WCckYc8QqUcgViAC7lgsWb518B5CiT8q705IVGrwBGqFqVQ0QfZaL9+pxlJdxIrPSkfr6ESDBpYKhIBIgDvisibFgyTAhWTkAi9QW7ypPK8/uK+gv07qN3ZpQWGZ8BQLJ9i53QhDsXjov6lItJ57+udx8LZCIJysuOuRsFZpyA2lwelHgxpn9+TACWlHQpkWIFiCQlX+xuDAjw6ffFSSpYU1bn1wqMISjfUsY9Y5+nbO4WQhTjSpTLYYIjMHLvz62sZ9q8V2e5jBc5zxOODEq/9GkhuF2x3QgT+HDjUtFyMbPL9ItZQ9ydCErhbEsJmvM2Na+dlhuD28mJunNn+ygTnL+jKlr8/XWzaaYcFrWYROEKTe3soA/+dv9eGd7NAB8gnKXpDcFvl6ghB7PIAPH3u4XFGOtdO2lLZpzT4b1Lj7iP6gztorkVE0p29KVOnpRRgvmq+RSTvcTjmQzY2UCWUUHtnqqVHjCPvyDiFSjFCsQAXIrFijfNvwJdNfs8T3rcbcEXdAC8g22+NDvop+3f56wMQo6kZb78/kn5HxUoAfCe5vajfwq7efZxIzMOhW4z5ebML1XrRZdhw9nHj7SyJq4/LvZ49Fgdcsl1GdnUurJrNXjAjZp1/Pvhdi16nhNmmTyIHjQZoIvojGtUchEHILSe3XzyY/OPMc3paGkWs4NRd/zHbgDO2jOQcZx83hs21oWil/PohQ2NJd/Vm39o4ElmTobOeBLEK4wMHl1wjKLM7TvX7K/tZu2qc3YbaMdFPpL3AZlJqgSA6H+WtjOW9KWV3jFwcmQyXuPCam9os++3tUoF5eoATM80UhaBZzAiIgSmD/SDN/82mPZx1xWu0U3nhbPLPIbi1tD+t2rJgWnBFm4WjjzzxnCky+1LmZxsOEqU41y52YgKo6QUsRDMCI2dqQQYUevSlzNK2lwXQExpuvzKMHkmI37RU/Kh3qr/Ca/fXbMO8+WREVOi3iT3J9+7s7fqpOer4i+IeAVKuQIxAJdyweLNc69AV80e7/SgGXXhCx8noOyADQzwbjMv5FCxyQJfXj9pbX9PCUD3Bskzc1cyaAhW+O/yuwt6xbCb6fOlw1si+SGLavQtj2tMj/7h01jwHXz15TYqFA0yT2Z4Edt3QdbrrAN5bM6xHwi2sosomGZLLZ7Q7r7Qfm/0LX1t9AfCEmNHMHV/2/EH04mm10lfmf4yAdua0i8GCIh/rKi3SE/MPFE7TK2tzo2ft21Q1KIk2vHQB63sjSTmM5+faeVnJz95z28HyksmdNWWo2yfT7o/pY9ufcyAsOVN59ljSGBCYjry9JtMpIPZ3EcWHi3MEeg900MmXh52ueYf+pndrJAFO4eol4deKdyMCGQdj0rpVfM3BgxUA1y0uv4SNbszvJfS6s3/1LuP99H0U9Jyk9yIUGbPJdgCs53Z4mjUGtLCyu5ZFYz3Je93BdaXFmSsARC/kjFTjnsRIJz9WZD0SFJ66DbVNc/DG/RlrQKt7aSAPd0ofQ7+Y71VryTe2BnnHf8Rr0B0BWIAjj8Pf3kFbtDsGgWS1ftQXmI2ODsol2JJ54QtUs/P8JXsX1ab9Fun1fsnpRs8KURUsl2yXrJLF5RByXjx6o30A1dI3g+Sb4bBfOlScp7bIe0JTP+PEaNsS0LAEPAF+FyQfZKFusBU4sURASARzLQed1RgwwdJh4zTBdfoRC4Yrek/JSBSRTNIZ17ADcFlOwyz0u6iVhM0cORFZqpw5bbvq2BVWetxj7z7wQz2NZaH9DjPbPqM9TQhe0H6anp/J7W5MiCk3/9DG8v4HbGL8S5KvzgnwdQmHEjCjHbOS5g10EdlVheRD7LhZXvPMNEPgpsdBDoIGOeQv1xg2EDJ2cU7fVEMC0heBGXtaIuAx1y/221DFs2YUsQ7OBRXoQrwUa/HNfeoNGMexjnZMJ+tdPg/etIdSQlXrrCM/H2j+TY/HO3tsw/evpwX1YRI/CR5D5VV4qGbVStkhN2gmdXKSNWS2nR2H+W4u4weIf49XoESrEAMwCVYpHiToleA+d6EZCiJ1jAZqwsyHyQjM+Ui/YmS129HJfot1aodC1TmBk9emE3Q36XPmz1eAhEIkhU9yXTg7eo38iWTrIK0RMk5mn3T62xz2dWFxlnYBvClP+oCb1dn38dj3+w10wwNHHmIWVayTycoERWjMLnG1o/YjDC9WICQ7Bp2M0IXWyyrYCVjeqhrNv9Te997smXkhCN+RRWzXnr3ci045DPbhm0JpCRR5YLBjKb29FOHafBzN5kxw6EXBWPZD31zuGXZlIZRI+P6nvvkHLMyvGK7YJbYgXLBmjJWhuZ6ojrYyEdSYidee/Mac7UikKh0do1RNSyei6pn8TfnxfmFa3telyxXI2n85S+aRnQ06AlH3I9gbYWmvmOvfU6j7gxGv1zQzkC8w+lxB49790vJ2ZLHnVMDty1ldcrS2TeJsO4B4hrDAh9nwpe/0JP3UBnVebCnvPTAccarx3/EK7D+KxAD8PqvXbxnZAW6ac6nkm/fXh/f/KQ9A6sZT1kXzE0CvL1U5yke6665F0r+Db58SDQWZH2Ab1QUAcAFeB0TN/hy1NiEvCW+/LCe7DLG6BsTHeeJPo66FeAbnQVmxjcq+AFAD3zv4pA0xAwrfVRnShDVNQZ0AV8n7B8V6Gh17WVqdndg+hCV7jxrr2dN6OH3ij/q8bnH2wiRI3XRw7z3p9YmNOHKzehDsx1x1VajzJkJ03uY1yhIHXFOMCKEby/9U7JJGN7MFDPKRGCqUHXM7vpl52/18OKAK8c4014Pn2DlZx5jlhglqkuqDLXno6Ii9Noxa3CjVXgXTzstEDPZavGOxg5G0tEFzOfZxwWlcAKxD0Q/ogEYIsUZlQ3N7r9L/o+uLQEhimzYCYBwLJTSMHaIzn1D4isnHbxaOsaTAOLQBYQbCoCY6kY08A+mNO1sJYPn/Ime/Kt7qf4HGRvHf8Qr8BdXIAbgv7iA8e7BCnTTrFMkL2hUFgqPtKt/b9UxVlAPzW5JuTllgG5bA2bM9Eb1gSkxU2qm5BwRY0AQH7IXKlg2fIpeNL3RKFmnwsxqljlG5kfDTIre55sDupuLE8FNQodTe4oRIRdkqC8PvSKDLMSsb41hgTEDPVMMCVxEhTTQdH5kUQBuO0yubYYLlJvRH358TgCgZFonHh6Ug6OSjBCgtl5U2TI0Z3JxcdUhBnjuMTSXr94iwAJ6u/R4AY72pwUEMYQ3EOCI9nzpC6/Z7E8d1OViW0+i7+wThOEFc7LOF/jDXo/p0252f6SoC5TrPfN4lCkNC5uM/uddApeqaJmavyG3DXrjWs1L9Yt57OgT+qjeqwdnfEq+aj5Vw/r2ySDsNX7yKB1+bobRB6UKM1pAAATxDowuosE+ZO5UG9Lh9ZASz3hae6kfZMQhqQo/ZoCY+eswfC+UtkT600VSfovbVC9NFMh45fiPeAVKvwIxAJd+zeI98qxAd8050pfOk/x9PGmdL01knKiX6loz8AYt2rZAq26ISljSS6RknT33yRc5JCtH+km95EuS/4nkMRdkNjj0KJmljXoPU8Ztc8VVET1h/wfJM5ouX/RvDehuxgcEWSRzrplkLqwCb8wgCWULR2B44G4WKF9iPejCEZz4G9Wn3fsHYBzNFpkFdoDv7P24VufdC1MY9x5EPi7aJVA7RCwD0QwAGqAmUPRiVhXVJ+aOiSendzIgiyp3OTZ1VC7z7Sd7m78y4Ura0ZsEMlnmggkncemu0TGq+duNRrnnmNk9oHt6JnjV1r9p0OvXWp+b4IYHyU6IVNGg4kCFgHEoF9zwUJlARjMVpKz1SXr5G0cnsuFv95gd7sPNFyBcL8M72Ju7Sn/sUU7la3oBCIcDyLQLHGMalrYLjD+42UiLbvhv9VG9tOJIxtnHf8QrUPoViAG49GsW77EeK9BNs0+TvOslPxz4hd1KuZkRHReUOMnQXJ8xeNybLvloT1eWvMAQ1wlZ9L1NiljMIU5B+TISfKNaTXRhm8/11sDuYXmbkRTAN0spqRA5KFswIpqx0ts2j9+UsTzMYBjCBFrLPEc4SUh+j4KqU77i8WgW/ejCo/XTrssMpI5vH/j1vvbGtab2BPkKEhaBTCWjVrXfOFDHHXOnPYalIJKR9H/pAxOvvnWNeTZTRr+kSiDd6OwI7bW7XWgkOeKFD8/XkgMm2+9R8hSEuA9ve9geR+yEkruLT7r310e3hlNo6nDSrWrwYprYRMXgtdevC20FufE59tg7Ve29vaPvldaVW2Nz1mhRu8CZqN2ZN5kwSSq+kPylkoekpMlrkg1T9o8GymAAcdSgwZN/US/Ve7SH5h6YlH+p5B/n9qHtwY0gP9GxNcrqwdyv90Fv1WmV8SLxH/EK/IUViAH4LyxevGvxK9BFcxsklEQcOLQTwqmIL3MAIRpkG4z+uP5i8Jx3pyevry+/h+SHNNsRD96TkTWTFaJqVfe18PsRBi1zUGaczmu9ObBHOIpCv7LDqbeo6ujQftheLZsUlC0UgXkAmsguogBFD7XvrI5GtCLI8sg4iai6VhTsoqVdPHwxOeCGhNlhIjrf60rLzPKSgRLODIFS+4lHBGQmhDrISqOZMupasI6Jzk2et3GfaG94p7GNdPq+gYdwtLfN2NQ5DV+0xzGw6D/15PCGqfU1lwnZTxe4MiEzSjBjfHKrR1TxizRhDm1sQNhVK8hqcYBCmCQ7mP+NlpeRFT3irB7RrHmJL+8Jye/ppVzdEAKBYY40povKn9c3EHatg9Tjn/VWXesldNfso/2gPxx6VP5Qe0kIxGyTBmC93Vt1M2QrC514/EC8AqVYgRiAS7FY8aalW4EAfP2XXdYLyYaMF6/eqN0g2RQkK4AlEm8npNuhniYk6rtNeY6eJSXnqNwgQg5466YN3b2Jkk8T0MAXDWPA108k7fBs1/6UWwSjORrRviuPR9Wk3HaMFTnnnmz3HzJAMkGCG4Fjjg9mV7NHdijrUt6lz3zPLwdZBh8FS2aoEc8gcF6C5Qu4IzlJNHzhULU/NdBndqXlXd/fWye1CdjBiGc4uc9rNv1IZf4sbypgAz4IiOZORYvfEeRAmIPo3PgF88FdCxnrq/ZmAEFE3ZycUxOPA4qntOgr3IuI1Vv8ruc+PceEQ4hd32+qTof8J0PwhNI4Clu8jwQMcW5U0jKR3k+SvzXPoTyFY1U0sljqSU/eOX6gNW717J92/Uajb33MRFOiYTcysLr99KO+/I59VM+0SbtqVueEEpf48kPVNZyS6N1v+sNWtpOvZM8+qp9WYsl4hfiPeAVKvwIxAJd+zeI9SrgC3TRnuOQb/ZaxF0hW6A674AuccnM0i/LkLZa823up9qPdNOsCKXGP5JvJKypV/9felcfLWL7v65lzLKFCRbs2Zw5SaaG9pETapEVFi6IkRbSdOZKcOQpFlJJCKEKUpFWrFi3ac+Yo2ksKKQrnzPP7XPc7z3uemdTv+/t99J1q7vsfM/O+8y7Xc8z93tt1PTluiKQcnfkEFPzMAFMswDBY0s5ssnl8YuCsaCS1oPOl6o9vrA3PmNcn7MQlwUPntqPS2Jl8xR4KyJPtyjl91kjZjMROZpobAeJrjs1wfIbm12U5YsRRIxq7kJ24wozHr5L0MO2i5g9iuw/3lK5mdjfTqBLEGjeNjWBM73K++dwjgxQwu7sZDdIYvTKK9R8CfIEFavZSu5fm026+fcVDeOb2oK7NTm12bDtz6Wy+Z9cxCTSc0fGTE5pNUjSmgTl/7RvT7nTCvCcaSTFO63RzKGZB3hNX42fKnQ9c7BR35o9I8TM6UgNDx8nGPjHWxZ8fNloeCpzxQY9OOCPifjyO387C3wAAIABJREFUqAw0D8SH1TeiWm8jqWkTPFVU2dQ4osEsmJoisJkQUAe8mYDUw6QjQF5oi4jMn/jUhW4v/nDT+broKfVDelclKm6uiWbfbET5banREfmKH13yPeu3TDmnj7Sw29VezcDK/QizSckZ+abpfOt9WtXZym1s/pnxeN+wA5eEEBz98VmZqNQzfV6VuIDPAc1jPH3HMCzqNVNO5asKMW17G6PclLmRIr6dNes6lHcMRnRO6zgUBY8clUbswW5nslkZa6R5bMqCgE/ap8AcuuEwGVXa8Y1mwrRF82exyQfNSL6yegWGrQ94KdjZe0njgGt6ZfRz3FNGUSCIo3bpZka/Yz4/JeRips4vI34aiVHuX3hhmMXoePoQ0V129navGXjmjoCwg7Yp5SPqEDMd7aJsYs10tGNIMzALLWwrfp+Ndkzhs3vdGRnVGJk7s7DFEUTes7CDAUhdgTzbjIbdDDM/49wzyTt8ljN+bmDblKBQeE6LsLQhsOE8g8gJBniPvCUlKEjXPAzPrC8Ugf8/AuqA///Y6Tf/BAHfAbtOXe5OkXh2N/s/2BZ4menmEkTnXYvEvvkAu45kToWEEhxP8X9E2dxE51tFQ2g+5g+vAQLyYwBv9p2K+beNDK+QDUl0vl59maFqHTb9zHysX1rnrU8lyQMwdc7OYieT58/ccju1dKmpSyOT1fmtxoe1T79hi9J6Fxw4UfZjZHbbz0G9ml3BV277tIxard7jG9z9aVD/5bwu53ZpnLVlFzWtba9rsP+YTqHwAj9r8G4BurUIomwyPj0zOmjc8tPN4xafhR8LqV0AEXvggwg7gG/95aiQ5tOJRXCfZ0YPDxubdnq1OboeFsx3014svQuvXR/cC9eU38v/rXq4/cl7hoCiCILJb9Wljsr6tm8kTaET5hgZjdsZCbNRjGZhnzAwMjRMdjPSUZIsxBlLFuyQdjzUACZXYv2VedjiJiB5uduPXfZ8KPGNXe9H3tBDcHNmgEkliFbReaV9Q98oApsfAXXAmx9TPWKQzqtfgWo/EgymDznTuuuLB0jUW/VDTXIF3BxHoRT6Yig/G0jeBpjt+X7ZcQsl5cxuYGds1CLlIokvaAaYnoSNGxhGKmJO39a958ztSecODmt5bIgGsBu3zxs/OK3jNoOFSQ7hN3wxYmdnM4kqnJHmkSl2WmZK/K5lp4asXM5xcr9PTlqAmXMC1SF/NMivsfqSgk5CkPu7aJQPD8PWB6M82yzeHd2bBs1SJL4gAQbNZ9tiSnZh/2BU28kbyv15jpaOnddJW9X4K4wtD5uERV2J0TSN87+TF3QPSwqb6D4XBjE23NHoXDlrzI5kC2w0KXYr0oXOmn1tWJ+nHCWdsGMaM4hMskgGg8sZzWx8Tw1mOmFXQ6bMYCmiLQcg0TkJMBqWLjCmxhkNf+GJQPAcTEln8kHHEdXfxfCvW