Practice Problems - Right Triangle Vocabulary

[img]data:image/png;base64,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[/img][br][br]The opposite side is 35, what is the angle of interest?
If the angle of interest is f -- label the sides of triangle with O for opposite, A for adjacent, and H for hypotenuse.
Which triangle has the side [b]opposite[/b] the angle of interest colored?[br][br][img]data:image/png;base64,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[/img]
Which side is adjacent to angle Y?[br][br][img]data:image/png;base64,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[/img]
[img]data:image/png;base64,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[/img][br]The adjacent side is 15, what is the angle of interest?
If the angle of interest is s -- label the sides of triangle with O for opposite, A for adjacent, and H for hypotenuse.
Which triangle has the side [b]adjacent[/b] to the angle of interest colored?[br][br][img]data:image/png;base64,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[/img]
Which side is opposite angle p?[br][br][img]data:image/png;base64,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[/img]
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If the angle of interest is y -- label the sides of triangle with O for opposite, A for adjacent, and H for hypotenuse.
Which triangle(s) have the [b]hypotenuse[/b] colored?[br][br][img]data:image/png;base64,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[/img]
If the angle of interest is p -- label the sides of triangle with O for opposite, A for adjacent, and H for hypotenuse.
What side is adjacent to angle h?[br][img]data:image/png;base64,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[/img]
[img]data:image/png;base64,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[/img][br]The adjacent side is 11, what is the angle of interest?
Which triangle has the side [b]opposite[/b] the angle of interest colored?[br][br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAnYAAAGiCAYAAABqE4tdAAAgAElEQVR4Aex9B5wURfZ/98zuEgznTzxBUc/Emf4nYFZAwYCYhTMhYuROPRPqKUbYAIj5DOidATFH9M6AGXMgL0lABck5LLvszkyn7//zraHG2WXD7O7M7PTMa6itnu7q6qrvq3797VdVrwzIJggIAoKAICAICAKCgCCQFQgYWVELqYQgIAgIAoKAICAICAKCAITYSSMQBAQBQUAQEAQEAUEgSxAQYpclgpRqCAKCgCAgCAgCgoAgUC+x8zwP8UHgEgQEAUHArwiILvOr5KTcgkBuI0DdxU3rsIbQSIjYua4LBtkEAUFAEPAjAlohii7zo/SkzIJAbiNAvUUdpuOG0GiQ2DGjTz75BIWFhXjooYckCAbSBqQN+K4N3HfffRg2bBgefvhh35Vd9K68d6QN5HYbePDBB3HvvffirrvuwqJFixridfVPntBfuVSIe++9NwYOHChBMJA2IG3Ad23gjDPOQPv27VW5L774Yt+VX3SvvHukDeRuG6DOOvPMMxEIBDB16tTmETteTXL3wAMPoH///g1mJgkEAUFAEMhEBGbMmIHu3burolGnySYICAKCgF8QoM6aOXMmDMPA8uXLGyx2vV2xvFqIXYMYSgJBQBDIcASE2GW4gKR4goAgUCcCQuzqhEZOCAKCQK4iIMQuVyUv9RYE/I+AEDv/y1BqIAgIAklGQIhdkgGV7AQBQSBtCAixSxvUciNBQBDwCwJC7PwiKSmnICAI1ERAiF1NROS3ICAI5DwCQuxyvgkIAIKAbxFoMWLHGzOEw2GsXbsWq1evxpo1a7Bq1SosXrwYc+fOxaxZs1S8dOlSbNiwAZFIRAHN67jpPHyLvhRcEBAEMhKBxhA7rYccx8HGjRtRVlaG8vJyFVNvrV+/HuvWrVOx3tfp9LU6zkgwpFCCgCDgKwSoT9I+K1Yrsdtvvx2maapAfyt6v2bMKbsMwWBQ+WXZeeedcdZZZylCmKhnZV9JRQorCAgCLYpAosSO+keH0047rZoOo06L12taj2n9xt+tWrXC66+/rj5SmY9sgoAgIAg0F4EWI3b8uj3yyCMVWdtll10wePBgDBo0CP369cNxxx0XU4h/+tOf0KNHDxxxxBHYd999kZ+fr5QnleL8+fMTXjKjuUDJ9YKAIJA7CCRK7PRHKuPOnTurD1CSuYKCArRp0wZt27ZVQZO5HXbYAR06dEC7du1iOm7o0KGix3KnaUlNBYGUI9BixI437t27t1KEJ510Uuyrl8c3b94c+/K96aabYl+zPDdgwIDYuRUrVqhzKUdJbiAICAI5hUBjiB2B4Yfqscceq3QTiR27WqmvaIVj1yxJHj9GX3nlFXX8rbfeUr9J+O6++24hdjnVuqSygkBqEaDuabGu2Oeff14RNXZFUDGyMAzctCK8/vrrY8d5bvz48bj55pvVOmihUCh2LrUwSe6CgCCQSwgkSuxI3KiXGJeWlmLs2LGYMGFCTC9pnXbggQcqIvfCCy+ocxyD99VXX+GHH35Q4/F0PrmEsdRVEBAEUoMA9U6LETsqMxI6Br2vFSG7Z/mFe8MNN6iaa+WpCSDT68BzsgkCgoAgkCwEEiV2Wl9pHaZ/65jloZ469NBDlT575JFH1G99Pl6H8ZhsgoAgIAg0FwHqkhYhdrZtx4gZlRsLwpgb9/fYYw+lCG+88cbYMU3qdFqtTJsLglwvCAgCgkA8Ao0hdpqcxesxraO0TjvmmGOUPhs5cqS6jT5fM44vg+wLAoKAINAUBKhXWoTY8cb1BRI7jj+59dZbY1+4WnHGK0OdR1MqL9cIAoKAIFAbAokSO15LHaRjrY9qxpwARn121113bZU2/lp1Uv4IAoKAINAMBKh/0k7s6iuvJm/aYnfHHXfECGB918k5QUAQEASShUBjiF1d99SEj+d79eqlLHa33HJLXcnluCAgCAgCSUEg44gdC0RyRzcnHGNXXFwsxC4popZMBAFBIFEEkkXsqM8YTjnlFKXPOBlMNkFAEBAEUolARhI7Vvjggw9WivDee+8VYpfKFiB5CwKCwFYIJJPYMXP65+SH6rXXXqv02VY3lAOCgCAgCCQJgYwjdqwXC3XQQQcpRfjwww8LsUuSsCUbQUAQSAyBZBC7+Dude+65Sp9dffXV8YdlXxAQBASBpCOQscROd8U+8cQTqtIsqGyCgCAgCKQDgWQTu/POO0+IXToEJ/cQBAQBZQzLqMkTlAnH2HE9WHZdPPXUU0pMQuyktQoCgkC6EEgVsZOu2HRJUO4jCOQuAhlnsWOBGLbZZhtF7J5++mn1O3dFJDUXBASBdCNQH7GjftKz9xlz+bAFCxbAsqzYsBGtx3R8zjnnqLVhr7vuOtFn6Ram3E8QyDEEqHcyymKnlSbXW6TFbsyYMTFlmWOykeoKAoJACyHQELHThO21116LrQ97/vnnV1saUadhfNZZZ6l0XA5RNkFAEBAEUokAdU7GETuuo0hSx8D1ZLmxoLIJAoKAIJAOBBIhdrTWcZIXHQ9TVzEuKytT1jxt0dPkrnfv3irN0KFD01F8uYcgIAjkMAIZSeyWLl0aI3Yvv/yyWOxyuIEmWnX9Ao1/ocbv6/OJ5ifpchuBhogd0WGbysvLU4QuGAyq4SOVlZWxblrd5tgODzvsMKXTHnzwQflIze2mJbUXBFKOAHVPxlns5s2bFyN2r776qhC7lDcD/9+ADZnrD7O9XHHFFfjHP/4BtiP9cmUNuS+bIJAIAg0RO92u2rZtq8bO0WI3bNiwWrtiSew6duyodNpzzz2XyO0ljSAgCAgCTUaA+injiN3EiRO3InZNrqFcmBMIRCIRnH766Tj88MNRUlKC22+/HXvttZdq3PolnBNASCWTgkAixI6E7dBDD1W66s4771SWOsdxqlnsmGbWrFnKqseu2gkTJsgHRlIkJJkIAoJAXQi0GLHjjVetWoXx48dj2rRpMcsKFeFnn30WI3YvvviiKrt+OS9btgyjR4/GJ598ElOQPCdbbiPAsZjdunWLtSO2iRtvvBHXXHNNtRdtbqMktU8UgUSIHdvYrbfeqkhb+/btsWHDBpU9dRitxzzPmbJcJ5akbrvttsOmTZtieivRskg6QUAQEAQagwB1T9otdlR8vDEXxKbCy8/PBy0uHJ/C8XUkbjzOMHLkSJDMLVmyBIsWLcI///lPdZxjWioqKmJdH42ptKTNPgQ465BthW1LB3Z79ezZM0bseFw2QSARBOojdvHX081Jhw4dlE465phjlEUuHA4rAvf++++Dx6jH2rRpg3HjxsXaZnwesi8ICAKCQDIRaBFix5uyy+Kmm26KkTQqPz2zTLs60QOT9Tke1+cY//bbb7GXdjJBkbz8h8Cpp56K2267LUb02cZI9Lp27VrNiue/mkmJWwKBRIkd2xn1UJcuXZQuo67ihyr1Ez8+te7iR4b+4OA1sgkCgoAgkCoEqGPSbrFjZXjjN998U/l34rioTp064cgjj0SfPn3Qt29fXHjhhbj44otx2WWXYdCgQfjb3/6m4r///e+48sorleWOrgWYjyjKVDUP/+Q7adIk7Lvvvrjnnnvw7bff4oUXXsAuu+yiXrh8obKNiMXOP/Js6ZI2htixXbHL9aWXXgLXhD3ggAPU+M4TTzxRfVxwEo9ug6KvWlqycn9BIPsRoJ5pEWJHaPXLVis7xvq43s9+EUgNk4EA28vcuXPVjFgOaOfHwR133IGjjjpKZa/bWDLuJXlkPwKJErt4JHQbY6yJnI55TDZBQBAQBNKBAPVN2oldvAKsuR+vCEUZpqMJZMc92FbYdnRgVz/XGaZj2Phz2VFbqUWqEWgusdNtjuUUPZZqaUn+goAgEI8AdU7aiR0LwBvXFeLJXXxhZV8QqAsBzopl15duUyR2Q4YMwdVXXx2znvCcbIJAIggki9jp9ihtLxHUJY0gIAgkAwHqmxYhdskovOQhCGgErr/+emWd024mSOz22Wcf/PDDDzqJxIJAwgg0hdglnLkkFAQEAUEghQgIsUshuJJ1+hCYP38+unfvjvvuuw9jxoxR+1x9Qiwl6ZNBNt1JiF02SVPqIgjkFgJC7HJL3llbW3bfr127Fg888IByTMyZsbpLP2srLRVLGQJC7FIGrWQsCAgCKUZAiF2KAc7l7OOtZdyvGZKNjb5f/H2SfQ/mF59/zX1NJnVZUnF/yTP1CAixSz3GcgdBQBBIDQJ8/8gYu9Rgm/O51iQ9NX/7ESBdB5adJE4HHtekTsd+rJ+UOYqAEDtpCYKAIOBXBPg+EmLnV+lleLk1CYqPOanBz8QnnsDpfdaH9Yr/neGikeI1gIAQuwYAktOCgCCQsQjwXSTELmPF47+CsUExcCstLVUrQHDtX459e/TRR/Haa69h3bp1sTR+qiHr9eWXX2Lw4MG488471VrFmqTOmjULnJlbWFjoa+LqJ3mksqxC7FKJruQtCAgCqURAiF0q0c3BvDWxo9uRM888U62bySXhuBTcKaecotbQfOyxx3yFjCaqjN99911Vp3bt2mHJkiWKxNFa9/nnn6NVq1ZqOSlN9nxVSSlsNQSE2FWDQ34IAoKAjxAQYucjYfmhqGxQmthwTd+dd94ZGzZsAIne3XffjYMOOgjl5eW+stixTvFh+PDhykdeOByOHad1sqCgANOnT491y/pBXlLG2hEQYlc7LnJUEBAEMh8BIXaZLyNflTCe2NGSpceekdh17NgRb7zxRowM+ali8cRu/fr1aN26Nd577z1VFxJZLv7eq1cvVV/WWTZ/IyDEzt/yk9ILArmMgBC7XJZ+iuuuyRCJzpNPPol9991XWe543K8bSRwDrXZnnHGG2v/5559V9+xXX30VI3p+rqNfZZPMcguxSyaaklemI0B9pXtatO5irPczvfxSvuoIUG4yeaI6JvIriQjQUsdAUjd06FClPKhA/LrxgSFRtSwLu+66K+bNm4eioiKcddZZ1eomCtGvEo6WW4idv+UnpW8cAtRX+qM1nuCJHmscjpmSmnITYpcp0siycrBxMdCSFQgE8OOPP6rfflYWLLtWgNdccw369u2Lww8/XNVRn/Nz/bKsCTa5OkLsmgydXOhDBLTu0kNn+Fsf82F1cr7IlJ0Qu5xvBqkDgA1s4MCBOO6442KESH8R6rtqJaIVyeTJk/HBBx/g/fff3yrweF2htvSJHhv/3ni8996H+PD9/2L8fz/Ct99/C9guPNfWxVRxfFm5Pm3btm1xxBFHqLrxHDcdV7tQfvgKASF2vhKXFLaZCFAnRyIRNU54zz33xF577YWDDz4YZ599tlp/e9GiRbHx0rxVTR3ezNvL5UlGgO8gIXZJBlWy+x2BhQsXqtmiEydOjH0B6q9CnUorCTZGnqMVjBY+0zRhGEa1wGO1BabT6Ws73+Axw0AgGEBe3iFo07o3uh9/Jiw3AturfyIEXbnccccdStHp+kjsfwSE2PlfhlKDxBGg7i0rK1M6dMCAAaBe43CTKVOm4MILL8T222+PcePGKR2u9bd8wCaOb7pTCrFLN+I5dD8qgOOPPx59+vRRxIe/R44cqVyCxCsF7jOsXr0ae+yxh7KCkYiR3NUkdnX9jid1daVp8HgwD63yPkZ+YAO2a1WOk3ovxlPPLKhTYizzLbfcgttvv12sdHWi5M8TQuz8KTcpddMQoC7jB3ZFRYXS0f369YvpbB5/5513sO222+Kbb75Rx7XObtrd5KpUI0D5iMUu1SjnWP5aSXz22WeKnA0ZMkQ1Mo61I7m69dZbtyJCvGbVqlUxIkcyOHbsWDz33HMJhWuvvRadO3dW4a233lIKiEqoMeF/732B/PxKGHlhBAwbZjCCf96wvJr0tEJjzIkTnBl7yCGHqBU2qiWUH75GQIidr8UnhW8kAvF6javqUK/pY7pHhZPELrvssthxnpctMxGgbITYZaZsfFkqrQTYsB5//HFl2qflTXet0rJGk37Njenjid1FF12kliSj499EwsMPP4xjjz1WhcWLF9fMvuHfLvD9D8thBsIwgpUwAxEEg+V4/jlrq2tZR4YrrrgiVr8TTzxxq3RywL8ICLHzr+yk5E1DQBM1LovIWf76N3Ojvvv1119j44m1nm/aneSqVCNA2QmxSzXKOZQ/GxQfej0Oo6qqCpWVlcrEv3TpUtC5b21Kgde1KLHzXIy6dykM00XQdGCaEbRqvRDz51YndvH127RpEzZu3AjWkS5dZMseBITYZY8spSYNI0C9pnVbcXEx2BWrj8XHnFih9TePy5aZCFA2QuwyUza+LBUblH7w42MSPf7WoWbleF1LEjvPBk45pQJG0EZrw4IRiKBL199gWZFqRdXlJ5FjmXXgcdmyBwEhdtkjS6lJYghoXcYu1/PPPz+m2/RxxlwiMv53YjlLqnQjQBkJsUs36nK/rRBgQ6xJ7LjuaiLdsEyTaFes60UAcjCXrkw8uB7dk2zGxjIP7TusRCCwAQHDRSAYwr0jKlWarQorB7IeASF2WS/inKggjWqu66jZ/bYHOI4Nx3VgedU/ROPJ2l133QUOhdHHdO/LtGnTcMABB8Q+3HletsxEgLIRYpeZssmpUrEhpofY0dLmAnRj4rlKeVHxffyRi2BwDQyjCqbhIpi3EAsWAK6s+5pT7VBXVoidRkJiPyPAD9eIB1hK31WpfUftV++JYB01USspKUH//v1VtXmMxI7hnHPOwXXXXaf22UOh0/sZn2wtO2UjxC5bpeujerEhpofYOVsUkgPPZfewDcvxcOklq2AGQjBMB4bhoXOX1ahS3K9+P3Y+gliK2ggEhNg1AixJmrkIuPw4teF4FiKIwPMq4XkWD25VZj2c5J577lG+RKmTGUjquNb33nvvDU5M4zEhdlvBl1EHKCMhdhklktwsDBtiOoidhyix8/jVqr46K1G22cI2rSfBMDm2zlPE7h9XVCDs2Yr85aZEcrvWQuxyW/7ZUnub45qdCDwrAsvjYjquinVHBPVuPFGjT06uOMEu1+HDh2Pw4MHghImjjjpKTXxjWtkyHwHKSYhd5ssp60vIhpgOYgdYIKnzOFtCabcwvv3RQ0GQPvQcGAFLEbtnn1gEB5Yan5L14EsFt0JAiN1WkMgBHyLAOf0hL+ql4PtJs+GFN2P19P8hUjl/S89FtAtWk7urrroKRx99NA499FBF5s4880yMHj1aeTbQY+18CEPOFVmIXc6JPDMrnDZiRysdrXaIAI4Nz/Fw/782wTRDatIEfdjlBTzMnbMSDgce07InW84hIMQu50SelRW2PA8zZs9En+OPxwEdO2Dl2N4Il7RGxf+qOxqm/tVj6djNqrtaNZljrI9lJVBZVikhdlkmUL9WpzZiV9uMWL5wawv/+te/cNxxx6FHjx5YsmRJ3TAoYheG54UAx4XtWvjreQthBlw1acIIVGH3XTbA9ajcOGu2+uyxujOWM9mEgBC7bJJm9teF+pMhnnzRJVPRXXejdbAAh+3ZFtNL9oNdZMIpDMIdlofNs14GHPZhOHA9S33kKn2nZs/qschR7HT+jGXLfAQoJ+mKzXw5ZX0J2RB1VyxXpxg4cCA4vT6e3NH9SV1BuzshuVu0aFE9eFExcfCwpZRalWNj113WKMfEnDiRF7Bx+x1zYLOrluRO9Fg9WGbvKSF22SvbbKwZ9acmdYznzJmj1ukOGgZaBwPYr/12KL9nR7jDArBKTNiFJirv3R0VP3+CKs+B64Rh80MXUb2XjRjlUp2E2OWStDO4rvHEjuvJHnTQQbj00kvV2oRcn7Ch0LdvX2Wx47Ji9RI7EjUVOH7OxoSvlyFohmAYLozAZrQ2HMxcWMZvWJD5eSrOYOCkaClBQIhdSmCVTFOEgO4qJal76aWXEAwG1XKHZp6JvII2ePLxMVj84dNwSgy4RQVwigtgF5soe2BnhDYuBvmc40UQZvncrV2hpKjYkm2KEBBilyJgJdvGIRBP7Gix22233WJrv+o1YBuKaa1jmvrWiuV9aIbzvAgshHHVoLkIqEkTHgJmBEd1XopK5RZAeS7myOLGVURSZwUCQuyyQoxZXQnqMh1I6DgEhY6F8/LyFKlr1aoVzhtwId7/5EPMnjYHpaVzseKV/rCKC+AVGvAKTbiFBqreHADbKVM+7sCeCumm8H27YbuQrljfi9H/FWBD1F2xtNh16tRJrVfINQsTCX/9619x9tlngzHXpK1rc2mBU7NiXWy2XbTbbqNaF5ZrxBYELYx+fBYsrk5BQqete3VlJsezFgEhdlkr2qyoGPWl7nq1LAtTpkxRH8PxpO6xxx7DrBnTMbN0JkpnTseMGdPwy49fYNEDB8MpMuEVFgB3BVBRsh2sqQ/CskNwueS1TBjzfRsRYud7EWZHBeKJHS12N998s5qllWjtqOR0YF51bVFiZ8P1PJT+VIYCWuvMCMyghwKzHDPmrodt0zMxiV3U111decnx7EVAiF32yjZbakZ9xy7Y++67D7TO8YOYunPXXXfF22+/rSw2s6dNx6zSUkyZPR1zpk/GrOmzsOzTB7FheDt4Q4OIFLWCW5yHdfd3grtxBhyLY+zI7mTzMwJC7PwsvSwqe01id+ONN8a+SHlOB11l/buuWKerGZPQUXHRjcmT/16IgBGJrjZh2jhgvw0IeVVRveZyjN1mGW9SE8Ac+S3ELkcE7dNqktQtWLAAp512WnQsnWmqLliONf7ss88UqePEs9mlMzCjdBamzpyFOdMnYkZpKX6e+j3WvHgOUGQgNDIIZ2hruENbYdPb/RHmajxC7HzaKn4vNt+L0hX7Ox6y10IIsCHGd8XS4zmPJXsjseMQEs/1MODCMIy8CgRNFwHTxqCrfuViFIBtKT936vbixi7ZIvBFfkLsfCGmrC+k9iMX/wFLUkeLXEFBQYzUcf/ee++NETq237oCCR89DoSHt4dbZMC9y4A9woBT2BbrpzwHyw3DchxYJHhW1N0T15uVoSn+aW5C7Pwjq6wuafqInavWTbRCNvbdawWMQBimaSMYKMfTz4fo4UR5Q/EQgstZsYrpZTX0UrlaEBBiVwsocijtCOjhJYypI1esWIErr7xSkbpAIACGDh06qKW/2GZJ2uoidPq4TjP72/ex8d7d4BXlwS02YBcXIDRqR1Qt/hS2R1+flnLSzlmy/CD2qBxT8LGddlBz4IZC7HJAyH6oYvqInQfLszD5RxsFgZUwAhxjV4nWBfMwez6dcrrViZ04KPZD80l6GYXYJR1SybAJCGhixwkSc+fOxT777BOz0uXn56Nz587KEwA9ArzzzjuK1GnipolcfKzPMZ48Yx4WfvMcqoq3BZTjYhPWCBOh506HF1oC2/MQodXOc+C4HmzPkokVTZBhS1wixK4lUJd7boVA2oid4yHsuSgabiFohGBwxYlABHvtOQ0hrpKNMDyH/utscPExWu1kyz0EhNjlnswzpcbUhdwYM3AFif/85z9o27atInWcJEEr3aRJk/Doo4/G3EL94x//wKxZsxK22s0p/QEzps/EqjEnw+Us2SIT5SMKUFm0PbzpTyJiVyFMyx1d27keHM+OfvhmClBSjjoRYLuRMXZ1wiMn0oUAG2I6xth5jotK28HBXWfDNGmts2AGK3HzTWXgZFiXkye8EDz+49I6nnLZmS4Y5D4ZgoAQuwwRRA4WQ1vpGNMnJ104cbYrAx0P01fdb7/9piaXbdiwARdeeGHMOfsjjzyirHZ8qcdb6mrbnz3ze8ydOhezvxiLhcN2hTM0gEhJW7jFJjaN3Av27JcRdkNRBwGuBcsLy2euT9qjEDufCCrbi5k2Yud5+O47DwWtFsM0HJiBSgSDizB1GidVRNeZUB/MdHWifBmLF/Zsb3u11U+IXW2oyLF0IKDH03300UfYdtttY25MOJ7u2Wefjbl10gSQ5K9Pnz6K3LFL9r333otZ7XTXa23EbtqM6fj6h5m4eOAAXHviX1A2fDfgzoBakcIrzMOGUfvAWzs5WmXPUutqS/9FOlpA8+8hxK75GEoOSUAgqcQu2pPBDoQtgQdUhwIcx8WNN5YjGAwpix2J3d57L0cozK6PKjVYWM2XUONJaLeLzgpLQhUlCx8hIMTOR8Kqp6jUK/GBZIhb/LH43/VklfJTukzr1q1TkyFat26trHR0OjxgwABlgdOkj2k1seP+5MmTcdJJJ6luWS6/yDW12YbjLXckeTr8+OOPuGdEIXqfcgqO794TJ3Xrgdev7QJvaABOURCR4jyEhueh6qW+cJwKtdyYR8furqOsdsrTnfLzGe3ZED2Z8ubRqBuwTUhXbKMgk8SpQIANMWldsTFiR/XDb0xN8BxUVXrouMcUBEwLhmGDK05cdEEFHOFvqRCrb/MUYudb0amCU58waPJDtyF1uQ6JJ0stUWtdNpaD1rf99tuvWtfr888/r+rB+tS18Vp2w/bq1Qs9evRAUVFRrCtWkzlttfv6668VUexx3BHoftyJOLFbT5SMugebNyxA+eNHwSvKh13UCtbwfNjFQWz4/kE1kcKxLXBpChuOWlPW48QKx1WeBDxYdRVNjrcAAmwrQuxaAHi5ZXUE2BCTRuxiDpfosI7hdx9MkyZZaJW3cAupcxAwPTz5n0XRaf3ViyS/chgBIXb+Fj71CScdMOY4NO6TQDFeuXIl1q5dizVr1mD58uXKhQjTkRy1xMZ7syw33HBDbIIEx9P17NlTkTOe16Gu8rFuZWVl6N+/v+qS5bWvvvpqtS5ZEjySv969eyvLXo9ex+O8vn3x5YSP4TkWLI6jW/4Tyh/qoCZTuMOCsIvysHnUTihfPBkRfv26JHCblb9Px3OVM2PlEkqWIatLNC1ynO1FiF2LQC83jUeADTF5xG6LgtaELu5G/3qsHHlqbJ2nVpzIN1zMnLcKrrg1iUNJdoXY+b8NkKi98cYbakWG7777TpGjUaNGxaxhnF3KsPfee8eseS1Ra06E2H///WPl4li622+/HXRxwobmFBIAACAASURBVDroUF/ZqD+ZjkRVd8ly0gUdEbMts/6XX355jPRxLN6ofz0Ep7xKuTSJ0EWdxZmvQHjSg7CL26hZsm5RATDMQMVTRwPuWihHxWpFHs6U5QKNtOJR38rou/rkk+5zQuzSjbjcr1YEkkvstnRZqIiKkbNc6XDTwSVX/Iw8w93i5sTCTm0qEbLp/FMUU62CydGDQuz8LXiSjrvuuguHHnqocuL71VdfKWLHsWr9+vXDl19+iYkTJ6r4pptuUud4TSo3Tb4YM9DKxm7R7bffvhqpowsTnSbR8uj0zPOhhx6KWuR69ACJ7DfffKNmzrKL9thjj1Vdta+99hqqmLlDSyadPEWJGlABu2o51j1yDJzhQThFBnB3AKHCbVH5/f2o8qoQApcds+A50XVllfcANG19WV1uYv/uu+/innvuwQcffKCw4TGeT7VcEsXYT+mIm1js/CSxLC0rG2LyLHa6+5UKlMuDccq+zeEh2LvTWgS5PqxyTGzh2kGzo4pDLHZZ2rKaVi0hdk3DLVOu+vnnn0EHvnTaS/9vEyZMUCThkksuAf29kSyQBFHvMObvVBMIfQ/G7A6+4447YrNeaaXjOq+c1BBfpkTx5DU6cPKF7pKlZY4WPMYMXLWCvu7YJU3NyBFzsOiAOIQIrW7EwbMQWTUFGx45FnZxPpySAOzCfGwasQu8hW/AcmxUcXyLU6V8flokX038MCYWxH/gwIGq/qNHj8all16qrIsaL9ZLtsYhQMyE2DUOM0mdAgTYEJNH7LZY35RC4DgbC67t4ufZaxEIhhA0I6ob1swDvvx2CejbTpbKSYFQfZylEDsfC2/LrNfy8nJF1nbccUdlmaOOueqqqzBo0KAYCdLj8DTJS2WtNVH54osv8Ic//CFmpWN38OOPP67KyjIy6LSJlkdfp+MFCxbghBNOUNY5TepoyYtEIjEiC68StgvY/OiljzqXxA4g5bOcKmDpZ9hYsruy2kWGc7xdPsqfOhwIVaCMvM7hNewLsXhRkzbWk0Tz6KOPVnWmHLiRjHKmrybdTco8hy9iOxBil8MNIFOqzoaYNGJHEz7XeaUVjlP0HRuWG0HhHdMVoQsYDoxgGB06bETE8eAyyEdhpjSFjCiHELuMEEOTC6EJDuMddtghRuzuvPNOtGvXDgceeCD23HNPRX4++eSTRhOpRArGe5O46LJs3LgRQ4YMwTbbbKO6h0nojjrqKNUlrNPUjBO5D9Po6+L3x4wZo4jdeeedp7pj48vC9PAiUSfsXGNH6cpoTwfHG3uuBccuR/mE+xApbqN820WKTEQK87Hug38i4pYjpOrnqLW3EWmav0+Wid3FJNwsE38zXHzxxXjhhReq1StRLCRdtD0IsZOW0OII8KFOGrFTi4FxFQkOHOHgXgthz8PeO6+AabowjLBaceLMfr+qL0LPiQ4abnEQpAAZg4AQu4wRRbMKQr1CJ7+fffaZetbXr1+vujvZXVlZWYkRI0Zg3333TYllSJMUloGTGriuK7tcOeOVMbuEq6q40k1yvyqZHy1dtM69+OKLKtZlSQRMOmq3+WlsR+BEylH2+MFwh+XBKWkFa1gBIkWtsOG74dEPZg+IMG0Tq8Cy0pLYtWvXGKljuffaay/Mnz8/RowTKbek+R0B4irE7nc8ZK+FEGBDTBqx45qGdC1MP0tu1KnmjDnr0FaROhumGUHQDOP+R8vheeGoQkmycm0hGOW2SUJAiF2SgGzhbKhXWrVqhfHjx6vnnF2vU6ZMUcRHd7+yG5CzRkl+krlpMsVxY7Qa6iXBeD/dzcjyJfu+zJP11PePjxOpH/s7bJflYm+HhYpNSxF+cA/YhXReXKDG3eFuA1Xz30HEc2FxVYomEjuWjV3m3bp1UxNdOJGlS5cuymLHemgZJVJuSfM7AsROiN3veMheCyHAhpg0YsceWNhwOe/LY1eBhyf/vQhBk6TOUaFN/mp8P5HjWSq2mPtbqOJy24xEQIhdRoqlUYWiTmHgJArOuCRJePrpp5WLE85G1YTq3HPPBWeJ6t+NuklcN6i+H6/nPq109BlHQsduV1rprr32WoRCnMz1+2SHxt6vofQ182a9eCzRjd2ytucg4nrKKhfxPIQnj0aoeDs4hUFEhpuqazb0RHfYoaVw3cqoD/hEbxCXjuWqqKhQ1syOHTuqLlnO3u3UqZPyy6frEneJ7CaAAHETYpcAUJIktQiwISaX2EVizjMtF/jHVRUwA1Z0jJ3poN0O07B5M5Vd6HcHxqmtouTuIwSE2PlIWHUUVZOCYDCoZsfyN327sUt0yZIlisiR7HFyweeff66IXx1Z1XuYxEmTQsbMk7Nbd9ppJ0XmeH+SO3b7sgw6bb2ZtuRJ9TFsw1Zj7djjAViRlVg/uic8EruRBuwSE5WFf4DzzShY9kawc6QpG7G65ZZbcPzxx6tuaY3fRRddhNtuuy1GgJuSdy5fw3YmxC6XW0CG1J0NUYhdhghDiqGcunbv3l0hwbYpm/8QoNwYhNg1UnZC7BoJWOYlZ7sXYpd5csm5ErEhJo3YUaErJ5rsEnERth107bwcRtBVkyfMQBUGXLQCDkf86m4KeXnnXJurr8JisasPncw/p0kdLUBt2rRRK1DQOnT99dfjwQcfjFnrxo0bp7r92D3K803ZeA9taeJ4sZKSEmy33XbKSkdLHScG0MUJy6THvjXlPmm7hrqQ45Q9G47yKhCG47hw1k7E5gf/jEiJAXu4AXtYPspG7IqqBR8AXEe2CRsnSnAMpMaHGBHLb7/9Fn/5y1/8YeFsQr1TfQlxFGKXapQl/wYRYENMGrHjGBdOiKV+8oCFv3hoHVwAI99DwLRhBFdh/McRuO5m5X/JVU6YmjZdv8GKSQJfIiDEzpdiq1bo9957Tw3Kp8XuyCOPRGFhoeqCbd++PU4++WTVBUvnxeyGJZmgDmrKpkkdZ9rSfQnJHMfTcVwdV7rYvJlrq0bJnyYuTblP2q5RyhPgWrAO/3EihRVBlWNh86RHERreBs5wA1ZRPtxhBqqe/DMqm4gdZyZTPt9//301jEi4OYmiOXJJG14ZeCMhdhkolFwsUnKJHRVSRC1f6NgORoyqBK10AcNTDoo77T0LFZvYTWOpoNhfExVTLsoqF+osxM7fUqY++emnn5R1jha64cOHY+zYsYoocFWK559/Hm+//TboW66xG/Nm0ISO+8899xx23nnnmJWOS5lxGTNaAbOJnNCZe/kbl8AZFoBbZMIp5KoUbVDxzvkoC2+A40ZgOxYc11Vr0Lr0lac+s2tHmdjdfffd6NmzJz7++GPMnTtXjYc85JBD8Prrr8cwrv1qOVoXAsRVLHZ1oSPH04YAG2LSLHbsYd2yOLUVdnDoIbNhBEIwDReBYBUG3xhCxOHasbYaGBxdwDq5rg7SBpzcKCUICLFLCaxpy5T6hN2emlhpi1nNmOkau/EaHdauXauWwtJWOlqfOPBfr3qh0/G+2bBxaItlb8LGZ06AU5wHp9CAVxRAqKgtyj64BRE3DMu1YLtVamky+sTbomRrrb4mvc8884xyGN26dWtlXeVavvGyqvViOVgnAmx3QuzqhEdOpAsBNsRkETulSxAlbpN/sNA6bx4CAQum4SAYXIkfJnqwPLocoMWO/baRaJ9tuior98l4BITYZbyI6i0g9YkmDZogkOTFH+c+Q2M3fd2zzz6rVrFglyuJXYcOHfDyyy9XIyTxZWjsfTIxPR2929YmOGULsPnhTnCKDTglBjDMQKRoe1T9PB4Wlyhz6ZUA4GqNXKasri2eeHM/XkZaboxlaxwCbKNC7BqHmaROAQJsiMkidtGxdVWwXBvX3VCJoBGBYdgwzAj23nMpqrgYhUsyp/yrq7ie3oIU1FayzHQEhNhluoTSXz5NNGiNO/vssxWZ0/7p6DKlKd266a9F8+5okQjbmwArhKqZLyFU1AZWCf3atUJoRBtUPtoZVngp1DQUhx/QnFQh45ebh3rjrxZi13jM5IoUIJBMYkeHxJ4TRsS2cHDX36KkjuTOdHD2mRWIuIBrh/lnC5+jE6amzepKARSSZQYgIMQuA4SQAUWgXmLQljeSOvpc05MjaKk788wzFanTaTOg2CkrAleY8PjlbNsIWatR9vTx8ApNhAuDqBxuwCluhc2fFsJzIiodV//hBAzZ0osA26JY7NKLudytFgTYEJNlsVOKxAbm/2wjmLcIhunCVMTOw333LYHlheHZDmBz8RwrOgak8T0ytdRCDmULAkLsskWSTa+HJmo65uoUu+yyS2yCxEEHHRRbqoxpNPlr+h0z/0p+NHOpsYhnqVmz7vrZKH/kcHjFBiIlAUXyKkp2gDXvFThOJVx3y3CXzK9aVpWQ7VGIXVaJ1J+VYUNMFrFzqXRsD888HULA4IoTXEqMq064+P6HRXBcriHrwlMWO648odYg8ydwUuqUICDELiWwZnym1EPc4uNNmzbh8ssvj3W90kp3xhlnxLpemTY+ZHwlm1NAl77tqC/DsD0bm+0wyma+DLewAG5hEG5hAO6wIMoePxiWu4w+U9QYO8d1ohPalAsqruNNd1RNXK6iOeXPkWvZHoXY5YiwM7mabIjJInaea8HyHFx+2WIEFKHj+DoXO+y0AeFQdCYsuxM4w0s2QaA2BITY1YZK9h/T4+g0UXvllVfUpAh2vZLQtWvXTq03Gz/oP/tRia9hdDYE+zo8N4yQa8NyNqDqzf5wC03YRflwigKoKi7Apjcvgqusdq4a7xyhv1DHVrNlLbVcmRC7eGSTuS/ELploSl5NRiCZxI5fiZW2hT/vtQaGEYYRsBEwXFxx9SRlnHPYBatIHZWU9ME2WWhZfKEQuywWbj1Vox6imxQ6zh04cKAic3RhQmJHJ8dr1qxRXa569ibjnNpocdMjkh1bjaWjUQ7Weqx/rh+conyEigtgF5nw7gxg09SnYSHq/JkzajlD1nXDys+oKx/WKWs6QuxSBq1k3BgEkk3slq2vQH6ApM5R1rqg4eKNt+dEXRHwa5FL5XhUykLsGiOnXEkrxC5XJF29nrTYVVVV4bTTTlMrR5DQMXDWqyZ11FUM2rpXPYfc+KX6OuiGxLFg0WmxC4TW/4Sqke3hFRpwiwzg7nyUP9EFtrUEtuMi4lqoIDw2da+t1vvJDbTSX0shdunHPKvvqJUeK8n9RDemTVpXrOPiwcdmqXVhDdODGbDwh20rUBVieRii3Qn1OVhiebTirituTP0SxUHSZQYCQuwyQw6pLoV+zrUF7r///a9ylMtuVxK6Tp06qZUQaMWTjdqT/6g/I3DgKXIWW1PWtVH545OoLNoWTmEerCLOkm2NijfPgxv+TQ2PCbucLetGJ17Qf6hsKUGA7VrG2KUE2tzMlA0qPiSKAq9JFrFzbQ9dD1ketdSZLoyAhRP7/LrFWyZLpAle3cST5dGETtdH/2asXwSJ1k/S+QsBIXb+kldTS6uf7XA4jOuuuy42QUJb6bj+q5C6OHQ9B1EnUZwVaykPda4XjvoE5YSKyCZsePFi2EWtEbrHgEU3KMVtUTn+JtiRcsAqi64/qyZRiIupOGSTust2LcQuqZDmdmZsUJZlKWXI/UQ3pk0WsVu6pAx5wSo1G7bAqEKeWYW77t0QnaFVa4E00fv95A8//IDly5crcseyaTI3depUrFy5Mnb89ytkL5sQEGKXTdKsuy58tt955x3sscceykJHS93222+PRx99dKsPu7pzyaEzroVKcBFGTp4IRWPPRXRFWAcuu1k3zMXmxw6EO9xAVUk+vKH5KC/eEdbs11CllnGsAkfBOGKxS1nDYbsWYpcyeLMrYzYWhoqKChxwwAF46qmnqim/DRs2qAHH/NrNz8/HkCFDYudJjOrbmG9jiJ2nVEqVGq/BLlUuXeN6lYAbwQsvL0Igz0XQiHbDtm61Dp9+yDEd6+ssAsvHMjBesGABWrVqhffeey92rKysTNWNnuZfeOGFmFWyzgzlhK8REGLna/FtVXj9fGsdxphWumuuuSZG6Phs/+Uvf8GyZcvU871VJnKgfgQ4N4JjFOGh/Ke34Q7bFlUlrWGXcE3ZfGx+sCNgrQXcSroQheuE689PzjYZAbZvIXZNhi93LmRDYfcjH9zbbrsNf/rTnzB27NhYlySV4d57741+/frhf//7Hz766CP06dMHd9xxR+y6+tBi/o0idopk0p8SJ0C4cF2SMg+u4+Gqv5fBCNpqbdiA4aHdzlNRtonEL1RfEVTdFi1ahC5duqgZcBMmTFDHWG86Iy0pKUHXrl0xZswYUfz1Iun/k0Ls/C/D+BpQb+nA53ny5Mk4+uijFanjh+h2222HW265Bfw4ZTqmka1xCKjZsbTIcWKEXYn1H9wKp8iMhuIgnGFBlL9yKiLWRlheBDaXdZQtJQgIsUsJrNmZKRvLF198oZbUGTx4MF566SVVUSrBoqIiHHroobFuWCrHFStWIC8vLzabrD5UGkvsYsPktqxDSG/ovGck4qDrwWvVurCmGUGeYeOCAcsQduiQuO4xHbw/lwviYOm7774bV111FX788ceYxe6CCy7A6tWrccIJJ+CZZ54Ri119wsyCc0LsskCIcVXg862J3RNPPKHG0rHbla5MDj74YKWr9HnqM6aXrXEIkNhFvQ24iLB7NlyG8qePgltcoJYaixQHYQ8rQNnEJ5TLE8+p/0O7cXeX1PEIsP2KxS4eEdmPIcDGoQOVHj2wd+zYEZw59ve//x3jxo2LER8SHt11yQy0kjzkkENAy1dDipLnG2OxI7FTZdOT5reM2Vi3LoQ2BQthBDyYZgitA+sx5tnoLCx6S6+5sZx6Gz16dIycXnrppeDLXZdb3cvz0Lt3b2Wp1L/1tRJnFwJC7Pwvz/hnlPsc+8seBFroSOoYjjrqKEXqdFrG1AmMZWscAmp4zBbH7+w9qUIYzpzXUFb4f7CLA7BLaLUzUPZwV6ByPhxXiF3jEE48NduvELvE8cqplDWV3Q033ICrr75adVOcddZZeOONN2KTJPbcc081ZqWmQhwwYECMCNUHHq9rPLFz2QkbdV9iAZYbwhNPhhE0y2AaLsyghV3/OBfr1jjgGofwqqoVQZNPxnyRH3bYYViyZIlS7GeffTamTJkSI6gsH7/kSWCfe+65KKkU5V8Nz2z6IcTO39KMf7b57H744YfKGs8eBBK6Nm3aYNSoUYhEIjEiV1N3+RuBlig9u7v5hc04Att2YUfWIPz+YISUCxQTTomBSFFblL16Eaoia1uikDlxT7ZlIXY5IerGV5KNQwfOHDv88MPVbyrNY445RhE73W3BWWU8Hr/x2vPOOw+PP/54g1/ATNt4YhedQgFa7Swg4kTQs9dSmIaFfMNFIBjGpZesgB0h6VOLE8YXT5WJ5adDUpafYwb1C+H444/HxIkTFeHjIGtdt549e+Lf//53DJdqGcqPrEFAiJ3/Rclnlla6O++8U3W50lLHCRIcbvHrr7/GnmnqHqZlLFvTEXDpyIQQuhZsEjxs4pLccCJLo0SupC3coQbYJWsVbYuqyQ82/WZyZb0IsC0LsasXotw9ycbBQPLTvn173HjjjRg/fjzef/99tX4iZ72yK4OTCthFG68c9bWnnnoqnn322ZgSrQtNpm8csYuWzcUWH0qWh2XLHbRpMwdGgDNiQwgEVmP8RxZcJ6po1NdkXAF0GWfPnq26Z84991y12Pdll12GnXbaCaeffrpyffDWW28pHFi/bt26JURU424juz5EQIidv4Smn2Ud81mdNWuWsrCTzNFK17p1a1x77bWxMb9Mq3WWvs5ftc6s0tLDHemcw+5YN4IQ3x960krlryh7qies4iA8LjdWaCA8amc4a2YrTwbsUeEyj5SDmrYiHLtZwiWOQuyaBWH2XqyVHb96H374Yfztb3/DOeecoyZP0B0Iv3yPPfZYkPjsvvvu2Lhxo1KUVJYkg4zpPoBj8phXfRvPN4rYqS5YqoBIdAEJz8Xrb9jIMzYqYmcELbT/41JUVlnRSRMu1U517/G6fnRASncmnBFLP3Vffvkl9t13Xzz22GP4+uuvq9WJRJZY6Gvrq5Oc8y8CQuz8IzutW6hvGPg886OTLpdopeMECW2lk+c2PXLVOFMeXKDbjVRgzqePI1y8A7yhJqySAJziAmx4/GigYi4iSnYWIo4Dm68K5e0gPWXNxrsQfyF22SjZJNSJjYMPJkkaN+7rB/b//u//FKHjb57n2oqcLarTMNazYkmY+Lu+jfk0jtip2RP0YaK8ntNyd/ONSxEMWGrFCS4jdvrpFQg5nGRBRVFVg9ZFJ1/o8uq66jIeeOCBqhuW5zVJZRq6SHjggQdiOOj0EmcXAkLs/CFPPpMM3Pis0vrO4RK00JHU8QOUVjrOaOd5kj6d3h819GcpiTHxVsH2MP6Dj9H7pF54qe/u8IYaajKFNdxE5cgCrHvlTEQqq+DZDmw3jIgS59YT3fyJRMuUmvgLsWsZ7DP+rvrh1DELzH0Gfg3TUqcf3hdffBE77rhjTIEyzX333acIH9Pwd30bzzee2PFrkP9thFGBI7suR4BLiJkuAkYV7h21Bpa3ZXIFbGXjiy8D7xkfdP0Y77fffpg+fbo6T2JXWVmpLJK0ULLrWV8Xn5/sZw8CQuz8IUv9HFLHcFITrXMkdXqCxAcffKCeVa2DdOyP2vm3lPFyefmV13BMrx7o2etoHNvjePx2937AUC43lg8MN9SashVfPKycFtPRvIdN0e5Y/1a/xUtO/IXYtbgY/FEAKkWGd999VxG7yy+/XFmz2Ig4AeGII47AySefrLovX3nlFeyzzz6YN29eQiSIeTSG2KlpE54dNfMDWBsKY7tWmxAwHeXqJN+w8eHHi+DSTkdSGf1fL9CsG7/o+cXPr30GWh1J7O6//371suB4HZLadu3aqeP1ZignfYuAELvMFB31hCZnWh/x+eQMVz6XfD5J7jp37qws7jzHa2RLLwJaRnPnzsVxvXrguJ5HoGfPI3H/40/gt4+eRGVRW3iFAaDQAIYWoPzRg+CU/RKdfOEAtsisWQJjmxdi1ywIc+NirVD5wNLBJx32csydfoAZb968GSNGjMD555+vluqhg1+Oz9Np6kOK+TeO2NEKyH5WhxNi8fxrvyDftGEGXRhGBDu03oAN5aEt4+t0d2zdJYiv3/fff6+skXSRwBmxfDmQ4H3++efKQTMnkHzyySeqXnXnKGf8jIAQu8yUHp9TPo9ap3B26ymnnBLreiW5KywsVM8tP9KYjullSy8ClBM/9gcNGoRex/ZArx69UDxiFGaVzsbs0h+w+K3LUDG8LXB3GzhFBkLFQWx+6TS4VSvgsbvcqT4eOr2l9//diL8QO//LMeU1YENh0IpSK1etYONjnmPa+Jjn69uYvnHEjkY4hwNrEIGDM0+fC1N1w9owAw76nT0ftiJ+tNixPLx73UvY6PrpOurfNevL47ru3JctOxEQYpeZctXPH5/Be+65R8101V2vXOaQY+z4zJLUaf3TkO7JzJr6u1SUEyefsffjuB49cdmgv2NK6QzMmzoV02eUYn7pR1jzeE+4hQFERuQDhSYiJduh4qt7YLEnxhVi15wWQPyF2DUHwRy6lo2FgZveb0xcH1TMp1HEzuO0eloDbSxfUYFWbZaq8XWmaSFgWHjtf/OjX/VuSK0RyzkWta08EV+mROrGl4Suc/y1sp9dCAixyxx56udNP3s///yzWoea3a56aASHhSxfvjz2bMY/y5lTk+wuiZYTYw7BOe6441Q4//z++O6HH1E6sxSzp5WidMYMlM6Yjp++fAOREa1QNSIP7jCuSlGA8L0dULFyJhwnSsxtWHD4gU5/eO6WLlr5oG6wIVEGQuwahEkSpBoBNsTGEDvOhiVZc7wQHrl3MsxWZTBNLiMWxjatNqBMDb9jgjA4Y1bZC9VEilTXRPLPBgSE2GWOFDWhY8zVbrh6BAmddmXCSVzaOpc5pc69klCHU0YMI0eORK9evZTF7tNPP0Np6Uw15rG0tFQRjunTp2HGjFIsGH8ncFcQbrEBpygAu7gtVj96AKzQalheGJZTBYsf5XaVmlDhql6Y+nt/cg/5rWssxG5rTORICyDQaGJHZ5huBBGvCmccuxyGWaUmTRiGje5HL0IVJ0vQDboTATtro8SuBSomt/QlAkLsMktsJG4c20snw9qVCSdnTZo0KUYmSChkazkEqMMZuEwbl5zs0aMHrrzySkXo6CyapI7PlSZ33J86ay7W/OccOIUGrBITTmEQVrGJtd89oMi6vcVSBzcCV3XRcrykyLkhKQuxawghOZ8WBBpL7DyPxM7CyvURbF9gwzA9GIEITNPBkFuXwUZIETsOwvVgwUtkWmxaaio38QMCQuzSLyVNDGrGXL+5X79+ykJHUkeLHR0Qc3B+zbTpL7XcUSNAWZBc02sCSR3DmDFjYmSOz1TNMHvqbEwqnY51j3aFW2jAKzJgF+Vh8/27wl31KRzLAhwHm3kT14bHVS30DSWuEwHKQrpi64RHTqQLATbERnXF0nud6+C98cvVmDr6ruNqE8FAGf77tgfH2wxXOUWiGuAXnqiDdMkyG+4jxC79UownabpLb/To0WjTpo2y0pHUcWlDzrbX59NfSrljXQho+V188cWK1PXu3RuTJ09WBKMmodO/f5n6I36YPRcLJjyCTcU7wy4MwCsMKsvd6kePAjaWwnVCiKixdhzfzFBXCeS4RkCInUZC4hZFoLHEjukd18UtN6+BEbQVuTMNG63bzMSaNZwFywWpt/iwoiJQfuzEhN+iQvbRzYXYpV9YfKY1YVuwYIGy0uluV1rpLrzwQvz222/KSsd07J6VLXMQoPyWLVumJkzQkfsdd9yhLHR09M7xdNEQb7WbiVml01A6awrmTZmIZW9cj7IR2wBDg/CGmbCKW2PtM6cAlQsA14FLRsdx0kLsGhQ6ZSEWuwZhkgSpzbxsUQAAIABJREFURoANsTEWO7o6sW0Lxx69Dkaei6ARQtBwcPIpK2A5Fq33sGBtGZehiZ1MoU+1HLMlfyF26ZekJnZcLWKbbbaJWenocJirSvA8g54owX3ZMgcBkm36+qSLE3bDjhs3bkvXK0mdJnea2HEyxSx8M28OFvw4C7OmzsOC6ROw+smj1GoU7tDWcIblwxkZRNk39yBEUTub1YQ5+TxvWOZ8NoTYNYyTpEgxAmyItRM7ru3IgbOA61lqhquyvnlhrFrpoe02i6Pj60wH+XnrMfZZpk9xYSX7rEdAiF3qRcxnXlveGK9ZswbXXXddtQkSAwYMUC8onucmZC71cmnqHSgbjqmjte7EE0/E1KlT6x1fx2dszvRSTJs5HTNLZ2Py7Dn45Zs3UDGyA9yhAbjFQbglBipH/RGhRZ/Dc8NwXAeO8l3V1FLmxnWUhRC73JB1RteSDbE2YkeO5sGFCwcuOFjahvJL7Dn4z5Me8oLlMMwIAoEQtttmITaW/e5rL6MrLIXLaASE2KVePHzm6UiY8S+//KLWZ6YLE3a/xlvpSOp0SH2p5A5NRYAyotNoWuzOOeccRSz4HOnZsNyvGabMnImfps/ET9OmYOaMiZg+ayYWffgAqoq2Uc6LncI8uCV5qHj4INibFiHiOLKObAICEmKXAEiSJPUI1EXs+J0eDRF42AyPHsltwHJt9O+/FkHDVpMmAoEIunRegYj6shdjfeollt13EGKXHvmSDIwdOxZ/+MMfYl2vO+20EyZMmLBVtyt1BNPLlpkIUD4cV0fHxJdddlm9hE4TvIlzSvHzpBmYXVqK0pmTMXnGLMyePA1rn+qGyLAg3GFtgGF5sEYYKPv6PrXUmBjsGpa/ELuGMZIUaUCgbmJHSx2tdhY8Lxyd7u66WFdWie3/bwpMIwIjGEHAcPDPwZtg06Info7SILHsvoUQu+TJl892bWHlypVqQgQtdHqSRN++fTF//vyt0rM0zEO2KAIai9pw1RjVdk5fxzT6fPy+PlZfXFd6ku4bb7xRdcVyHfEvvvgC77//Pl5//XU1RvLxxx/HqFGjMHToUNx0003Kx915l5yPAWdegN4nn4pjjjsOh3ftggP27YI+f26FZUN2hl0chFNkomzMibCWTIHnbga835eGrFlOlqHmMf1b45ILMessXbG5IOkMryMbYu1dsbTURTc1IYpf7bAw/mMXgeB6BAKVMAKcFevirTcXqJmy8lWf4cL2QfGE2CVPSPEvVj3x4csvv8S2226rfNNxFQkSO64tql/Mybt7duakMY3HSx9jrI/HHyMS8b+5zy0+bXwavU+Hw1yubdq0afj000/xyiuvgCStqKhIjYm84IIL1Ji6Qw89FNtvv32MpLM7XZN2vfwbf+t9FQe4LNwOCBgmAqaBgGmilRFEIGjinP+3HdbcsxeKe3XA5sg6WF4IEY/Liqliqz+6rroOXG5u48aNaoINj7G95eLsaeIixO73diJ7LYQAG2JtxE7NhFCMLuq6xOEyMy5QePd6GIaFoGnBCHrIz6vE0lV8oDnRIu7Jb6H6yG39jYAQu+TJj8+2fgFv2LABt956K9q2bate+nz5n3vuuco3nSZ9fCHLVj8CGtO6YsuysG7dOuUeZs6cOfjuu+8wfvx4ZT175pln8PDDD6OwsBC33HKLspz1798fp59+urK2de3aFfvuu6/yGUgfgtWI2Jb1efWxmkQtnsjpfZ0m/jfHUm633XbYo2NHdNp/fxxx+FE46YReOOusczFw4AW47uqrceftQ/DcmMcw+uFHUFG5Fo7yVcwJdL97N2D9OU6ThPOQQw7BCSecgAMPPBCXXHKJsh6S3GjSVz+i2XWWuAixyy6Z+rI2bIh1EjsOnvbox4iDqEOwXAu9ev4GI+AgYLoIBlwc230BLM6a5UoTwut82QYyqdBC7JonDU04mIveX7p0Kbp06RKz4vBFT8tP/ItXp23e3eu/mvfgpu+rf9e8Kr4sdaXR1+jz8bHej0+jjzHW+zyv93Wsj/E3Ce/q1atVF/W3336Ld955B0899RRGjBihyMvAgQNxxhln4Mgjj8Ree+0Vs5pp8lVbrMlWzXN1Ha+ZTv/WZI3W1z322AO02p166qm4+OKLcfPNN6s1Y0kkucbvV199hZ9++knNfo6Rd7WSBN1SEQ/6qKNs+JteEGzlv46zJUIEhMuLqZWEfif+xIdd97vuuitIYJkvA7uESR65jjDTxOOq5ZHNMesrxC6bJeyTurEh1krs+HXGB5omeI6fsB1sKK/EtttthmHaMAL0YefisdHRhzrqmVyYnU/EnrHFFGLXdNHwWSYZ0S/Z9evXK8sQJ0joWa9HHXWUWpUgPl3T79i4K1m+2oIub81zPM5j3Oo6V/M4rUhlZWWqC5NkhqtlfPLJJ8q3GyeLPProo2q82e23345rrrkGJGdcX/Wkk05SBI1Wp44dOyqSpjEjmapJvPg7/rwmXInEtJr+8Y9/BNfcpbWLkx5IEOkImmu8kpixu5XWPboxefPNN5XVj+SSzwedRVO27KqtWX+NmT7eOAklnpr5d+vWTZHc+LZE/HfZZRe8+uqr0hW7fHmDgBoNpSDQDzzwAGjalU0QSBQBtpvaiR0nTUQdnvCrjpNiX39zFkzDVaTOCFhoGwxj6cYKuDa7a8PRL79EbyzpBIFaEBBiVwsoCR7SL3W+aDk26//9v/9XbSzdVVddhXA4HCN+mlAlmH2zk+nyUa/owEz1vo51OsaVlZWKyEycOBHvvfeemgzAiQBcs5YkiGvZdu/eHX/+85+x4447ViNbNcmYJl21Ha95rC7SFp+O+/n5+ejQoQM6d+6suiP5/qVPQBIzksiXX34Zn332GbgKBFeHIP6sp663rqv+XRMD/mYanU6f18fjf9fcVzdJ0Z+FCxeqrmLWi2XT5I5d0R9++GFspRKWKZc21lcsdrkk8QytKxtircROLQVmc2VYeHxwXRuXXzIDpuHBMFwVH9dtIcIoU9Y8OjNWJv0MracUyx8ICLFrupz4LPMlSxJEkhNPZEpKSrYiCHwZp/PFSwsTyQ0nA3z88ceK9PzrX/9SY85Ihs4//3wcf/zxipCSLHE5s/g6cJ9kiqRL7+vzyYh5P7p82W+//dQKDn/9619BMnzbbbfh/vvvx/PPP68sZ5MmTQKJTUVFRTXCRey5EVMtC72v4/jz+lhdsSZz8deoG8Tdo65r9TU6fbJjklXKoby8PIYBy6vLzLbFkGsb5SHELteknoH1ZUOsldg57Iml1Y7jL1ys2xzBTn/YpJwSk9hxGbF/PzdZjb+DGosnSwlmoHh9V6RcJnb6pahf1vG/6xJkfJpNmzYpSxFnSGric8opp4AzYXWe8bHOM/5YzX2SMU4GIJGhw9uvv/5audLg2K2nn34aDz30kCJmdKMxaNAgcKYmuxXZvcjJAHvvvbciS5wMEG/tqknE6jsXn7ZmOpIL1ne33XZTg/fZ1dy7d2+cffbZqpuV3a0kZnTgO3r0aLz44ouqW5aD/tlNy+5aWjeJnSa6xEC2rRGIbxvsamWXMtufboN6Pz7eOpfsPkKMhNhlt4x9UTs2xLqIHT3ZqbFzro2vf1yNgOnAMEMwTQet8sqxsjyiVqNgP60adOuLGkshMxkBIXa1W3vqkpl+iXJZMA7i164uSIZIZvR5Pucc/8R0s2fPVmSPfs70ZAASs4suugh9+vRRA/FJlDgwn0RKB02wdDdlPMnS+3XFvFaf0/nU/M3jHA/ImaEkaCRnnGXJso0cOVIRybffflvNNKV7jbVr18ZW0GD9uDGOrzN/x4e60vAanUddWOf68XgcSew4u5a4xWPKtYU5BOCf//xnjPDlEm7ESIhdLkk8Q+vKhlgrsfMianI7u2E9N4SSkhUwglUwTAsB08KRh6/GZmXNI7nj7FkuP/b7rKkMra4UK8MRyGViR+sYCQtnG3Ima/zg+LrExhcrB9mzC5GES4edd94Zhx12GPbff381GUCTNE2qEo1rI1+8Vh9nvM0226gB8xznxnvSWnfmmWeC681effXVys2Kngzw7LPPqpmaHIdFVyCcUblo0SI1GYDjs+LJQ237xEEf12RM/05GrPOvC+9cPq7xJe4//PCDagMrVqxQ8uAxBi5Rx48CWom1fHIJM2IkxC6XJJ6hdWVDrJ3Y0QoXnRlrO8Cpp29WfuuCpoNgwMYtN67a8rVWCTW+zg2r6fIZWk0plk8QyGViN2/ePDWujF1cHJTPcXKcIMCuUD6ntb0oeZzjneLHoyVK2mqmI0lr3bq1cp9x+OGHK+e3HPd2/fXXo7i4WHVlsguWKxtQTuzC1GTMJ81LipkkBGj9bd++vXJuzX22TXZls0ub7lf4myHXNiF2uSbxDK1vncTOpT8jdmO4KN/kYuc/LoRh0n+dg2BwLca9E11EHAgra110LJ6MTclQMfumWLlM7PgiZJfjtddeq4gc3VrQ0wHHrPE51SFemPqFypcpx7MdfPDBapYox9ZxvBuXmBo8eDDuvvtuNQGAXa/sRuOSU9988w2mTp2qrCzsog2FQrF7MF99P8b8HX8sfj++PLKfGwiwTbz77ruKxNH6SnI3d+5cNb6RYxp1+8gNNH6vJXERi93veMheCyHAhlirxW6Lz0rHc/He/1wU5K2CYbpqbdiC/KlYtc6C63LWk82ReOolEFuDrIXqIrf1PwK5Tuzuu+8+NRNTzyrk88mVCerqluX5eNKlX6g8zsBNx9zX5xnrc/qYvqa2WCXe8ofna14Tf172sx8Byp9tlGPqONaO1l5OkLnhhhuqfSDEt73sRyX6rAmxywVJZ3gd+eDVRuyi1joPEdfDdddtQsDk+DogYNg4pvuvCDkWPNfia0MRO86claUnMlzYPiheLhM7PoscL3fZZZfFiBNfoHQBwi4u7tfc9IuTsd5nGv1bH9OxPldbXDPvmr9r5hmfR8208jv7EdDtkQSPE1kY19bOsh+J32vI+gux+x0P2WshBNgQayN2tmerZcLKKoAOu0yMOiY2HOQHKjFqVASW48HjIoJqxRk6vXOUW5QWqobcNksQyGVixxfjk08+qWan8qXJrlEuC0Wnt5pU6ZdplohbqiEIZBUCQuyySpz+rUxdxC7sheDZHt541UFecBkMM4yA4SEv7xcsWx5dtsjb4oBSzYYVi51/G0EGlTyXiR1JG32tHXTQQWr1gj333FPt68kTmtxlkLikKIKAIBCHgBC7ODBkt+UQqIvY2a4Nx3bQv/8a5Km1YSMwTReHHboeYYvuTSx4XEhWdcbSWqd2Wq4icuesQCCXiR2fRU6W6NSpE1577TXlFoTOdjnxgedI/MRi1/hmTuxqC8xJH9f7NWOel00QSBQBthfpik0ULUmXMgTYEGvrivUsoGyzjdbbTkSe4SIQsGHk2bjpmjJVlniFmLLCScY5h0AuEzsKm8SuR48einCwa5ZE7uijj8aUKVPUvhCNxj8SmhATO2Kqx4LxuMZT67Oa5+LTNP7OckWuIcB2JMQu16SegfVlQ6yN2MGN4Otvgfy8NWp8XSBgwQw4eO7ZX2MvGK0UM7BaUiSfIpDLxI7P04MPPqhcRnCfpIJuJIYOHarcoGiC4lPRtlixiVs8YdM4MibOOvA3N/2b13DTx9UP+SMI1IMA244Qu3oAklPpQYANsVZi59i494HVMM3NMNgVa9ooCLiYN68spvh4rWyCQDIRyHViR3cnp556auzjiaSCa7ByEoUmHMnEOxfyIm7r169X/gFPPPFEhSMXr+/VqxdOPvlk/PWvf0Xfvn2Vv0D6DOQaty+88IIig5r85QJOUsfmI8C2JsSu+ThKDs1EgA1REzv6IjrppJPANSSn/DgdJ524EKYZgRFwYARsHHLAMtjKd10zbyqXCwJ1IJDLxI4WInbDcq1UrvM6ZMgQdOnSBf369YsRPW1FqgM+OVwLAuzG5hq0JHBc9oxkbfHixeDKG/QRSB3IYwx8KXNJrLKystixWrKUQ4JArQgIsasVFjmYbgRqErvdd99drfXY7djjkJ+3DsGAs6Ur1sHI4mlq0kS6yyj3yx0Ecp3YffDBB+B6qv/5z3/UovfffvutWrZLEw8+r7I1DoGxY8eqFTnefPNN/OlPf4qNs+P6tSUlJYrAkTAvW7ZMraTwxBNPxKyjxF0wbxzeuZxaiF0uSz+D6l6T2PFrlYt4H9JlCMxAGEHTRl7AhmlWYf6CTXC29pGaQbWRovgdgVwmdnwWNYHTsT7GmOSDsWyNQ0CTMy6BxRnHGlviyX3GDFzOjeuf1lzlQzBvHN65nJptRbpic7kFZEDd+Y5wvRBWrVwF0zBgGNvgvPP74aMPP8AxR05WXbAB01Lk7oD9N8B2PTheOANKLkXIVgSE2FUfwM8XRc2QrbJPVb00flwfd5999lFkTh9jzI0xh6E89NBD6rw+RuInmyCQKAJsR0LsEkVL0qUEAao013OweuUqBEjszAIMuGgApkz6GTtsu04Ru6DhwTAsXPG3JfBswIUQu5QIQzJVCOQysZMmkBoENHmjxa5jx47ViLImbkyzww47qKWxdPrUlEZyzWYEhNhls3R9UjcP0a6IVatWRi12AQMXDrwYb7w6W/muM4I2AoaLPKMSj/17E1ybA4ylK8gn4vVlMYXY+VJsGV1ovmwZ3nnnHbRr164asdPn1qxZgz/+8Y+qHjwmmyDQFATYdsRi1xTk5JrkIeC58BwXK1etgGEaMM0A+l9yIW675SeYhgUjQMfEDgrMX1A6w4bnbVJLwiavAJKTIFAdASF21fGQX81HgC9bWubGjRuH7bfffitix3MTJ05E586dY920zb+r5JCLCAixy0WpZ1qdPcBzPaxYtRJGgMSuFc4beAVOO2UVjEAZzICn/NfttfsMWGELrhvhBZlWCylPFiEgxC6LhJkhVeHLlpMjOCu2devWap9kjoHnGL744gt0795d7fO4bIJAUxAQYtcU1OSa5CLg0qu6heWrViufTgEjD33PvQ0dO/4Kw6xCwHRgBiow5NYquHYYFpeE5UA72QSBFCEgxC5FwOZwtly9gxu7YoPB4FbuY/gy/u6779CtW7cY2cthuKTqzUBAiF0zwJNLk4SAmhUbwbJVa2AYeQiaBg49pBit8hfBND2YARdmwW+YWgp4TgXCngsZYpck7CWbWhEQYlcrLHKwGQjQArfXXnuhoKBAfcDuueeeak1eZqmtdnPmzFGuUPhiZpBNEGgKAkLsmoKaXJNUBDx4cD0Pq1esgRE0EDBMGMYQGGYYJq11ZgRHHPIr7PBmNRvWBk120k2RVCFIZtUQEGJXDQ75kQQE2A375ZdfqjF2b731Fl588UXMmjUr1g3Ll3EoFALPaZ92SbitZJGDCAixy0GhZ1qV6yN2hhFGILAZI0dYcDgexXPhIER/J7IJAilDQIhdyqDN2YxplasZtFWOMYO23Ok4Z8GSijcLASF2zYJPLk4GAvUSO9NGq/xlmDbdge1ZapKFy/F1YrFLBvSSRx0ICLGrAxg53GQE+LKlJY6kjbEmcprE1RY3+WZyYU4jIMQup8WfGZWvn9h52H+fFQhFIlGnxHSNoqx14qA4M6SXnaUQYpedcm3JWvFly00TOr3P3/Hn4vdbsrxyb/8iwDYkfuz8K7+sKHlNYhc0TJjmbWqMnWE4+PuAUHTMCewoqaMihJUVdZdKZCYCQuwyUy5SKkFAEGgYASF2DWMkKVKMQL3ELuhg7NML4Lm2WnbMo7nO4RA7J8WlkuxzGQEhdrksfam7IOBvBITY+Vt+WVF6zohlWLlqKQzTRMAogGneAcOMID9gY97P6+HZDjyOTfGiVjsP4scuK4SfoZUQYpehgpFiCQKCQIMICLFrECJJkGoEOGTO9RysWP0rTJI6oxWC5m3KzcluO29ElevBJbFzALo6iU6Ila7YVMsll/MXYpfL0pe6CwL+RkCInb/llxWlZyP0XAcrV/2CgLENTMNE0LwRAbMKg6/7CZbrwbPV8hRw6PNO/NhlhdwzuRJC7DJZOlI2QUAQqA8BIXb1oSPn0oKA59Ea5+LzT6cjYLZSVrtg4GYEAxX4/odlcBwXnh0BXEutOOHRj504ZU+LbHL1JkLsclXyUm9BwP8ICLHzvwx9XwP6p7PdCO66fgaMYBBmIADTuA277bYGLme/0k2A8l2nZk0AqFTuAbRPKPp/kk0QSCYCQuySiabkJQgIAulEQIhdOtGWe9WKgOO5sL0q9Oj6EYygiUAgiILArTj3gnlbSJwLTpZgY40uEhsldvPnz8eqVauUK5RaM5aDgkATERBi10Tg5DJBQBBocQSE2LW4CKQANLi5tosNGyvw6huv4NknX8Ggi97GC6+tAGdMcKUJx2M3LBOyD7ZKkbyzzz4bgwcPVp7cBUVBIJkICLFLJpqSlyAgCKQTASF26URb7tUsBNhYGdj1WllZiVatWuHPf/5zbH1FZs7zsgkCzUVAiF1zEZTrBQFBoKUQEGLXUsjLfRuNgCZ2vPC7775Dp06dcNZZZ+Hrr79WhE6fF3LXaGjlghoICLGrAYj8FAQEAd8gIMTON6KSghIBTd7uv/9+3H777Rg9ejTOOeec2HEhddJOkoGAELtkoCh5CAKCQEsgIMSuJVCXezYJAU3q2BV70kkn4aeffsLy5csRCASwePHiWDeszJJtErxyURwCQuziwJBdQUAQ8BUCQux8JS4pLBssSdx+++2nZsPyd79+/TBo0KDYbyF20k6ai4AQu+YiKNcLAoJASyEgxK6lkJf7NhoBEjaGoqIi7LrrrhgwYIAidQceeKCy2q1YsSJG7hqduVwgCMQhIMQuDgzZFQQEAV8hIMTOV+KSwnI27G677YbLL78cTz31FF544QW8/vrr6NOnDx566KFqY+3YuBlkEwQai4AQu8YiJukFAUEgUxAQYpcpkpByNIgAG+tHH32krHN0TBy/zZ49G4cffriy6HFFCk3qhNjFoyT7iSIgxC5RpCSdICAIZBoCQuwyTSJSnjoRYDfsrbfeih49eigCF5+Q5/bff38sXLgw5teOBE82QaApCAixawpqco0gIAhkAgJC7DJBClKGhBB49dVX0a5dO7Rv3x7vv/9+tWvGjBmjznXs2BHPP/+8stiR7InFrhpM8iNBBITYJQiUJBMEBIGMQ0CIXcaJRArUFARonSORk00QSAYCQuySgaLkIQgIAi2BgBC7lkBd7ikICAIZjYAQu4wWjxROEBAE6kFAiF094Mgp/yDAhswgmyCQDASE2CUDRclDEBAEWgIBIXYtgbrcUxAQBDIaASF2GS0eKZwgIAjUg4AQu3rAkVOCgCCQmwgIsctNuUutBYFsQECIXTZIUeogCAgCSUVAiF1S4ZTMBAFBII0ICLFLI9hyK0FAEPAHAkLs/CEnKaUgIAhsjYAQu60xkSOCgCCQ4wgIscvxBiDVFwR8jIAQOx8LT4ouCAgCqUFAiF1qcJVcBQFBIPUICLFLPcZyB0FAEPAZAkLsfCYwKa4gIAjEEBBiF4NCdgQBQUAQiCIgxE5agiAgCPgVASF2fpWclFsQEARShoAQu5RBKxkLAoJAihEQYpdigCV7QUAQ8B8CQuz8JzMpsSAgCEQREGInLUEQEAQEgRoICLGrAYj8FAQEAd8gIMTON6KSggoCgkC6EBBily6k5T6CgCCQbASE2CUbUclPEBAEfI+AEDvfi1AqIAjkLAJC7HJW9FJxQUAQqAsBIXZ1ISPHBQFBINMREGKX6RKS8gkCgkDaERBil3bI5YaCgCCQJASE2CUJSMlGEBAEsgcBIXbZI0upiSCQawgIscs1iUt9BQFBoEEEhNg1CJEkEAQEgQxFQIhdhgpGiiUICAIth4AQu5bDXu4sCAgCzUNAiF3z8JOrBQFBIAsREGKXhUKVKgkCOYKAELscEbRUUxAQBBJHQIhd4lhJSkFAEMgsBITYZZY8pDSCgCCQAQgIscsAIUgRBAFBoEkIpIzYXXjhhU0qkFwkCAgCgkBLIzBz5kx0794dVJAMsgkCgoAg4BcEqLP4cWoYBpYvX95gsY2GUjDDBx54ABdddFFMKWrlKHH0JSE4CA7SBjK7DVAp9ujRA47jiB7bQm6lzWZ2mxX5iHzi20DSiB0zdV0X9913H8444wwsWLBAgmAgbUDagO/awPjx43HYYYepcv/666++K7/oXnn3SBvI7Tbw/vvvIxAIYNGiRQ3Z45CQxW7IkCEwTVOZAWkKlCAYSBuQNuC3NqB1mI79Vn4przxz0gZytw2Q1FH+EyZMaB6x02ZAWuz69u2LJUuWSBAMpA1IG/BdG/j4449xxBFH+K7conPlnSNtQNoA28Ann3yiDGyLFy9uHrHj1SR3HGPXv3//BjOTBIKAICAIZCICMnkiE6UiZRIEBIFEEOCQuNLSUkXsmj15gqSOg43vv/9+DBgwIJH7SxpBQBAQBDIOARK7+MkTGVdAKZAgIAgIAnUgQC7GyRMcRpIUYicWuzqQlsOCgCDgGwS0xY4Fpk6TTRAQBAQBvyCgiR3H2DWb2LHSQuz8InoppyAgCNSFAL926ceOmxC7ulCS44KAIJCJCFBn8eNUiF0mSkfKJAgIAi2CgBC7FoFdbioICAJJQKBFiB1vysF9jGuGmnXieW46Ha/T1+q0Oo3+LbEgIAgIAs1BoD5ip3VRfEydxC3+WPx+c8oi1woCgoAg0BgEqHvSbrHjTX/77TfV1XHMMceAoVu3bhg3bly1slNZcjLGTTfdpFayGDhwIE4//XT06dMHt9xyiyJ4WqFWu1B+CAKCgCDQDATqI3b6w5J6jB4AzjvvPHAJxSuuuAJXXnkl/va3v8XCQw89FFu9ohnFkUsFAUFAEEgYgRYjdvPnz485MebMDYbCwsJqBf//7V0HnBXV9d5CUVCaFIEoRYoiif4hkdAtGGLUxEYxKqIUkaiggkgfTWxfAAAgAElEQVRUqpUiXVSUohHQKGqiQoQYgUBUpChNQRBQOtIXdvft2/P/fXc54+yy5dV5M/O+2d/dmTdz55bv3Hvmu+1cJA5KtHbt2uY5/MDoHs4VKlQwClO3/Mn3In8QASJABKJAIBRih+DRKIU+Sk9PN2fMacFv1VXVq1cnsYtCDnyVCBCB8BFIGLEDYXvyySeNQqxWrZqgZQuyZz+QOBC3AQMGSIMGDSzF2b17d3nmmWfYY2cHi9dEgAjEDIHiiJ02OHEeOnSotGjRQq666iprh51SpUpJpUqVBOfzzz8/ZmliQESACBCBUBBIGLFDxEeOHDHK8OKLL7bmptgTDT9wq1atksqVK0uZMmXktddeM/fs/nhNBIgAEYglAsURO3s8qqNwrlixotFnd955p6XPOKJgR4vXRIAIOIEA9FFC5tghc8eOHTOK8MILLzR5RWLsB3r19u7dK+jRw9DGiy++aBQm7vMgAkSACMQLgXCJHXRS3bp1jT67++67TbKU9OFHQd0Wr3QzXCJABIhAQogdYEfEJ06cMIqwUaNGVgvXLhL46dKliyF1aAVDeaqz++M1ESACRCCWCIRL7KCrmjRpYvTZvffea+kz3Meh51imkWERASJABApDAPrG8R47JAQELTs72yhCzJ9DQtTp8AVWnKGnrmHDhqZ3r7AM8B4RIAJEINYIhEPsEDd0F0YesHgCc4J5EAEiQAQShUBCiR3IHYhb/fr185E63J8/f76ULl1aatWqZUyj4B4PIkAEiIATCIRD7LRBWq9ePUPsRowYYfSZE+lkHESACBCBgggkjNipMoSZgDp16ph04R566/bv328IHUjfzJkzjZIksSsoOv4mAkQgXgiEQ+ygm6C7zj33XEPsxo4dG69kMVwiQASIQIkIJITYKanDuWzZssYkgCpHLKho2bKl6cmDGQEM1+IZiV2JsqQHIkAEYoRAOMRO9RlW7mModsKECTFKBYMhAkSACISPQEKIHZKpRK5cuXJy3nnnmZ66rVu3StOmTY1yPOecc2T37t0WqUNCeRABIkAEnEAgEmJ39tlnG901efJkJ5LIOIgAESAChSKQMGKnrdzy5cubnSXQM3fZZZeZnjoMwcLNmzePxK5QsfEmESAC8UQgHGJnb6Six+6ll17iHLt4CodhEwEiUCwCCSd2aOViCAN7xYLM1axZ0+xIgYUT6LX77rvvuCVPsSLkQyJABGKNQCTEDo1UELtp06adRuy0IYt0Fncd63wwPCJABJIPgYQRO23lYusd7aEDydu0aZPppevUqZO5361bN6MIOccu+Qonc0wEEoVAOMROiRqmlYDYvfLKK6clG36gwwKBgEXsVAeqeSf44UEEiAARiBaBhBE7VYborUtLSzMO24VB2cGtXbtWzjjjDLO4YuXKlae1gKPNON8nAkSACBSFQLjEDoQNK/yLI3bQeRkZGWZbxEmTJpn9rqdPny4nT540Oo/Erihp8D4RIALhIJAQYqcKDOcqVaoYUgezJkrq0ILFNexBoTcPBoyh/HgQASJABJxAIFxid/ToUUPqSiJ2K1assPyhQQv/77zzjqX7nMgb4yACRMDfCCSc2FWtWtWQN7RklfAp5LiHeXZoCaNli+c6bKF+eCYCRIAIxBqBcIndwYMHLcL28ssvn6bLoLvg1qxZY/yhwQpih7PugV1Q/8U6TwyPCBCB5EAAuiQhW4qpoqtevbpRdD/99NNpyhC9ds8884zVa3f8+HHjB/d5EAEiQATihUCoxA7xQ5cdOnSoWGKnoxFY/b9+/XoZPny40Wsgdjonj8QuXtJkuEQguRBIKLGDslNr7Vg0UVCx4TcMFteuXdsozcGDB7PHLrnKJ3NLBBKCQKjEDjoKDg1TDKvCFdVjp+QO5xkzZlg9drjWcBKSWUZKBIiArxCAPklIj50quV/84hem5frZZ58Z5Yb7quTUz/Lly81CilKlShnbdvocZ/XvK6kwM0SACCQUgeKIneof1T34jYYpet9A7GDuRJ8hE+rffgaZg384LBrTZwnNNCMnAkTAFwhAnySE2AE9ELaKFSsa5Xb//ffL6NGjBcOtOFQxIoFZWVnSuXNnozTPPPNM+fvf/y4ggvCj/nwhDWaCCBABVyAQKrFTHYQFECB1IGqjRo2SvXv3yo4dO2TLli2yfft22blzp9lJZ9++fXLgwAF56qmnrB672bNnk9i5QupMBBHwBwIJIXbaOm3evLlZGKGrw6AUP/jgA4usQWlCQcK+nbZusZAC1zVq1CCx80cZZC6IgOsQCIXYIdFdu3Y1JplUL+mCCNVXSvZwVqfPcMa9uXPnmvxDL/IgAkSACESLQEKJXcOGDU2r1a78/va3v5nWq/bEocVrfw5lCOVZtmxZy9hntCDwfSJABIiAHYFQiB1W6Ldt29ZqdCpxs+sr+z29Lkjs3n//ffbY2cHnNREgAlEhkDBiB+IGI8RLly6VDRs2mK3DNm7caJE1tWWH85w5c+T55583QxzPPvusWUUGwqfkjy3dqMoAXyYCRKAAAqEQO7yyZ88e0+M2ZcoUGTdunIwfP95y+D127Fijt0aOHCmPPfaYDBo0SPr37y89evSQnj17CqagwFQKdBj1WAEh8CcRIAIRIZAQYoeUgpSBtMGpUsNZCR2eK3GzX6tfWHq3348o93yJCBABIlAIAqEQO9VFOKuusgel9+z+7H71vl0H2t/nNREgAkQgEgSgWxxfPKEKrTjFp8/0bFeIuKcEUMOKJPN8hwgQASJQGAKhEDu8p/pHz/aw9F5JZ+gzDcv+Pq+JABEgApEgAJ3jOLGLJKF8hwgQASLgFALFETun0sB4iAARIAKRIEBiFwlqfIcIEAFfI0Bi52vxMnNEwNcIkNj5WrzMHBEgApEgQGIXCWp8hwgQATcgQGLnBikwDUSACLgKARI7V4mDiSECRCAMBEjswgCLXokAEUgOBEjskkPOzCUR8CMCJHZ+lCrzRASIQFQIkNhFBR9fJgJEIIEIkNglEHxGTQSIgDsRILFzp1yYKiJABEpGgMSuZIzogwgQgSRDgMQuyQTO7BIBHyFAYucjYTIrRIAIxAYBErvY4MhQiAARcB4BEjvnMWeMRIAIuBwBEjuXC4jJIwJEoEgESOyKhIYPiAARSFYESOySVfLMNxHwPgIkdt6XIXNABIhAjBEgsYsxoAyOCBABxxAgsXMMakZEBIiAVxAgsfOKpJhOIkAECiJAYlcQERf+hpDUBYNBc41zwWv7PfjnQQSIQGQIkNhFhhvf8jcCX3/9tUydOlWmTZtmfX/wrTly5IhMnz5d3nrrLdm2bZv5RvkbCXfnDjKBrFJSUmTnzp0lJjalJB8IcMyYMXLrrbeW5JXPQ0RACRvO8+fPl4kTJ8qUKVNM5XrhhRfM79GjR8vChQtNZVPCF2Lw9EYEiEABBEjsCgDCn0RARJ544glJTU01hOHw4cOSk5NjvjkffvihuZ+Wlibjx48nsUtwaSGxS7AAQokeQgJZ++GHH0zlqVatmjRo0EAGDhwof/3rX+Wpp56S6667Tv7yl79YFQ3+eRABIhAZAiR2keHGt/yNwMGDB6VOnTry8ssvm2+NfpsCgYDpWOjcubMcPXqUxC7BxYDELsECCCV6CAkHyNqCBQukT58+8qc//Slf79z69etl8eLFxp/6DyVs+iECROB0BEjsTseEd4gAELjkkktk0qRJ5vuDb426VatWyZ133mn9JlqJQwAy4VBs4vAPO2YIbNCgQXLNNdfkI3a4z4MIEIHYIEBiFxscGYq/EMB3pm3btobY4druli1bJr169bIIn79y7q3cQC4kdh6SGQQGYtemTRtTgbKzs03l4tCrh4TIpLoeARI714uICUwAAvjOXH311dKxY0czl/7tt9+WDz74QN5880255557pHfv3ua7lICkMUobAiR2NjC8cAmBDR48WOrXr28WqMyaNctqIeEZDyJABKJHgMQuegwZgv8QwDfm+uuvl0aNGkmXLl3ktttuM98hLJa89NJLzTxv+OG3KLGyB/7ssUusDMKKHQIbPny4lC1bVmrVqiUjR440xA4tKVamsKCkZyJQJAIkdkVCwwdJjAC+MTfccIM8++yzp31vnnvuOenbt69Bh9+ixBYS4E9il1gZhBU7BIZKdeGFF8qOHTuMjRqSurAgpGciUCICJHYlQkQPSYiAEjtYYihI3mDmDMOxBe8nIUwJzzJkQGKXcDGEngAIDBWoXr16Vk8diB3sCbFChY4jfRKB4hAgsSsOHT5LVgTwjfnDH/5g7NkV/N5MnjxZevbsab5DBZ8lK16JyjfwJ7FLFPohxgsh2cnbsGHDjC0h3FOXmZkpJ06cMJVK74UYPL0RASJQAAESuwKA8CcROGVyq2XLlvLQQw9ZBA7fG3yjYNuuR48e5ptEYpfY4kJil1j8Q4pdiR0q0HfffSfdunWTqlWrCuwGbdiwQdauXWsmrdqXmrNihQQtPRGBQhEgsSsUFt5McgSwlVipUqWkXLlyMm/ePKtj4ZtvvpEqVaoIjOc/9thjhuglOVQJzT6JXULhDy1yCAkOw62oNE2bNjVDsQ0bNjSrkzDfDvewrRjIn27zElro9EUEiEBBBEjsCiLC30RAzHfI/o3R75Ke9Rl+80gcAsCfQ7GJwz/kmLWi4KzXeFl/2896H5WssPv290NOAD0SgSRCgMQuiYTNrOZDAN8H/XboWb8jdo+FPeO3xY5Q4q4hBxK7xOEft5ghWO25QwUsrBLGLXIGTAQ8jgCJnccFyORHjICSOMzZPnz4sOkc4OK8iOFMyIskdgmB3ZlIIVwQOq2USvCciZ2xEAHvIkBi513ZMeXRIYDvxrFjx6RDhw7SvXt3WbFihVmYp50D0YXOt51AgMTOCZQTEIeSOlTGBQsWGBMpJ0+etIZmtZLCHw8iQATyI0Bilx8P/vI3AvgOqFu3bp00btxYUlNTLYdFevrN8DcS/sgdZMmhWH/IMl8utJI2a9ZMSpcubSroRRddJIsXLzYVFJWUFTUfZPxBBCwESOwsKHiRJAjge7B79245//zzJS0tTdLT0813IyUlRTZu3JgkKPgjmyR2/pDjabmAYDEEi2XpqKRofeGMpeowi7Jr1y4Su9NQ4w0ikIcAiR1LQjIhgO/F8uXLzTaV+FaAzMF8iV6T2HmrNJDYeUteIacWgoUrX768qZzaCkOFRWXF/Xfffdf4CTlQeiQCSYIAiV2SCJrZNAiAuME2qn4fbr/9dnn44YdJ7DxaPkjsPCq4UJN95plnmso6cuRI+eSTT+Tmm2+2utgxRNu1a1fTza5EUFfS4jcPIpCsCJDYJavk/Z1v6HWdgoMz9D3mYFeuXNkicX379pXVq1fLwIEDzbeDQ7HeKxMkdt6TWVgpVmKHbcggbFTkOXPmSJkyZczQLCpthQoV5PXXX5dAIGBVevjjQQSSFQESu2SVvL/zrQ12kDoc//3vf810HZ2q88gjjxhSh/KPbcM4FOvN8kBi5025hZxqJXbDhw83pE175LANWaNGjUzFReWFw+bOe/futcyjhBwJPRIBnyFAYuczgTI7BgF88NUtWrTINOp1+LVTp05mJSV661D+ORTr3UJDYudd2YWUcjuxwwsQuHbFHzhwQIYMGSKVKlWyCF6dOnXkpZdekszMTEsBqCIIKUJ6IgI+QIDEzgdCZBby6XDofdX9M2fOtKwlYPXrnXfeaezVYf9xlH0OxXq78JDYeVt+JaZeid2IESMsvxA6DlRy9ODBbpH23qGSowV3xRVXCIif+tF3rEB4QQR8jACJnY+Fm0RZ00Y5ztD1cK+99pplKQEjNX369DFEDmQOts/WrFljfg8YMIBz7DxaViBv2rHzqPBCSXZRxM7eesM1jBe/8cYbhuCB2ME0Cnrynn/+ecnKyjItv1Diox8i4AcESOz8IEXmAR941fUgdWPHjrVGZ8444wzp37+/oJdOyRzKvV6T2Hm3/JDYeVd2IaW8KGIHwRfmjhw5Irfeequp/Dr34pe//KUsW7bM8o+I7e+GlBB6IgIeQoDEzkPCYlLzIQDdjANn+4jLk08+ael1mLuaO3eutVACZE4JHco+eu9I7PLB6qkfkD177DwlsvASWxixKy4EKAIUijFjxhizKBiaVcPGU6dOtVp/qjTgnwcR8BsCJHZ+k2jy5Ae6WfUzLB2gp2727NlmWFUXymExnZK5ws4kdt4uL5A/iZ23ZVhs6iMhdkruUOGxUhbKQHev6Nixo3z++ef5CF6xCeBDIuBBBEjsPCg0JtkgoPobhC47O9sshkMPHXQ4TFs999xzpkdOCR1IHJz+xpnEztuFicTO2/IrMfWREDsUCigFbfXNmDHDzLeDYkAPHgwbP/XUU0ZpsMeuRBHQgwcRILHzoNCYZIMAdDL0N3rrsIME9DYcptZMnDjRrHoFeUMZh7MTOr0msfN2YSKx87b8Skx9uMSuqAAPHjwoDz74oCF1uriidevWsnjxYqv3TluKRYXB+0TAKwiQ2HlFUkwnEFDdiw86HBbD3XHHHdbwa9myZQVzpZ9++mlrsYT2zNnPJHb+KE8kdv6QY5G5iBWxU+WBDx5Mo2grEMO01157rezbt88oFBQoHkTA6wiQ2HldgsmVfiV0IHgnTpyQK6+80uho6GeQulatWknbtm2lXbt20qtXL7MYDiSOPXb+LCckdv6Uq5WrWBE7FBRtFaL37vHHH5eKFStaS+fPP/98mTZtmjFsbEXOCyLgUQRI7DwquCRNturno0ePynXXXWeRuubNm8uXX35pCBysHbRv394QvBtvvNEMyy5dutTMpytI8DgU6+2CRGLnbfmVmPpYETt7RCg0cOvXr5eLLrrI6u5H6xCGjX/66Sdrjh786Xw9exi8JgJuRoDEzs3SYdqgV7WhDf2Ka+jdpk2bWqSuZcuWxgYp0IJ/DM9iL9jLL7/c9NzhDDd06FABwdMhWaymXLlypTF3Ap2OqTcbN24k6B5CAPLmqlgPCSzcpMaL2ClZy8jIMMpCzaJgiPbcc8+Vt99+2ygTVTpQPDyIgFcQILHziqSSN5123YqFEjqnDkSscuXKsnnzZqODgZCSQJC7SZMmGUKnxA7Ds2iQP/DAA4KFckuWLDEkj3vFerdskdh5V3YhpTzexE4VBpRBmzZt8plGuemmm+Tbb781SoXELiRx0ZNLECCxc4kgmIxCEcCHGw6E7scff5RbbrnF6qlr1qyZbNu2zdK76hdnJYMbNmwwZk9uuOEGMzyLIVoQPD3/7ne/k1/96leWQWP22BUqBtfehKzZY+da8USfsHgQO02VXWHgGuQNNpLQfa+uVKlSxo6SEkC8C796aBj62+mzPV16rWkqmE5NG+6rX73Hs78QILHzlzz9khu7bsL19u3bpUaNGlaDum7durJ7926jY+1+Nf/2e7iGHvv444/l3nvvtXrxQO7QSG/QoIEZhuVQrKLnnTNkS2LnHXmFndJ4ErvCEoMChbkaPXv2NKuxlODBsDEm8aLFCAd/OHDW68LCi+c9xAvFhr1wMV9wz5495jfuwWnrFte7du2Sb775xqw4w299N57pY9iJQ4DELnHYM+bCEVCdg1466CDooyZNmhhSh6kwGE7dv39/yPrUrsdwjTl6X3zxhcybN09efPFFwYiL2r9jj13hMnHrXZQVEju3SicG6XKa2EFBqFu4cKGZ6wHlAIKHZfewowRr6Ch4dheDrIYdBNIJRfib3/zGtE4xNxDbpqkCxXPsnQsjnzDKDOUJy+2ffvqp5SfsSPmCJxAgsfOEmJIukapbUT7POussa2QEOuzw4cP5Gs0lgaP6F2HqtZ5xD9tKQm+zx64kJN33HHIksXOfXGKWIqeJHQqUXVGAOPXv318wJAsFAZJXv359mTNnTj5/qlBwdurAwg+0eLHQA2nGXJULL7xQXn75ZYu43XbbbdKiRQtZtGiRbN261aQbc1iOHz9u/DiVVsbjLAIkds7i7ZbYVP/YzwWv7foNzwq6WOZFw0aYuEbcn332mWDIFaQLehWLHGDmRP3iHMph91/Y9dixYzkUGwqQLvQDeZLYuVAwsUqS08TOnm4ULh12xfBsw4YNLXIHkgfDxiB+qijhF715Th3oUYT9vfnz51tKc9SoUcbOE9K0ZcsWs8IXJE7TiDyBqL766qvmHafSynicRYDEzlm83RIbdJB9CsaBAwfy1X08y8zMlOXLl8umTZtMslU34Bzrwx42rrFIDaMHIHUYQRgyZIhJX6zjhZ57/vnnSexiDaxD4ZHYOQR0oqJxA7FT5fTDDz+YSbk6NIsztrlBTxgUJgojnFPHsmXLrKEMmAZAOrH4A3NV9Pruu+821/it+QCp69Gjh6NpdQoTxpOHAIldcpYE1HEc6M3v1q2b2cEBjU2t/1hNeumllxq9Af3Vu3dv0xhVMhhr/aU6B+Hu3bvX6qkDsYORYcwP1jTHUmKIj8Qulog6Gxbkxx47ZzF3NLZEEzsUMFWKekYP2a9//WszLAvleMYZZ8hjjz1mhhOgIJ06ENf06dNl/PjxxmwAfmPJ/4ABA0ya//SnP8nkyZPzpR/5ef/99+W3v/0tiZ1TgkpAPCR2CQDdBVGifqMnDjs2QA9gP2wlV1hAUKlSJTP0iY8mFoNh9Sima0B34F24WB4ID/FjQUPt2rUtQolVrLqIAs9jfSBeErtYo+pceJAfiZ1zeDseUyKJXXGZxXDGoEGDzBwRtD5B8GrVqiV///vfLQUJxQWFqYo1HkpTFSfimDVrlpQrV84MweI+lDbu2Q/ch5LF3LxYp8ceD68TiwCJXWLxT1Ts0ANz5841NtxggxPza1HP4TAFA4091Uc4Y49s6FiYHYEf3Iv2QBh2vffGG29YQ6LQk/369TPPo42nuPeRFxK74hBy9zPIj8TO3TKKKnVuJXYoeFBedsPGIHhwN998s2k1F1RweCeWB8JDHCCZWK2LVjqGZ3EP7uqrr5YXXnghX5S4P3v2bLOpdqzTky8i/kgoAiR2CYU/YZHbdcJ3331neuz0HoZgMRSr+gH34Tp06GB68fV3tIlH+AgL+hELuXT1K0idzqnD83geCJ/ELp4IxzdsyI/ELr4YJzR0NxM7VZBQYJjbhgUVcCB3mBgMW0raclVlF0swVXliKx0obdhxwj2NC/NnsLei/cAzDN1i7h388vAnAiR2/pRrSblSnYQziB32W8WBul6nTh1LP6iOwBnmkF566SXzLBY6AWHATZgwwdKHIHWjR4/ORypLyks0zxE/iV00CCb2XciPxC6xMohr7G4ldpppVWJQkJh7B1ModoLXt29fM5EZz+Fw4J1YHAgHPXTnnXee7Ny505BIe3pmzpwp1113nRWfPgPhQ0ta0xOLtDAMdyFAYucueTiVGtRp1S8wAAz7cFrvsYIeDU39rfW/U6dOZi6u3g83rfb3ECYcbGViWgh0IUjdlClTrHgRPt6J54HwSeziiXB8w4b8SOzii3FCQ3c7sQM4KISq0E6cOCEjRoyQ8uXLWxOFsXL23XfftRY4wD8UbLQHwsBcOcxhsacB+yxigQTMnDRq1EgWLFhg9RyCAGIPRRgDxTs8/IkAiZ0/5RpOrtatWyf/93//Z+kGGDBHnbfrClxjVx0swtJn4cQBv6r7oI/gXn/9dSlTpozRf/YtGeHPqQN5IbFzCu3YxwP5kdjFHlfXhOg1YocCCQUGAoWVszo0i+FZ/IZplEgVaEGhoOCjNQxDnDNmzJBp06YZZda5c2cz3w7p+Oc//2n8PPTQQ2Z+C1rtaD3jGdLBw58IkNj5U67h5Aq2N5s2bWrVc4wmFNyHFUTsggsuMKMNCDsSnaD6DDoFhttB5qDvQO7+8Y9/WI3KcNIerV+kicQuWhQT9z7kR2KXOPwtkmKv3HqNZOFaz3odTnK9Quw0z/YzbEmNGzfOGAkGAQPJq1atmjz77LNmqy+7X/t1qPhgb1j0Dg4dOtSs0H300UcNecNv+84Yq1evNv6eeeYZ+eSTT0jqQgXYw/5I7DwsvCiSbtcjIHbYiUYbcV27dhXoAPxWh71Vy5Yta2zM4V44hz2uY8eOyT333GOROuht7IijfhAurp06EBeJnVNoxz4eyI/ELva4hhQiwFcFgYn7WJ2J32gF4oyhQMy10En9MP8RbuX2ArErDizkd8eOHacZNsYQCXaGAFbwY8cyXIyKi5/PkhMBErvklLvqY+iQ9evXmzm/QAK/P/roI0O8cB/+oI9hDgXGyvEbfkLVPepf47vjjjus0Qmsgv38889NmImSAvJBYpco9KOPF/IjsYsex4hCAPgYWsQKSxjpxbAfiAoIHmwVtWrVSrBiE+eJEydaJCacyLxO7FTxARcoVhA6DFPAIW8wbIzWrvoDpnA8iEA0CJDYRYOed9+F7oCu6dmzpyF12L4LK2NBcrADBfTwRRddJCBi7du3N/4OHjxodI6StVByjzjgH1uW3XLLLUafYVSiatWqZl9qfR5KWPHwAxxI7OKBrDNhQn4kds5gfVosIHDVq1eXN9980+xZ+s477xgF8dprr8k111xjbRcDhXLJJZeIKpDTAirmhh+InSpbnE+ePGkswuvQLAgeDBsDO1Ws8MeDCESDAIldNOh5913oDrhdu3bJ2rVrBdMwli5dakYNcB86BlM40Mi0GyXGfbhQD/UPPa8NVczhw64XeEZiFyqS9FcYAiirJHaFIePAPQyxVqlSRX788UczlwPkBBUacy0GDhwoH3/8sUVW/vznP5uWXDjKA1nwOrGziwF5V+UK8ou5LaoUMf8Oc+PwXP0AS1zzIALhIkBiFy5i9F8SAkrmoJcwjHvXXXdZPXU1a9Y0RDFc/V5SnJE+h94Mt8dOyajqX/sZ1/o70jTxvdARANYkdqHjFVOfAF/n1V188cXGpAfuYYIueqRAXNBVjwrTpUsXWb58edhExU/ETryoMZcAACAASURBVBUDejCBCcyS3HrrrcaYsRI8rJxdtGiRIcSqSGMqNAaWFAiQ2CWFmB3NpBIf9PRheFdt1NWrV09WrVpl6SxHE1VEZNC14RI71c+qd//973+bxWhPPvmk2bFD819ElLwdQwQgCxK7GAIaTlBaEVDgQeywBykqBVpzMJz7/fffGwKD3zCzgVWieCecw4/ETnHTM4ZF6tata8gwCDHcfffdJ7CJx4MIRIIAiV0kqPGd4hCAbseCOOxyg4Yo9BTsZB46dMjodTRY4ccNB3RrJMQO7+F7NWrUKGOLFPuB33jjjWbkCN8zPOcRfwSAM4ld/HEuNAaAr65hw4Zmrp3+1jPmc1x//fVmgUUkld5PxA4gKi72a9xTw8ZYUQaFidYwDBvD0DCIM/zgAIYaht4zD/iPCNgQILGzgcHLiBCw6xlcY59ZGETX0QUQvM2bN5uw1W9EEcXhJaQnXGKnuhVTi2DEHSMquAcboMjz3LlzLT0chyQzSBsCkB+JnQ0QJy+1MuOMibPYXB7XOFAhjhw5YozyYgUWeuu04oSTRr8Ru6Lyrt38UCoYjlXlCYKH32gtAj849atYFxUm7ycvAiR2ySv7WOZcdQ0a6BhyhT6CbrrppptMYxTP4dx2QDeGS+yQD7w3cuRIefzxxy1du3fvXrO4DQvfqHOdkTRwJrFzButCY4EA4LBf6axZs4wf/P7f//4nDRo0MBs/q3IgsSsUQgszxeno0aNmNwlsAQQlCmWK1ccwbIytwBRH4MyDCBSGAIldYajwXjgIqG6HTTpMFVFd1KdPH2M6BfoKzo0H0h4usdP8XnHFFYbI4TfInA4xa8Pajfn1W5qAPYldAqWqJAPETvcbBPmoVKmSmXiKpGmFgBKAwMI5kqXHDpgoNnrGJOU2bdpYvXfp6enGbIwOEcCfunAwpV//I0Bi538ZxyOHqk/0/O2335pGJaaHgNjBLqldj6v+j0daogkT6Y+E2CE/GH1avHix9O/fX84++2ypUKGC2YZRMYkmXXw3NASANYldaFjF3BcqgVZyzLF78cUXDdGAoeI6deqYSahK6nCGMV4sqgjnSCZip7ioAgG2WVlZMmHCBClXrpxF8KBoJk2aZOEL/8CXBxFQBEjsFAmew0EAugR6B/pk3bp1xsYmCB3cDTfcYDXSwwkzEX6Rj0iJHRb6oUGNKUQYgv7Pf/5jFk+A5FLPOiNNyI/EzhmsT4tFKw/2I8TOE+iuxwqiwYMHC4he3759jevdu7fcdtttphcPlS2cI1mJHRQI8NUz9n3EIhT02mnr+corr5TPPvuMvXbhFKgk8UtilySCjnE2oXPgPvzwQ6lYsaLRNdA5sEOK1a+qj2IcbcyD028TprHAbdy4scQ4NO/YmQNmqJBXdQ8++KBMmzbN/C4xIHqIGgHIgsQuahgjCwDgw0gxPiKwco4NpXGNBQBLliyRhQsXmlWdUBLYfB6/MUwbzpGsxA7YqlKxz/GAYWNsE6QEDyRv2LBhRhmHgyv9+hsBEjt/yzdeuYPewTAkGuq6UKJXr15Gv2hPHvy4/UAaw+2x09Gnrl27WtOKlMjClt348eOpZx0SPORHYucQ2ImIJhmJXXE4Q9Fgf96HH37Y2FlS0yh2w8aoFHBKDIsLj8/8iQCJnT/lGo9c2XXF66+/bu2IU6ZMGWPqA6aYoEu8dCBP4RI7xWHBggXGoL7+xgIK1a+4xyP+CABnErv445ywGEjs8kOPAq8tZ1h7x6IVzH8BwUMvHiY368pZErv82CXTLxK7ZJJ2dHlVfTJnzhwpVaqU0Scgde+9957RNfo8ulicfRt6MhJih/egN1u3bi1PP/20GcJt27atdOjQwdwHFjzijwCJXfwxTmgMJHb54VclC+WDwg9L8CNGjMi3uAKmUaZMmWItrsgfAn8lAwIkdskg5djkEboEC7TQMEQjsXz58vLWW2/l6/WHrvHSgfRGQ+wwKoLdf7BgZNy4cQITVNC9XsPBSzKzpxU4s8fOjojPrknsQhPoDz/8IM2bN7d679CDh+EDmEaxk8HQQqMvryNAYud1CcYv/fhogswpURkzZoy12w1W3MMGqTYc45eK+IYcCbGLb4oYejgIkNiFg5YH/ZLYhS60gwcPSqdOncykZxA7tL6xUnnlypXWkAoqDA//I0Bi538ZR5pD6AAldVh4pVM5oDOmTp1qeqXgB+TOqwfSH26PnVfz6sd0Q37ssfOjZE/licQuNOFCCatDi/vyyy+3FDaGWO69917B1jioMDz8jwCJnf9lHGkOlbQ98sgjlo6AaRPsHKQ6BGcv6wqkncQu0hKS+PcgPxK7xMshbikgsQsNWlQEOChkHGiRQ7GpYWOYLoAV9cmTJ5tnqrj1HFos9OUVBEjsvCIp59Jp1xE9evSwzJmgp+7dd981ukN1CM5ePpB+EjvvShDyI7HzrvxKTDmJXYkQFepBCRtWzl577bVmDo0Oz2KFF2wOwo86ryvyQkFI4pskdkks/EKyjvoNh51sunfvbs2pq1evnsyfP98amvWLHkA+SOwKKQgeuQX5kdh5RFiRJJPELhLU8nrslLQhhJkzZwpMGKgldsyrGT58eL5WemQx8S03IkBi50apJDZNsEf3u9/9zmrkNWrUSA4cOGCROugLvxwkdt6WJImdt+VXYupJ7EqEqFAPqBhQ1Djr9erVq83KWe25A7m76aabZP/+/cZPoQHxpicRILHzpNjilmjogAEDBpg5dWjcYWcJbEeojT/VEX4hd8gPe+ziVpziHjDkxx67uMOcuAhI7GKLfSAQkEmTJsk555xjzbHBcMz06dMFLXo1jYKKZXexTQVDizcCJHbxRtj94StpO3LkiLHJpg26Bg0amJXy+tz9OQk/hSR24WPmpjdI7NwkjTikhcQutqCiwoDcQdl37NjxNNMoa9assYZm4JeHNxEgsfOm3GKZahA37OXdpEkTM/yKHnqsfv3mm2+sOu6XHrqCuJHYFUTEW79J7Lwlr7BTS2IXNmTFvoAKoy31zMxMM/eufv36luKHgdKBAwfKvn37TDgkd8XC6dqHJHauFY1jCdu9e7e0atXK7CiB4ddLL71UvvvuO6tXHnoAPfR+PEjsvC1VEjtvy6/E1JPYlQhRxB5QeaDY0aq/8cYbrYUVGLIB2YNhYyh/+IPT64gj5IuOIUBi5xjUropIG23YiaZ27dpWjzz2lMY9rcuuSnQcEoN8co5dHIB1KEjIj3PsHAI7EdGQ2MUXdf0QoCJhMjUMG6N1j2EbGDbu27evWVyh/vzawo8vys6HTmLnPOZuiBH1eNOmTfLLX/7SWihx++23mx54nT+Luuz3g8TO2xImsfO2/EpMPYldiRBF7AGVB0oeCh/XcJh/N378eClbtqwhdui9g2HjiRMnGr94zsP9CJDYuV9G8Ujh+vXrpVKlStbUChgiVkKn9Rxnvx/QZeyx866UIT/22HlXfiWmnMSuRIgi9oDKgwNnddoz969//ctMtLbbvcNHAsTO/h7867t6P+IE8cWYIUBiFzMoXR+Q9sBlZGRIs2bNrJ66yy67TI4ePWrqp9frqeoYuzD0np71mf4eO3asNb1k48aN+phnDyAAGZLYeUBQkSaRxC5S5KJ7Dx8CLKC47777TM8dhmbhYCrh7bffNr138KNOlWl0sfLtWCFAYhcrJN0dDuod6uCyZcvk4osvtubU3XLLLXLs2DHzDH68emCnjOXLl5v84Yx9sENxwOOBBx6wSC6JnbdKAImdt+QVdmpJ7MKGLCYvKFHDsA0WUTRv3txaXQeCB8PGBw8etD4c+Lh4+QMSE9BcFAiJnYuEEcekoM598skn1rQJ9LBff/31ghXveKb10qt189ChQ9K2bVtp166dtG/f3pxxXZjDc/WDc8OGDUns4lj24hk0yit77OKJcILDLkjsSlJQeG53SL7+TnBWPBU9MLN/FDAEO2HCBKlWrZo1fweGjWfMmCEYAlKM9eypzPowsSR2PhTqqSxpHcP5H//4h1StWtUQGDS4evfubUidve7qtRcRwYp9LOgqjsgpmbP7wT2MLuhUEvbYeUv6KNskdt6SWVipVWLXuHFj+cMf/mA2tMfZ7rDJvd1dd911+Z5jSAIFhUdkCOiHBB8I9NJdffXV1vCsmkaBYWP4048IzjwShwCJXeKwj1fMWg8RPurXW2+9ZRpZIC9YwQ5ShwaY1sF4pcPJcNFj16ZNG9MT169fP3n33XdLdPPmzTN+unfvbuFDYuek1KKPC2WdxC56HF0bghK7unXrmsqNllhhLbSCrTX8Rhc+/B4/fpzELgoJ6wdFzxjmwRZksHWHj4qunH300UfNvDx8WJJh5V0UkMb9VRK7uEPsaARa9xAprtFTjtXq6KXDbhKzZs0yhA71Ds4vDSv02KluHzJkiKABGap7+OGHORTraCmNXWQo4yR2scPTdSEpscMcr3vuuUd69uxpWqa9evUSdWipqtN7nTt3thSCrgxzXeY8kiD9qBQ8HzhwwBg2xscFPQYgeRieVcPGHsmeL5NJYudLsRrCNmXKFGvoFXUPvVhaN5XQ6dnrKGCEAA10DMeGS+wGDBjAoViPFgASO48KLtRkK7GDoVy01PDBKqnFtnr1apk6dapF7NBjxyM+CKACYkgItrNA7PChgQ089N6hZw8fGHX68cGZR3wRILGLL75OhK71BmfUGfTELVmyRMqVK2cRO9icxHM882O9ArELt8cO+h/fCGyNCJ0Ex6FYJ0ps7OJAWWaPXezwdF1IJHauE0m+BOnHZ/PmzdKtWzcpXbq09dFBL+uCBQssYqd+/fgBygeKC36Q2LlACFEkAXUETusMzH4MGzZMoA/ReCpVqpS88MIL5rndXxRRuvJVEjtXiiXuiUKZJrGLO8yJi4DELnHYhxIzPjz6YcEZQ+KYcweHDxBcnz598k3qxjs84osAiV188XUidNQTnTP3yCOPmLqE3qcyZcqYXnJ9puTPj/WKxM6Jkua+OEjs3CeTmKYoFsQOq2J5xAcBJXX4qGzdulU6dOggrVu3NhbwMalbh0Lsho3t7+CaR+wRILGLPabxCBFNHFMDcn82y5SD6Qu5QckNBuXY8RNy7wN9JL1UmpRKTZczzjxDZs+dbRpTqDsFXTzSmMgw84gd7Ne1lyFDhsqaNZiKk+dWrVkjhbm1K7+WDV+uk0cfGiRpKWUkNS1FNq5fL0EJSG4e2onMEuMOAQGUa/bYhQCUV71ES+ywKpbELn7St39YMK9O58PMnTtXPvzwQ8tIqPbe3XzzzbJ7926rl8+PvQzxQzv0kEnsQscqkT4tYndqtavphcOezbnZEswJSI/ufSU9JVXSUtOlUoUasnTp/yQ3N0eCudjaD3u+IgT/uoMHD0i79m2MGzLkMVnz1SrLbVi1Ugpzq77+Qv6zeZnc91hfSUkpJekpKbJ+/WbJFBH/75KbyNIcu7hJ7GKHpStDIrFzpVisRCmxg70prFwDke7atau1wGXVqlUCu4LoudMh2ipVqsi///1va36QFRgvYoYAiV3MoIxrQOit0z5r1CU0dAI5OZIZPCxPPj1QKqSmSOWUFKlS4Rz5fOVXEgThy80xBCWQKwIHsuJXt//gIWnT/grjHhs6XFZ9tdZyK7/6Wgp1a76Sr1etl0EPY