1/8lQjoH9pfiW6OH7sIi280iASyOb+3yUlEbh6Cxh9zUwzlgwEb5hT9yJHbmY4lsYZPE2lhboigYppFHmuGYpnds0zrMvIlrzGNKUULSNtt5r6/Z18CfIfI75x6Zik4Z+xsaftXMX1eUONkdE3KSbIy0co6PYdHZgZSe4yML995buhY/Drq8T2vFaUk2uP3D8IH5wXMUqSWJMUkjXzP5H2mdT7uDhnfoTjF8F+DxixGs07CkOndKS8Hogs+1zPFJmbMDWrH+953sqSGad+2/Aj3L2QfU/qIFN/7s8KNnjtQpBOdOTpLub/fqksUzGjYGeUAeR2uLp7RUb6S5V/um4kxhSjYwObWzAK3GiB4WgHwyg334eVB94Tnoa5zhwtuAKUtU/bjGkR22gqmAVBJJyxRLaN9EpdQm9k38kAzre+RbsyIIxrk5dUUgb8QAXXAfyG4emjW0xIDDcw1rpEKMK8DdmQcUZHLIcF9HiLs9pG8K50KU85+Fytrt0w57/xKOK5CfcN+EWBpEggGVgE8d+vteOOqB0PYOYd60jk3SQ1VfoBhXzQwR/F1ZodtBuuSiACwSWhc2ZlhHdRvfnInYV2Y9WFapoLStGcul9ljmh+JskGJ6WeXeu0RnRE2czl2Kn6HTVVOPOK+98/FiuZBA9uF+0+WmVhqCg//9Uj5zJ8tZocxj0PzZ4b9RizSaV60TxVWfjc0SUVILkJjBMtI1hlHixilOvOjf5YVWA/2LbP+Tw3mA0eFE2kUOpCnFfJ+Pz6BvjIwZgUoEuHWDjBXA5bzX1Fuf+/iR0HBB38G3H9gSa33vqUofL8IiYuN1IaDzArT2Owp+H6/8LlNaDSP6X+l/3C1cxzRKlaOtLvSN4rA5kFAHfDmwVGP8icIDMCSFhYVW1ci8p2TeePuxUicYIMRI/lR/bblxyKk4LNasd7apl8f1PiptpzBwMwBKvpXIm/7CBDKHfnztNyPHMjkQq4y87AjXWBnLUktnHFGlDSTKQspK+fePyikt2T9VjR+1wTXQfvonKfw2AMccYbwQzP6dVEbR3E4IuTs/FYTQn5hMj099NQVsmmHN5pJzZhG/ufh6wKHSrtym2fCtPkd33QAx2JolzWaIw7Dd8C1v6+P3g2D0RuKNVC0gcZ5XNaXnd21tCM4j0vrvcM81P4uoGxkJzQ7omk+rSXf+13VVCpijdwZu9olyt2KDKHpqW23D3WPqRPsrPOxd2C3+QEBhwG+s4A4xkU9H8bTY6rGjhiZUveYZsk+KVKVSUozSQqC2QfWhV03NT/LZOFyo0bFKG9ikaQTlpTCb/XXSDTMBzHfrjMBC5dBsrVyP6dBo2/+AgTUAf8FoOoh/3cEilB2tYEJf20lohlXGn6RkQ+j3oNGnO0frDSOaCzluAOlAKZtJwxOU07ylYGCH2871sCItA87ajnm48ZaOPfKlK5HdSjHzNSgJcmFxyst+7Dxig1YtMzaMR0JHQot02n5pBx+2ttp+/I7pFPs3rRKU3fYhsOEV5nWr86LqLa2pszrDk/NBtdYvSX61gtIMGh05HTotCu3eyocp/IfKk49Y0hI1+jPCVOonpKIzjLlGM9vOQE7vBkKDEkzFpuy5LoTjWQ2mCNmFlhvgBr83E+h82GF9eDA+Rt2YK0BbEPuxwwGMxnO0rudzWqLJHP13QyM6DzyYY14unXgZ5mjUQbmhhIUiCePYUkfiCNGHb5nhM5omA8lzSd2QIcLgwcqdcDhEuiLvxABdcB/Ibh66E0jkFkb9puA+A2yJ7HeW0URab8FIv0o5lCERGfX7UwyD/I6Lz6ryvHQYZOUI2UcRuWPrfyqspN2xmP9wnEWOomz2o72KA4DxZ3M6DUzquKx/FEbKiCde9TdaTc7YlUbrK8bzAST7tJXcqIgAzmXafyeU1CiiD11eml+9EcRBYop0BiB991apmXEIdMx0/LX1UT/2lVauZxJ/qHZUtnmO8x3ej4swhU0poKZEnbmf4eRp6+R62gwuW/BrKNlZCgEOWIlCnYNV5zrJktWyvjUkE/1JaayXbTqzyID9inAMCSWmjAZsFifd+Y3hlnYL5KoPDUP1To7TvF1260W+krKIzrj3w6bs5z+tIF5sAQFQts1AImDkkFK+vi0Rat681kc0d3/YJt+rAhsNgTUAW82KPVA/wkCA7GsZgU2sPa3JdWImHL2Wa34o8/I1/1wskk3gmS/wWjyQREW9zCICNsEWaTofP3xJHIZk+YxMLvOAP0tDJkuJMXNcSN/jIUcy54gQKi08/Aj14TC7+QAPrvNmDQ2JzrW+1/vJjO0tI5nDEHUI/7368tkuLp0j1kwyaBrmxHb+HcleAPJPHrt/FgIG9mvyIJF8+kqqTTEmVyaL5BAZq9bKgN1pkhlHq7JfzU8Fjus2WlNo0gDxRponKWlWATNnx3m+wUD78WCG4Oxp8aPHolOpw4Lj0ecqQvszBF8uPek+mRjmTPyRJP4wje/CUzusagnDhkS8E8DdhRgWGzegu8yG+Ra3naO/F2k7OMk0CmCSDsgGebDMx/kONfc4fyBHuOZXRRHYXhRMZQXI5gbTrtMA3t5CQqrhIwzdtC3isDmQkAd8OZCUo/zHyHgzwc/fecwLLosIK+gUUGH0aZnt8URle7XYiT6WUDYHX7d9ieRE+QcqTOfnIIStkDFxUA+OX6lXuinffk+g9KQB2rJz33B90hFnowcuUYod65XBozHyzcFrFPssiaJhm8T3zo/lLc7YmAPkQV09lrRRLwYD9K1FJygwL2zSQu74ZuWH8lbOj86QZrfpezXjLltaMWhSOZVyn50wHTENH90ypcg5LY7vjkBv+wgE2K4assXUP0X8XlpzpkPDH3rzk8TMnjo6StkNIzWbEo7nNQ1mEt2xnosU/c0n68aMF8Cdhd+zg7kF0urRBw6nTIMjee4ujcflmyYf+YcN+e5nR1aeiGOjDmVJbuoErZTHiIk6+BAsrS5v3bd/eDIljNmDBgJU6wiZWvXodZ2I7CLDB+TLtWgwnU8f1YNlXMGYW92aKspAn85AuqA/3KI9QQ+Ar4Dfn7YKCzs/4CM0DC6cQ6H4usGkX4lKBCx1xgWDwIikkZmKpO8zhRld9b66t5oNTyIKkllaYGuFsnurk6YObaSQWXIyJczwVvymFMWBOM7NF8PN6hV2i1YK2T0S9F6GsdyOJ4TtONaQxUhqgk58zuc+dkDL1waagz77FLcdusvR4ed0Y4og59TS5dMXbTMevLwtUehotZvsq1f7RfDJjC/lrrfPaei3SXBOBTNF00484SR4NiPM59HuuohJbi3zHGhyxo9KlzOHAtm1zhFJB54uYfQXtJ8oQrALAFsY34+Z+oAfNw5aAxjRM96sGPASgIdI0DgxT25Rff+yAGXiEAFzQCvrMfG06ujegFg+URUyM+pC82HATapOWt7+dVp874RRPYfjMbvhDvoC0UgCwioA84C6Ll8yn5IbFsTYG5U0sJfHL1IUoTVUlEYWbHygH6DEZX5nWIkbrOAeB+O1/DH+7v9q8TTfaYnclAAtgsQOcPVBzObuzIoDBmZfURZO44GTX2uF744OtCs9WUA/fXyo7JMOkRxblOLsbjzM/IVn/eZ78lhPXJVkApmT+8VDZ9ErRV15a1fd2ZzEjuUndGhsHlqU8ccsepYrE9xY/ep9yxqrhaZ3DQyjt2fbiXUms58lrD0tH06g1jm3C+/z1ov54xpnMmmk/aNUn6Mvmmciz73iHtAiUkAPxrAWmBbsoBNev2isEbtp7vpVC3AwnQoCkwub3J6O2t99RVoNTxUYZpfgfxO1bC+gZXyhBF6sc/avImnxt6MVXt+FX6P6W6mvZ0lEWnm5tDTbkLfKAL/JQTUAf+XgNbTVCFQjPITGbFYQH6ZnVnYu35F7X4uPRhDgtyHkr9l7ZTO7ccmAZUirX33InB+l2Zg3jHY2DWJ6se5uqCQZDx+VTgrmp4WRdLC3GhgRanBrznSiXHkqIrq0v4CmDqsnzL6Jfdy3oZqwr3cMKAyZKhV47d6azBypWhPiGVSWvozsaRCPP3kKr5kf1vGdaZ1Bmc0mWH08vZY2yDImHIMieNINPI1T3wzqK/WT+yKHoVVWrn+bC9r3KSJdObrFvOzXjvPdfSdlJKKvH/hY5g3PlBqonHEiaNOdLBsguaLh568UiQNaelpdvMCYIUYW66B2YaUaENGo9u4CMx9SdjgIBlRO99nPHg9vgaRTjWwZX4NrBkLWPHO/Fth6cHvMUh/KLIPxFEYpE7UFIEsIKAOOAug6ynZibq4eVJGSSJSe43Ajh2MaMClGES+D1lAanMcMaHzpWiCs5O6DEKzB0SPneHkqwboYmF4LDkGHTabrlzXLSkLmS52vMEGplsS9j5qyfrC9Jv4cQ9pK/1xp5bDz8UxV4edvnIVfvfuDm80BWd/ffPnaY/t0xcH3t453EytXmr20hjdMcpz5vMuZ9bJqZDk7vGyXecIIQeN4vKjVgRNvpTUu7pmlfYya8bcRtF5MnT1rxWOU8v+fsdz62t6o9WwdB818e3z8F1KGCGjOUq+/0Xrt/Hgc5eF188HDT5w0AzMTAt7Ol9TscgXy/A7ry1sH8B8aABpcWfHO6/L15D2RR543BIUCPtIDGXDACMdYWThohN2WQl+xnQ80/KAXRlHYTAIraYIZAEBdcBZAF1P+ecIxJAgo4R4189bv405U4tFlIFGykNq4VJvN2XPWlTrYlARDcZZUJNjKewCdrOhpCrsfNxojy9Y5OvYoHU408JMPS9vESjtUHuXGrwpY2Rbjc8HTGlOezbg92eKmOQZqfpnSKl49yenYfWeAXnSsVf2w4Gj0tkM/Wj1on0eSBOr96NGn6eZx3py7BC82yMQNvBpK/l+7CedwjSrXzfmttHftQ9x67nbI6I57Mx3sj7jFre/d9EcPHFvXHaloP35LQPRBWdUfaL6Ey1vfTX0rfuc4/emEPCe/Py54aPwRr8HZJ+dXt1HaCpN0nA2eCHJN9iczW1PjbkF7/ScFeC6vL7Ug7d7X+ibWeM9zsLWBozcPJnD2KHOuWRn/oMYpShLEO3KbTEkmMYOcuEZLGmc9eXML8vrcUSDk6kpAllAQB1wFkDXU/4xAr6GMCNTNlxtSLEsMTXMH1wnCADYx6phq84VWL2TRd4c14Qz++Hr0mZCO50yPOQJpmydgSEJgxQv/dEVcjhzfKbeEmnYlc3MdvKF77D8ESGXevXZtchb3XOP2Y7cQ9LTFANggxNt+0VRXODp6/KzO786MWxeosOj43M26+FrUX7aC/I2k4t63Med8WMTMnMCFzedhm0XV42vTn7tYnx9MHvMIPfljwX53cgZ9yMp7TFfnRQSf1DkgWIPLFVzTJsEHxMWnRcqKx02+CIccUPYvMYnkJ0YgT+woAd+TI1qpY8cCfsZNXglf0+ZRcot0nZ7tiXOOv52N7b1vkVluzzkt07CijenfCHXwu3Pz8gb7T2Q3RtHVLgzA3EPac6Swjj7DZhFSTlffnRHHFE+iKkpAllBQB1wVmDXk24KAdaGLawMwiY6PSfOl/VWGqNOEloEHcdiD8UR7dwf39WugdWPueabzFnQDH7gyQZmujsHReuZFnaWEXmSCkpGmMpOfw6PzAi6iDlbSsrJlKrPUgPsIRfj1T0Z+TIC9s3X6KUiFEeDnJFiklSTNNaWOf7D1LCzB168NKxjVnVdB1vHv9M15DS+sMVkV5OWbT5PM7Vz2TQGQGq5nx/zFqbOD66BDF9k+vJt7qQbQz5udh2z+9g3psuZNqfV+KmOXDPNAAstIDq+Pr8zx4EYBaei27WALQKMjBz90HQZJr96cSjacNDIzmjTN+j6BszUOArOKUKihwFk9ospdzphpw/MrAh5ox1/tQFGlyAqOfyg696wOatKdzA48LtA3slx7BUwoqgpAllAQB1wFkDXU24agSIk+pnUrK/PyrT1sh1xcpdBksqkWWBiKaIyMBxD+RTXdJM5A+o39lCmLon1x+ehBmmk9vup0XcyLrSmEbOhkGYuNnUFRkasyALAisfyHWBGCljIO5h2ZvrZWdfDxqWu1W4AjIjkTninK5anyP/PajsKuz8jPkp4p6lyRKpG2qZqx9QippOiddtvCihe78yfHWZTGMk1nHHe1in/HFpyIY4c4GZog3Tu7SuOF7rKLVZujSu3CcaCnFRg2RnzRUKSRnrJ7oXT3fYyAxT+Wn8NJizqGuJ39LWXixRjYOYlwMpw7+yZ18vDFC2d/QoPAXYRYIRSizVa1vmdZTTYFZegIO6nldkRTyfsmvKYHaETdg9oBnZYCQpFVzGGT3YBKvm6vQG2sDDT81Ft0CDsvjo8ob5QBLKAgDrgLICup9w0AjEsIdn+JG51WrLkRGbkW9WRjDFxRCV085tt/FEdbsvgA/4xjui2MSwZ7YTa/QiP5yDbVZ1vg34cA3udhbmZrykqT3F52s4L9pUoLuVkqOp0MF/79c6MOd3lABr6TFasc/baaW5ImMHvv37dJLwwJJD5o/jECSmZQIfSqOXtwrnjXrs8Fsodcrs/t1tVyzWVFN9795LZ0oBEa/bg8SLL6JsftV+4/ySH8c9M2dIxU8vY1d7PO/g+7Lhwb2LzhYXZlcfx56t5X723D8QgAPMYYFnDr8ZubI4uUeWKlkHLeR5g2gBW5AL9B4bqv9QCH1R2eq25u+TT4ojOLkb5AJvqXGejHZ2wa86r89024oTdgxoVkEpQGJA7qykCf0ME1AH/DRclVy+JqklJWEaetYhB5owwYIbHUSAyRn40xAapmXP7hcQL5AFmM4+zNYjUrItkxyQgtEqZ3be+KAFgRlokDzIwh9EJ3b/wQlDXluZTOgJmLmBZx8TIH48TdR0aWZc46uKbz7/c/P4Ool3rmz87TB7rDAEKoZsk7SSNHct+enrqs5fj8zaB5GGVypBdB5haS49/HdOfDOgb6ZQYmftGTV06UVqGTKB8xkYrNlzRfN5ol2b+eefvpRbshC0yyC44Qkb5wDSKS6ag+RATqEqZjwzMKRZJdq5LbYF6xaSslGt+rbnMLzPdD2BZEsl2Q9CkPIbyW9ycNxvt6ITdgwKzJad1ujl8YLOobFuKpsFgtpoi8DdDQB3w32xBcv1yMoUaHB4GZnAJCsRzpZprRDuPKUiOGznCBdZo6Ygcl7SF3dcgfxVQyTzoXt9TPu+V7iAZBM2vN1rgm5RurAzGvn7NZLxwyx2ynz+3a4FZBuA8a32/zll36Y7o3mS61HFZOnZNYb5TqXLQtgIw+dzRT7fT4ZA4wzV30