1VsmqSkpsjGDetFAsdFgoG4ypOBxwYBErvY4OjaUEjsXCsakzAldosWLTKkDqYJZs6cmW/1MlapTZw40eq9A8GDXHv06CHbt2/PF46Gh5u45hEZAiR2keHm9FtB23AqSB167IwZoT92lrTU8pJSOl2q16wmCz/9l+TkBiQnOyC5gaDk5sDl5p2DuZLrU3fowE9yRZu2ckWbdjLs8Sdk7eo1lvt6zWqx3OpV8vUp99Wq1bL+y/Uy8KEBhtSlppSSdRs2SnauSJAqxekiHlF8JHYRweadl0js3C0rJWIkdu6SE4mdu+RRVGpI7IonpSR2RZUcf98nsfO3fE3PDobxIrVjxzl28S0gqIDoaRg3bpyZX/f73/9e1I6U3d4g7n3xxRdy2223GVMNumoW+1x+8MEHJgz0ViAs7bmIb8r9HTqJnTfkq/UHw6+BYI5kZWfnbdmXmm6mLtSoXV22bdwqOTm5kilByQnmbRmWI7mSDG7fwZ+kdft20vby9vL40CGy6qs1lluzBvbq8tzqNatF3VdrVsrKtcvloUcekrS0UpKamiIbNnwtOWZuIrvsvFAzSOy8IKUo0sgeuyjAc+BV/TDBpAmGYbE7CObVgVjYiZ1eg+C99957ctVVV5l5d1hUAZJ36623mlW1asIBZ4TNIzIESOwiw83pt7T+BIJB2fTdd9KqTWtj1iQtPVXKNy4vNy25VQZlPCpDMwbK4JOPyICTj8tfTwyRJ048kRRuwJGBUm96Pak3vb5c/ukV0nv3PZa7e09vyed295a7d/eWnrt6S489d0uLx1tJamppKZWSIhvWrxdgDDLMw/0IkNi5X0ZRpZDELir44v4yetdQCa+99lrTYzdixIgiCR3InZ30jRo1ytrvEuQO9rkGDx4sJ0+eNGGS2EUuPhK7yLFz8s1gIK8BA9LRpl1bSU3Ls/1YqkO6nPNDdUnLKSMpwXQpm11aUiRFUnNTjcN1svyl5qZJajBVUnJT8+UZvyyXC2x+dsCmwugKkppypqSkpchXG78RCeoqYiclzLgiQYDELhLUHH4HQlICgGv7bx12M2fTQ5MpOOViaCI3KGXLnSWlm1ws148ZI9O+3yovb9kir3y/tVg3besW6ffePGnc5x5p3LuXfHQyQxZLUJZIUJYalytLROgixiAPS+AJXD/OyjQ4N+7VU/7y9tvy6rbv5ZXvC8oJ9/Lcq99vk1e3bZOXt2yVYUuXSM3bb5fUFq0l9bI2kvab1vLrvzwgs7Ztl28C2ZKVG5Qs9N4FciU7B5PLUZayzCTzQCAge/bskYyMDGsIF+WIh5ge0zZt2hgoUN94xB8B1XHYvuqBBx6Qfv36yX333Weu77//fnPWLcBUD0ogKJm5GIYNyqvvzJSUimdK6dvTpfL+s/IRFTtp4fXPBK5oLNKk4pKK0qhfQ3ns4QGyY98uycZiE1tdwDUWel144YXSqVMnMwReoUIFadq0qbRs2VIaN24sr7/+er534l+KGAMQgGxox84DZQFDazhU+anw8HFWJYeJxOgsN7adsKQ/kCNnnl1eGn+5RGocz5Rzj2dKzYwsc43fhbpjJ6XWiSw59/hJqX4sU2qdDEiN4/idJecey5SaxxDOCamRcZQuUgzs2Bs8s6RWRh7mwLr6sZMG7/zyOSk1jp9y5vlJqZmRKdWPn8iT69EsqXUkS2ofCUjNo5lS4+hJ6b5mpZwM5Iox2BoIGDKXHciRnJyATJgwQcqXL2+Gc9PT041SxpZmPPIQYI+d8yUBegx67p///Kcpl/fee6/Zs7pGjRrSpUsXwW+QCPix9GCOyMlgtkhOliw5/InUX3CBVDlSRdKD6ZKWW4ouAgzSg2lSOjtdygTOlJZH25rVw5lBNA6zJNdm7gTyeu2118y8X5VJ5cqVZeHChUY+v/rVr2T27NnOFyTGSGLnlTIA9j1//nwzvwqbxqPC4PzRRx9ZSg7L92FE0hC7YEBygjlSrtwZUv7bTZKWK5IWFEkN5p3Nb9wr6IK5khbMlVScc0VSc3IlLSco6fn84VkOXcQY5McdGAPvlFPYnyYTYC+5P7tcyCgoabl4LygpgaCk54iUyhYpA3mdknOdubPk8NGTxgJ/Tk6WIXjo2XjvnXflrLPOMgs21q9fL88884yULVvWkDsoax7ssUtEGVCyhqkEn3/+uZw4ccLotmuuuUZGjx4t2O9179695p76lWyRzNwsCQYDsurwZ9Jy99XSYn9Lab6vlbTY9xu6iDD4tfx2Xwu5bO9v5a4dfY2xPxC77ED2qW6DvNIBXQE5KKnD71/84hfy8ccfWzLCczgeziIAWbDHzlnMI4oNRmoxUR7bTWE+1k033WTsnmEza/TaGUUXyJWMU8ROcgJmldjKFSukxpEsSckNSIoEfj7j2nLZkiKnXK7tWv3ru+o/N0dScoUuUgwURzu+ijHOem33JzmSYneWv1P3cwOSCmcL866f9phpMUEMwQbzLPFv3LRJKp1VUf72t79ZyheKGQ2Fjh07ctjkVO1kj11Eaiqql/AxKszdeOON8vjjj+fpuAJ+JCtHsjBOkStyNDdL9mb9KLuDu2RPcJ/slz10EWCwL2e3bA98LztkixwOHhYJnjSNwsycXCnMPLFdZueff758+umnphzY70dVMPhy2AgAexK7sGFz9gWQNsw7AbHbtGmTUX74GG/YsMHsSoCWrGkVnbKijvYRrKsLWlPBgDTJyoiIhKF3LwUuUgLD92KHncqisLMN51T0sp5yg08cA783PXbo0cCQ7IiRT0qzSy4x5QVlCAoADYPMzEzTS4LfPNhjl+gyYCcFWPE9cOBAi/TZ05YFqmHm9GebvUz34KFuI2EU4amWLq9D3zktW0SyAyLBLJEcAHfS7NghuZk/b/NhF8Kpa8isXr16smLFikKe8paTCEAWJHZOIh5hXCBxIHbff/+99VEGmdNucHM2H+WAsQ6OfRBhdwgf839lnpCFxzOKdhkZsrAQt+h4hsBZ72ZkyMen3MKM40IXIQZ2TEO+Pi4Ljxfm7PI5Lh8fPyYfH8c5QzZmZkoOeuvQy5GDxRO58sfr/ygvvjDJfCRRfuxlCNckdnkVlD12ESqqGL1mJ3Y9e/aUBx98sAhilyUYjg2iR1qyDRcJ5GSZhi02rOdf+AgEcgOSnYtFeJi+gX11gS86D7DavmgBQ2YXXHCBrFu3jnqkaJgceUJi5wjM0UUCIYHYwdDwjz/+aD7G+hG2K8A8E0PohcnrpQnk5pitcgrtPw8lSajE6k75L/AzlFDoJyYIFNXloJoWZ/WTdw+/cJhFNcFco6Cx0nPVyhVWGcIQF/aexdwYTE7nkYcAiZ3zJcGuy/Qaeg42Hvv3718osctjdWYZoCFx6KwL6HAtaV1kCAC/IFZWBiSgi/FO6Y/iiB1kVbNmTdm8ebPzhYcx5kMA9Yc9dvkgcd8PCEl77DB5eNeuXdYm8O5LLVPkRgRQhqB4O3ToIF9++aW5xr2tW7eayc4vvvgiF0/YBEdiZwPDoUuUz08++cQMu2LhhJZZ7In8yCOPFEHsHEocoykRAcgL5k6gU3Cth/1a7/EcXwSAOYldfDGOOnQICasXYZaiUaNGUqdOHWMjCIqQBxEIBQGUIbg77rjDrKxG2YHT+zBbcPnll+dTyKGE61c/JHbOSxbl8ZJLLjFTTr755hurLP7xj3+UIUOGWGXV+ZQxxlARwGK+HTt2WLIL9T36iy0C0OskdrHFNOahQUjYdQBz7DCJeNCgQXLZZZeZD3PMI2OAvkRACdzIkSPN7hRK6vSMPWhbtWpFhXxK+iR2zlcDlMV27dpJr169LBKHe7BdN2nSJJMglGMe7kQgOzvbTBf64YcfjPwgOzgeziNAYuc85mHHCCGtXbs23+IJ/VCHHRhfSEoEtLygFVe9enWzuloVL0yfVKtWzexVC388uCo2EWUA5fHNN9805RBTT3bu3CmPPvqo2TYP5RbPvVw+tb7pWeukV/OEdMOYNEaQpk+fLs8995z5Rj3xxBOGiGPu7pQpUzwts0TUg1jECdmwxy4WSMYxDAjp22+/NZu9q7kTryu5OMLFoAtBQD8mMG2CbZlq165tzpiYDuPEr776qlx55ZVsYZ/Cjj12hRSiON/SMgoycPbZZxt9hzKJaShqqxN+vHrAcoGaGNKzl/U4vkvbt2+Xv/71r/Lwww/LsGHDZOLEifLCCy+YHUOmTp1q5obDHw9nESCxcxbviGKDkFavXm1aQ4sWLTIfX1WCEQXIl5IOAZQhlBn9oGAXEwzpP/vss2YV23nnnWfm2Hn5wxlLoZLYxRLN0MLS8qnno0eP5tN1KMNwXj2QL/SOYwHT73//e8GOGkuXLvVqdowsVCbIG5zqGf2t9zybSY8mHHJgj53LhQchYZNlzLHD5GKtLLjPIw8BVSg4Y0uin376ycIJeCmhwab36hf3eYjBBnM4MfzFIw8BEjuWhFgjsHjxYrOVH+oZdBBGXy6++GKzVVqs42J4yY0AyheJnQfKwL59+4wNuwMHDliEBcLjkYcASBqGa9577z256KKLpFu3bvlwGjdunNStW1datGgh9evXN/vsEr887IAD8IMjJnmYkNhRs8QaAdjiw+Ile13r2rWrzJs3L9ZRMbwkRwB6nMTOA4VAP7roebIrBg8k3ZEkAhcMK2Lu2IABA6Rz584WTu+//75pGaMXD/axKlasKOXLlxes4uIBQ6QkdgXLAYldQUT4O1oEMOqC1b2qy3G++eabSeyiBZbvn4YAid1pkLjzhn58ccaBs167M8XOpgpKEtsOYbL1hAkT5JZbbrEUaMuWLWXmzJkGryNHjkjVqlXN1jd4h8fPZUk/OMSEq2JZBmKPQL9+/aRBgwZy8OBBo5u2bNliVqOjwYmD+jz2mCdriChL7LFLVun7KN8gJVlZWaYXDsQOQxwo3NhbF4adsWMH/MBhDh6e4ZoHESgMAfbYFYYK70WDAHYMwtZ9cFdddZXZpeH+++83ekj1Ec48iEC0CKAckdhFiyLfTzgC9iFqELsuXboY8ob5K1jxiYIOxTpnzhxjH4ukLuEic3UCSOxcLR5PJm7GjBmmkYnV6LBugKkjsPUGcy66uIt6yZOidV2iSexcJxImKBIEUJChFHGGnTZsQ4Rr2Gdr3ry5sbOEOS5Dhw4127LB1hIPIlAUAiR2RSHD++EgAB2krkmTJrJs2TKjp6Cr4F555RVj+gR+9F444dMvESgMAZQn9tgVhgzveRaBMWPGSMeOHY1CfeONN4yhU7SSlfh9+eWXUq5cOZoZ8KyE459w6xk1SwAABZRJREFUErv4Y5wMMSipw9xeEDslcHpesWKFNGzY0NJN0FE8iEC0CJDYRYsg33cdAqNGjTJzWFC4P/jgA0Pstm3bZrWIoTxh2f7HH390XdqZIHcgQGLnDjl4ORXQP+ow1FqrVi3TmNR7OE+ePFnat29vhmK14enlPDPt7kAAZYs9du6QBVMRIwRA7Nq0aWNCwwq0ChUqmN0VoDjhsAdlmTJl5NChQzGKkcH4DQESO79J1Pn84OOqZA3XmAYCA/OYKjJ79mzBnqrNmjUT9NrBHw7440EEokWAxC5aBPm+axBQRQrFiXl1qlSxjyE2E9cJyt26dTN27lyTcCbEdQiQ2LlOJJ5PEPQPthC76667zKr94cOHy/79+0nmPC9Z92WAxM59MmGKIkAAu05gb8lGjRoZ21CYQ9e6dWvBTh24j/0ZsXji6quvNkZBsZMHW8cRAJ0kr5DYJYmgHcwm9I02PrXRqb8dTAajSgIEUK44FJsEgvZ7FtEahtu8ebMp0PgwYwUaCjjuQ5F+/vnnxrQArnEPz3gQgcIQILErDBXeiwYBJXF2/aMEL5pw+S4RKIgAiV1BRPjbkwigIJfkkDH40bNeezLDTHRcESCxiyu8SRm4XT8BAOqfpCwGjmQaZYs9do5AzUiIABHwCgIkdl6RFNNJBIhAQQRI7Aoiwt9EgAgkPQIkdklfBAgAEfAsAiR2nhUdE04EiEC8ECCxixeyDJcIEIF4I0BiF2+EGT4RIAKeQ4DEznMiY4KJABE4hQCJHYsCESACRKAAAiR2BQDhTyJABDyDAImdZ0TFhBIBIuAUAiR2TiHNeIgAEYg1AiR2sUaU4REBIuB5BEjsPC9CZoAIJC0CJHZJK3pmnAgQgaIQILErChneJwJEwO0IkNi5XUJMHxEgAo4jQGLnOOSMkAgQgRghQGIXIyAZDBEgAv5BgMTOP7JkTohAsiFAYpdsEmd+iQARKBEBErsSIaIHIkAEXIoAiZ1LBcNkEQEikDgESOwShz1jJgJEIDoESOyiw49vEwEi4EMESOx8KFRmiQgkCQIkdkkiaGaTCBCB0BEgsQsdK/okAkTAXQiQ2LlLHkwNESACLkCAxM4FQmASiAARiAgBEruIYONLRIAI+BkBEjs/S5d5IwL+RoDEzt/yZe6IABGIAAESuwhA4ytEgAi4AgESO1eIgYkgAkTATQiQ2LlJGkwLESAC4SBAYhcOWvRLBIhAUiBAYpcUYmYmiYAvESCx86VYmSkiQASiQYDELhr0+C4RIAKJRIDELpHoM24iQARciQCJnSvFwkQRASIQAgIkdiGARC9EgAgkFwIkdsklb+aWCPgJARI7P0mTeSECRCAmCJDYxQRGBkIEiEACECCxSwDojJIIEAF3I0Bi5275MHVEgAgUjQCJXdHY8AkRIAJJigCJXZIKntkmAj5AgMTOB0JkFogAEYgtAiR2scWToREBIuAcAiR2zmHNmIgAEfAIAiR2HhEUk0kEiMBpCJDYnQYJbxABIpDsCJDYJXsJYP6JgHcRILHzruyYciJABOKEAIldnIBlsESACMQdARK7uEPMCIgAEfAaAiR2XpMY00sEiIAiQGKnSPBMBIgAETiFAIkdiwIRIAJeRYDEzquSY7qJABGIGwIkdnGDlgETASIQZwTiQuxGjx4tf/7znwWB0xEDlgGWAa+Vga+//lratWsnwWDQOK+ln+llnWMZSO4ygMZpWlqa7Ny5s0QamVKcDxQkKMKRI0dKs2bN5Pnnn6cjBiwDLAOeKwMDBgyQevXqydixYz2XdupdfndYBlgGoMNSU1Nl3bp1xdE284zEjh9pfuhYBnxfBkjs+GEkOWIZ8HIZiDmxw1Bs165dOQzLoWiWAZYBT5YBnWPH4azkHs6i/Cl/r5aBNWvWhDwU+/+SloyTL90ISwAAAABJRU5ErkJggg==[/img]
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Information: Practice Problems - Right Triangle Vocabulary