bHTwdNqrtwKfbZJ9yXT5/UVWT7aGSeMwJ5PHMqXTK3W/bHwM4xbHGjvkhSDM70po3ZgbX/8qnDmMeCDSGBmFWDrLW33OqY/ETjwOt9sh8t3Cr5vYZ8yKSEDv7a99efbo+duj7pzMFVAgYUWjH4ZBTMapqUTYpihSdi5EZgn+eDFejjT6m60at9xp6B9D1cawNw4olIWiCHBlIHMOrFTnk7YNesxo8ERsJTj1kYrtyL6798OAXXAf7sl0QsqQvk5JkhhbmOARBKVT7goJkVlyY7nLTnjSQEAR7TAqKpzmztD8n2nBRtDgnM0kuakoIATcGCnMVPPqR9qzhs12QhQQ7AplZPuX9gNjPJojKidOlMEZmRS5lQhETJ1jGnkfCb3c+Ck8LYBhPh/+K9HhClYL4VMJYdGldU3Ytj6w8NFv3znuajz9XY8wueAabSy8Re4p1zGW1F/ya7oUVBFqCH3M/saLDk1UEEiJzW5qQMubGzLCP7Wn4+GzQuiZ4+qkjJJe5BT+/bvjxcyDHaA89oCMx8BVorJ4z4+K6yzeg8HX1ug3ACtWYtlFMyaMs1rZCM/ZsyNArEOzHqwHD1pJAp2qeIIcGRSzmfkwceP3Pnen5k2wC0liEoHexES9xtAlCX4MMERJde0R3IRkoxwiiuOaPsQYH2hCPyNEFAH/DdaDL2UP0cgaKapeNZ1tPqpW36zU8ehIem+04AtQuJiA0ju9fVrJ4ERm7Mz24/EHk86HmTD2mKlAUSUmDVZ1mZpftrYAqNN0OXb0meb4n6eQtDXBqa2ha3rKwBlMFyx+3YXOm86cVq9T3bGJY1DgfhPGHh/fcgH0iFMY0q266HM7FaZz+tclSI3y52+7tglp2NVqtH34r2ngoQkgC13GD74wqX44qiAErlHwUzUX7ILI9zPDAz5sUXYgM1tgkOaXq4ZbWFlhMcXfqifaIQeqYYtA9xqgQYApDvLJzLJYAKbF0e0QxESowwgx1x4zWQ8n8o+0GGfdfxo7PYsA2qx8+KITuaLGMpnArYTX9PJsx7PejQ71VN2TxzR9BbuNAT1jSKQPQTUAWcPez3z/xGBGBIs7AobBkXbKTjgzK8/Ou3XYpQ3sUg+B5jt/Tlcfid9tIZCAZE2QCX5h3dYsfdSTHq9m0R1VETij/n2bxdyxGZlJUxRBFbEan35wIwOX4apErY+PWYoFvUMnGp6p3BAX+k3efk6uxaQESdf5m+vxw7H6SeH3BJyzMcm34iPugTNTyd2vRF7T2nP6/zOAqKS8NBTV2BZ24BW2ZNfFOfPz+jk6Oxo3qgS41QRT/BpK5kpuGqrQHOXGFtYOulD2QzFjmiyVdG8WeXVlUielQczjTrLnAnmbDBnhGlUgiJVZXC8yGV52GtcBcopAyjjX49NGQhSdNIavL+X1IM5jsYI3yJyfCkaL+KbmHzH/pG2b+is/49/brq7IvCXI6AO+C+HWE+wuRCIIcGocE82Zz34fBWpfnpNsUrzNYaymYDpxBTs1PmXhZEeCSnOaTNG8sS09fitTk3UGGhhpMHLly70uZcNMIhOycKcw7rmreuOBEUcaD7Zh4F5wKb4iO/+tCNW7/GN7HPBQROx/VtCsBFqD/uNTukqTfZbwOzgcy/7EajDdN69cbx/ETPyQBU1Y1UEzA5uOnmax861EbDryW+d6PQ8Zs8MBBX8znELPGIA8jVKBM5InOZpH/9skBxkERFC6yfGlYLCF7SG7xTgwv0Dp25h4wZY48aNyI7FKJVGkQaKNbA+TRWrjdhwBFCtXj7sk3xoCprgumFFcy57+hiTgX0xD9+2G4TWIgUVQ/kIpMoCATZmnUXlsFI0udFhpf8qAn83BNQB/91WRK/nDxEoRoK1xx0/uOBxPD4hGKnJUBxaG0eULFeIYUkfJ8rgj7fkbcwXjV+OFMnPNOxlSeAVA8MwsaYfKddaUU8EF1JqPp9GEOmahH2ZIz6+opA/u2tg5lhYkj4U+gpHjOC67RtQM5LBCzDSTOSrC53SuQRNHpKGK95nfc6s+oQXLW89B8f0D0Xp5UhPjRkKdlnT2l52Dfa/S7KxUgPmC5+fOp3gwr4AmKNZ477zS7kUST8zDS1XCEwzgJBV+6xZBbOPxmmnyegunealFpbDxfv5qXJuI7EHCT4oZ2xReQCQ95ABhBCaPNHki6YdMPpMkS0MzmnvKkWDPFelAAAcl0lEQVThZX6T3TetPpJshLMM1q5wJC1Y80RHwDS2sCvzEHlb5QZD2PTF3xQBdcB/04XRy/o9An6UQyfMBqaAVD+wdahVi0pKA5A4KAmw67nOJycukC5pZ0df1wsH3yJ9O7TX44geEkOCNWIptJJ8giQUtCNuuASMSlPOoY+BodSQdGKPLT8dqxoHJEpt+l2Jg247J7Vf5CqDJKkW02rOfiRtYWcaGBEkGLGqDdbX/UW+e1HzqdjuQ6nRPg2YtvyMXdjsxqZl0DnKZ8+OGIG3+gQaFmSPopMF8FNKoamBr7Lky/6lROxFLokOjo6OdvmOj7sOcioRsUv7QP9Bgvv03+Il5P8mTF2PWySfMohISOszb/kz0xamOAL7jgVEU5BKSZxBdnZWu9vB+jjNAB1KEJ0XQ/lgwAozh5+m5/tOpw4LtaMjwNm+iEd4UH2hCPwDEFAH/A9YJL3EAIGBWFa3AhtYhNwvExNfYD2GMqYwj+cIz4Pze4VUjZkSgHFEzQAsOSqJpBAtszuaXdI0NhOdf/B41Fhdh9Hgmz/j0yO2wp4Uwo0uO+4NPPR0QCFc/efa0nRU5xsJOBcDyXuBiBRqfZIMV381wDcWYNv0sav3/Ap3fyIRK7ZYuRWuTI0YGZixFlYah+bdF8f73YIUs6uZGqmBBhGu76C9GvNvFniPzWLU7mWUTUuPwoWPmYIFaU1U3qwzc+uD3QOHT9rh14qJexJJzldHOY/MuWRn5x51N3Z5qQXfLstH9f03Yn2pgZHagd+4JSWBY8bI16gHXYqosGjFkKBKgxSJfYrRep/uDNJuBt3r5oU4CkJlDv2/ogj8kxBQB/xPWi291jRaQc6qsvyYRF6pE1aPobwYsHQcePrOoVh0WZCe5QztOW3uRINAv5fpzrNKUTjd76Kd9kzvUGkng1TChczSFj1r9jUoT43+7D+mE9r2EsZDOo8bDcCZomM5k3rbT8cEzvXHrUGpwGrrajLC4zHaskkqcdrzoHAEbdcXDsA5rUMnxONI7fLhR6/GkpMDucCOpw9B9GE5Zjhj/NLgsXi1OOj4PWLAJTisRCL2JGBI9Xj2z7ssx51fnCzba/xUW5SLaKRqtDAcparmR8kH3HGGaO2m7ucSx7/sKyDtNv8gmbUO9jHXUNIRsJKX9rHxu74tkv0rUTmjGqq/bGF3/XmnFXjg5R5YvXtQHz+m/xVoeavI+PKo18ZROPQ6LN4tDxF2YUX5qU8JWjVmpA44BZr+8w9EQB3wP3DR9JI3jcD1WNI0gqTkUn2nwvcZDvXxOKInFiNxqgVmc/sH5z+OxycGdeX0cR/zVBwF7WJIkIWigy+cwH2rojxbYYEDDAyjZPhCD02ntcXJZ8szAZ1LX8CI8oHPROU7PiDZG4gIlZevFEQHTUdNcikLHGKAvFeKx+PlwaJRkNHZDXJQincfuepYUHaRdkWDJ8HaNnurALsL68Cr9voKY5cEkTh5psk3nbKBgG3NfUinedfSjuFMce+GT6D29/XpeV/OB07bCLAjeZdPTlogUpDOLjjwficD+XFDRPb/HuhmkZQnjXd7zMaTYwOqzFo/1MW5h98jvNPk4k4i73A+VBUjcYJLXa+MfoEFA8dhix/qhnVjANfHEQ0OoqYI/MMQUAf8D1swvdw/RsBn0aKz+CkVXTWd2hYUe3fG1DNfx5BgsfcYdklzFve7AxhYQvbld2gW5kSLypURRIRu6uWbxuKVAUHEScYqjsbQqEVrRbfWShfTY5MH4qMuwQgNmZzI6BQcD+cbQAZr/ei2SuRBund7GUQmcJ97ys7EypSkn9MQNsAjVmrEtpbP1kUxBKahU+e53AASpk54+7xQOcgJNljglUjgyK/lPuPf64Lv91ki371q6+dQXagi8SwzDI5Mw6+Pe/Vm7tfKAHSUA/nGT1dHZ7UWfuaU9YojOiaGBGvBwtdJIhWOWtEy+LsnxxGVzEMRyq42MEPdQbx/l1vYtqUoDLQM1RSBfxgC6oD/YQuml/vHCPgO+GYrdI7Y6ouGwnZFkguagW1TgsLnilDWzcAIEfKbfaZh/ohAjo+Sdmd0kB4q6QQuRfTsYpSPtLDSNTRqxfHhHKtfCzUwJ9mAEEIam27/oS1+3Ya9UMCle81C3U934ks6NDp94Xyk2IETEqgSUsDrqRlb8ez+cUgFSUpIsldyrJeTPP61HziyM44NZfzsqU7Iftasa1HeMdATPuXsEjSZdhwfGFiLprdmnVUEJ9y40hkn3pbSXLbrkrAtIogkuM+HXedh7qRBcpwd3myK81vKMwJRLanAhnH5qMYoeJvFZz4LEoQ4o5JSKrJdFEfhAQOQOCIJSF6dc8asUbsZYi/Nzs2d44g+xBeptWVuXJ4MyLuRBK4bgmgwY6WmCPwDEVAH/A9cNL3kTSNQhMUXuMiRY0rslPYF7Fl/LUH0/IH4sHolqr9uYVuQFILcw6v3oI48cGb727HHk0FHLpA8LIn8JREkOQTb0HcsdZfuhIuaPyh1XQssLEX04BgSVD9q4JNX+LVdQz8C7GOBzkwJMzUsZg36bPu01KkB8KGAF3MDKSJvTqauxRpcvcVLyFtfnfXrWwwM6bMakOSDZB+0Fnd1AvWPU8YnEGHgmD9iJN7sIzoUOKroMhwyRFg5+TCyh4UhLSXeu2gOnrg3Lp/7esURoGUSZgClGX+r9zPuKT89fAC5pGAm6i0RPo/34ojuV4SyoSY1S+03oPmjYgamWwkKJviCCi+W3oXXridbKGROmjSV1Phl81spoi3dDfXFl1vUxi/yZPUrIh/eiijHrdQUgX8sAuqA/7FLpxeeicBAfFi/AtXeYCC7KXRc6tnXHfbrsM2mtMdJXUPeBpkxjSHBKFHqsQ++0BNfHCXkSzik9AJwJjWwSN8k7GsRWI7u4MX4XXitKHAo/igTEDnEIjmBero8Do9H8+uuFrjKAHtRaGDddqsxilzNrJGuqIsrGjyVOp8QhlzBGq7vOH0pwwrkN8pHxWf0s29dOQ3PjgwifF/cwMA0tbDMpx/sjxrt/Mo+6HJ4qJzUzyL5i0FECs0+8ccRA7vjsJsCmkymxC3slwZYxPllX6SC2x0HtgFeKUH08Ovweb08rOdMdbP1W62VKHjFPgHhxuGDuuPwG91x7b6aYtb/6/9WBNQB/1tXNkfvqxhl7WxA6i9cximbEUf0TL4uwtKGBhsWBkIHX2LSwgvByI5RKMeOSKrBOdokcPAQRMuKkFhggMN+aLoM934kM7ZiJNXgWA9Viywqm0eQ39PCDuAH49/tAtIz0ujI6NDYl7UGkf23QlKYm9668iE8OzJIdftavanaLvmrz6TSE8UQaFT46d5UsrF0dheaYEZ2zw+7PIG5k4OHBv8BIh95jStQSY+9Bzu22Z1My+hgPjECHOfS6/ckzgDFFYw1uCb/VZhkhFHoI0DlZQZ5TENvSeEHCkDQfN5ncmSXInqFTxc68a3zw7p6enRuzomjYGoMCXJES2f5x+c8JXPENIoosMuZZpBsXYImQf5cTRH4lyGgDvhftqB6OwECVE0KnFVkSRzRIL+c0dDjz6L6eresacZRMCDlzIVo+Zk7huPtXoESUeH0Y3HqWUG6FoCLlBkat/CZpbYpayTyhCljQxQZNSQtPG98CUgzSfMJNvJhd6qA4X7HfHXEu5jyUqAj4BNbpOrNzDs38dPiTaYfK5rFtAgq9q5E/u0GaLO8RblwNdOYOr90Tyn70noD5kfACqn23Ek34sOuAa/0OUffjV1flBneH+KIbleMctJrnsOGtXvKzgA7p2muy9kCn1XDxmgSNZolkZQ0AUfAOArmrE/9Z1Fz1ZZ0q8/GUSCUXzEkyCIiTxmLLpuJrw/9AMde0U/mokknGYE5XBmtQgj1xb8MAXXA/7IF1dv5cwRiKH8esEf740RbrNxaKCfZqEUloOrIb3Uj9vrelzEcuvFQJPMr5eCndboFFE4IrPKofEQ+qYARJ++P1vgzwgamE2C3sQB1ctM6kzudMgyN5wj3RCKOaGEMZe8BZh8/ck1nsYocAiQZIu6Xts8jR4kiFC1FkMEcd/ff6q3ByJWBpjCj2mvzXpPXFhhRDbijAvhUHGCvmSA3Ne3IAZfi0JJApSmJjc0iqL6vc9R+TTmdHtOcHkfBwzGU3wfYbuTLnvj2eWD2gNZqeBe0vjogMDFAxxJEHwlGx+x0J3/or55FcpByOev/6H8zAuqA/82rq/f2OwRcR/Ov9dfg9pTQvV9zpGxuHNHbrsMne+Whks1XNd+5dBaeuivgP264KIoLDwhkCgHzdBwFxxch0cMRVvh6w15H70+VWL97HqqXAEZE5IduPAzJ/Ao5iuuStsCsUkQ7xZBgeLkTxQ0ockDbZ/xJolYUOK/KAos8Duu2/LT9q5gxr698Tu5lcjAHVnmIRV5rJ6845vNTwFleWs89ZmPrZTtKerkU0Y4xJKhHuN+3By7G/W9KE7dQQ5IikmaBSypgp1aHKSMX9+fHvIWp83vJtjrfbiv0lSm7P47oBdej7LAIzAJ+5osv8P3VNV5B3gYyXGJuHFEhoU454ZGADZ4S5JzqfB0W+u+/FwF1wP/etdU72wQCxSg/0YoYAkBVJVpKuJ0/+4vyEW01CKYihrJiwMjw8Pj3zsX3qQah1tdejlZDg3Suhb2oFIXji1H+qIUVuinnWGv8VAc9d5+Nmquks3l2HNHTXD15RfNPcd/7AXf0Vl9sj8saBSpCBmZwCQpuiCHBOnEN6vBSj5fWalgXtL4miB4rsb5+Pmo8aoEjPmvzJqal6B8bzT8IZ6cYqgBzFGB3ACBE0X5X8tlt7kSj5w7kx+/HEd23COV3mxT1pXPU1dZugX51gtIrZ5xLEO0aQ4KNWMJrOWHReVjeQqaTRNyi0fNCELIyibWFQ7D/iiIkplLMgdE393XjVt7DzvI4oiKZ6MyVDSqR/9EQNF6hf8CKwL8dAXXA//YV1vv7HQIxJFjzPDtzg9/wE0P5B4Dd+6vD3sOUBQGXco01tWX0iE6T/Mbr8Vvz4dh3bRESFWSlWtruNUx/guyOkBQ1U9Up6x1H9I4Yyn6mBCAJOkjUQUuPWtF5I+y8ajBruI2yfYwgaZ6IRGUc0fwYEpwpbuOrN+3y8n7gPHHKaR5nRQYwqDn79d0q2UL8HEd0q2KUX5jqhk4To/BYrD6PI7qb//Did4/ve+8paN+dE1byECFjRkX4+DiDvKf52SsD7sPLN0nmPexw5hxyCaIyHK2mCOQqAuqAc3Xlc/y+U8QOBwGmlkVyjQWGDkHhK4QlxUEshUtf4YfKS+0uud4hd3Mc0euLkGhvgHn80BcMIJ8y6SVpbIiyqP6bRVLmbJ4fNgoL+weO1Y9sI4jsbVG5zs3mkhqTFJk0Ojg6OsAsj6Ng+xgSPGf7b1p+JHPMtB3faCa1bFrA4PXLGxHU/p7vfc7oQ0svwJGpEaokIg3ysaFBEvkfcj8/ZeyzXVVgY6NbsPcXRShLGJgCP11dbW1N9KvzosNFon2+KULZowZGMgNk0ar93TYehaR5LI6CgKRaTRHIUQTUAefowutt/zECTIVaRKi6hAef7xmmqr3ULSLAfoMRfS+GxJ2c2eW+dy/tGIoLXNxsGrb9eHePpGNxJyAiNJXTnu6Nz47juDLQ4YIb0Pz+Dny5Io5og+uQOCgPkI0z5l6FTzvIM4Fo8FKLFzAfxVGwdzESsy1w6vL9yjHhnSAlTqGJbi0C6UJ+JY7o7BgSjIK39OvJGdScreKIvhFDYjEbvL86/F1MeTnovE6nkbRd4ih8oBiJ4RYQsmd/LtqTCKwwiBSWoPGn/sNJJtrs5C5BAfm11RSBnEVAHXDOLr3e+B8hUITPdjBYLzI9rBNTAGDXFw8IySEMzMwSFEh4G0OCZBeN/DlhX8zBAENKEC0qRtlNVhilgFHft8O67VbJ6S84aKKwPzEwjiN6TDE+aWdRKbNAk16/CN+0ksDUE33AS3FEjypCggL3Z/7QZBnu/TiYT95m8e7o3jTQBrbA2aWIToshQXGIfT479g1Q7Ym24+t747xDhIXT2698ImDPr6xegTu/PBHrGqxCre/r4YqGAZ+1hR1bisJL/YcTP1r2R6CAwFnze2xQY93YAFIkJruVBUqVQlL//ykC0l+hpggoApkIxFB2F2Au3QQyvwCVx8XR9PUBWNw8iYgIASzsPwXPDxPCLBwavxBHFgdftahsW4qmzxSh/FEDe/IvO/6AO76WiFf0bOng8n8Vcfs74oj2LkJZFxPMAYtCkZu3vXjvqdj2oz3owKRTughlkw1Ml1V7foWxKU1h6uReslcgv0jRh1JEJ7lIeVXjLzG2nPTREBUjqhml9isqRXRIDAlG8YzmRc2IqkY0ah2TcMNF3imn+hYdKkk7SN5B88kzNtXBPBCf7LURFbWU1Ur/rykCVQioA9a/BkXgDxDw+Yq5C2kUgcjQEjSeEziiKu7pP0hVf7kvCnY/E6bSRcpL27+K6amxIT8SBWzPOArvjqGsj5MrHLGqDdbX/UWurvcO86SGSoGkOKKXxJCgIMNFa3ZZjjEpvd+tvmwousMpx9q9FNF7i5C4zQB9K6tvFO7pjbWEiEs6nNnpTGGHOKLdr8PiA/IQeYsfvBqbgJdK7pb9qmrPQD42bjMIe6/0RS/Kzpgvqk/NprRD4Yw2qXObFqUoeFf/sBQBReDPEVAHrH8hisCfIMDIrRLJ9knYT0oRDcLGlPnzv49NGSgaxH4kCEDmYq/D+/XyUGMlv+aPFu1738lgRzItCRw5BNGXi1FWYmFiJP0g+QctUpGH/rVeQmSjzM+WxhGNFaFsjIHpubbBSoxe3l72y4hsLy9F9M4iLO5tEBFlpXEfd8aPTQJSDHZzb/ehUGbPjyMqqhAxJLhxN9anWaempQspVNFCFiPxNWeCfw+dvTuOQkeSrX9bioAi8CcIqAPWPw9F4P+JgN8tzUOwXlzn221SKVsZyZFGI79u+ui0Yiw+6xk5Y5u+fXDQSE5D2YpKbNHgZjRaVYSyuw3MJWu3/xGjvxXJXNReXh+9tw98vwGuKkF0RAzlIwDbx1dVqrF6S/Stx+mkqv2KUN7BwEqz0/R5fbC0fcCCdfopw7HXnCP4clkc0T34wtWVN2y1VqQSSVbS4u7TQK3i4JjpvMwxlN0CGDJypCQCzdA4CoKd1RQBReB/RUAd8P8Kke6gCPwxAn7KOGOvqXFEhW3Dd8BOJpGfn9V2FHZ/hup65t04CoR4uRjlMyzs6b46Ebup2VUdWOS8OBpPdulxppRvXXuUbMlfVxP9a4fjQNfHEb05YJlKfsTtZPMiqxft2D5X4cDbA6EHpxLl14EX3Hgvvjr0PRzbpy+2/Vj888/5qN5gEHYPctgpo0RgTazZpzrsEqan9W9FEVAE/nME1AH/51jpnorAJhEoRvlpVoQNpFt4JZD8wOcwHoAlLZKwCwBby3VVN3wnijZXBaQdTkmIrx1XNfdjXZmWQbDRoQTReTGUDQZMcTKvEkMrUqnqyjxRMUrZwDiiNw3EspoV2PArP6M+Mh8AaCeedyP2nhykrp0Dvh5LtovAkiu72e9v1A6Po5AyiGqKgCKwmRBQB7yZgNTDKAJ/hoDfuJSx388WOMvVl50D/nXbn3D7irayK1PATAXT8rFxh0HY+7vrkTg1AszmZ64BjF3S7JamOUaqlFOfA1jhXX6zzzSwI7ptr8CXOn1ed02MmA2SEw1wUNV1mvFxFFykK6wIKAKbFwF1wJsXTz2aIvCHCBQjMdUCVaLCMM8AeUVx7Cndx4GzLLsGMCGHJeeFa62o5zaHLFMDsaxuBTaUA9iO+7Abec95h2Hrz0j/DOQBx96E6PzUMc8ATKiL6F3gzwaRLq6r27/wIpTtE4Gtn4dqXw3CXsLgpaYIKAKbFwF1wJsXTz2aIvCnCMSQ2Mkg2Zg7/ZHQvC964B3snXxsPIHRr/usGIm+Frjt9yf8fcRajCUnA8lrLHBYav8ZQP5Q3/nr0ikCisB/FwF1wP9dvPVsisB/hABnjIEI08YbgGSiOtYOvREHrsv8cgyJwwEwYt4HwHIyWJKj+j86ie6kCCgCWUVAHXBW4deTKwKKgCKgCOQqAuqAc3Xl9b4VAUVAEVAEsoqAOuCswq8nVwQUAUVAEchVBNQB5+rK630rAoqAIqAIZBUBdcBZhV9PrggoAoqAIpCrCKgDztWV1/tWBBQBRUARyCoC6oCzCr+eXBFQBBQBRSBXEVAHnKsrr/etCCgCioAikFUE1AFnFX49uSKgCCgCikCuIqAOOFdXXu9bEVAEFAFFIKsIqAPOKvx6ckVAEVAEFIFcRUAdcK6uvN63IqAIKAKKQFYRUAecVfj15IqAIqAIKAK5ioA64Fxdeb1vRUARUAQUgawioA44q/DryRUBRUARUARyFQF1wLm68nrfioAioAgoAllFQB1wVuHXkysCioAioAjkKgLqgHN15fW+FQFFQBFQBLKKgDrgrMKvJ1cEFAFFQBHIVQTUAefqyut9KwKKgCKgCGQVAXXAWYVfT64IKAKKgCKQqwioA87Vldf7VgQUAUVAEcgqAuqAswq/nlwRUAQUAUUgVxFQB5yrK6/3rQgoAoqAIpBVBNQBZxV+PbkioAgoAopAriKgDjhXV17vWxFQBBQBRSCrCKgDzir8enJFQBFQBBSBXEVAHXCurrzetyKgCCgCikBWEVAHnFX49eSKgCKgCCgCuYqAOuBcXXm9b0VAEVAEFIGsIqAOOKvw68kVAUVAEVAEchUBdcC5uvJ634qAIqAIKAJZRUAdcFbh15MrAoqAIqAI5CoC6oBzdeX1vhUBRUARUASyioA64KzCrydXBBQBRUARyFUE1AHn6srrfSsCioAioAhkFQF1wFmFX0+uCCgCioAikKsIqAPO1ZXX+1YEFAFFQBHIKgLqgLMKv55cEVAEFAFFIFcRUAecqyuv960IKAKKgCKQVQTUAWcVfj25IqAIKAKKQK4ioA44V1de71sRUAQUAUUgqwioA84q/HpyRUARUAQUgVxFQB1wrq683rcioAgoAopAVhFQB5xV+PXkioAioAgoArmKgDrgXF15vW9FQBFQBBSBrCKgDjir8OvJFQFFQBFQBHIVAXXAubryet+KgCKgCCgCWUVAHXBW4deTKwKKgCKgCOQqAuqAc3Xl9b4VAUVAEVAEsoqAOuCswq8nVwQUAUVAEchVBNQB5+rK630rAoqAIqAIZBUBdcBZhV9PrggoAoqAIpCrCKgDztWV1/tWBBQBRUARyCoC6oCzCr+eXBFQBBQBRSBXEVAHnKsrr/etCCgCioAikFUE1AFnFX49uSKgCCgCikCuIqAOOFdXXu9bEVAEFAFFIKsIqAPOKvx6ckVAEVAEFIFcRUAdcK6uvN63IqAIKAKKQFYRUAecVfj15IqAIqAIKAK5ioA64Fxdeb1vRUARUAQUgawioA44q/DryRUBRUARUARyFQF1wLm68nrfioAioAgoAllFQB1wVuHXkysCioAioAjkKgLqgHN15fW+FQFFQBFQBLKKgDrgrMKvJ1cEFAFFQBHIVQTUAefqyut9KwKKgCKgCGQVAXXAWYVfT64IKAKKgCKQqwioA87Vldf7VgQUAUVAEcgqAuqAswq/nlwRUAQUAUUgVxFQB5yrK6/3rQgoAoqAIpBVBNQBZxV+PbkioAgoAopAriKgDjhXV17vWxFQBBQBRSCrCKgDzir8enJFQBFQBBSBXEVAHXCurrzetyKgCCgCikBWEfgfc98tF4jm3MIAAAAASUVORK5CYII=</pentrails><costumes><list struct="atomic" id="123"></list></costumes><sounds><list struct="atomic" id="124"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-5.229594535194337e-12" y="4.263256414560601e-13" heading="262.5000000000002" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="3,255,16,1" pen="tip" id="129"><costumes><list struct="atomic" id="130"></list></costumes><sounds><list struct="atomic" id="131"></list></sounds><blocks></blocks><variables></variables><scripts><script x="16.666666666666657" y="10"><block s="down"><comment w="184.83333333333334" collapsed="false">A. Click this script. What does it do?</comment></block><block s="clear"></block><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block></script><script x="16.666666666666657" y="100.3333333333332"><block s="clear"></block><block s="forward"><l>100</l><comment w="226.66666666666666" collapsed="false">B. It&apos;s easier to see what&apos;s happening if the script waits between steps.</comment></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block></script><script x="16.666666666666657" y="193.99999999999977"><block s="clear"></block><block s="forward"><l>100</l><comment w="282.99999999999994" collapsed="false">C. After drawing the spike, turn half way around (&quot;do a 180&quot;).&#xD;&#xD;How many times must you run this script to get the sprite to face the way it started (facing &quot;right&quot; or &quot;to the east&quot;)?</comment></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><l></l></block></script><script x="436" y="28.6666666666666"><block s="clear"></block></script><script x="423" y="99.49999999999989"><block s="down"></block></script><script x="530.6666666666666" y="214.8333333333331"><block s="doWait"><l>.5</l></block></script><script x="48.66666666666663" y="347.9999999999999"><block s="clear"></block><block s="doRepeat"><l>60</l><script><block s="setColor"><color>123,0,217,1</color></block><block s="changeSize"><l>5</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>0.1</l></block><block s="setColor"><color>3,255,16,1</color></block><block s="setSize"><l>3</l></block><block s="forward"><l>-100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>60</l></block></block></script></block></script><comment x="228.32682291666663" y="369.8333333333332" w="145.5000000000001" collapsed="false">D. Instead of clicking twice, you can use REPEAT to automate.</comment><script x="531" y="266.1666666666663"><block s="gotoXY"><l>0</l><l>0</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Motion Lab" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>