Ausgangspunkt sind zwei Populationen in Wechselwirkung, wobei drei Hauptfälle unterschieden werden:[list][*]win-win- Situation (Symbiose)[/*][*]lose-lose-Situation (Räuber-Räuber-Modell) [/*][*]win-lose-Situation (Räuber-Beute-Modell)[/*][/list]Wir betrachten im Workshop den dritten Fall des Räuber-Beute-Modells, in dem es einen Gewinner, den Räuber, und einen Verlierer, die Beute, gibt. In anderen Worten verläuft das Wachstum einer Population dabei auf Kosten bzw. zum Nachteil einer anderen Population. Es besteht eine Beziehung zwischen Schädigern und Geschädigten. Das Räuber-Beute-System wurde historisch von zwei voneinander unabhängigen Wissenschaftlern beinahe zur selben Zeit entwickelt. Der österreichisch-amerikanische Mathematiker Alfred-James Lotka erforschte 1925 das Verhalten von Schneeschuhasen und Luchsen. Der italienische Mathematiker und Physiker Vito-Volterra beobachtete solch ein Populationsverhalten 1926 an Haien und Speisefischen. Daher spricht man heute auch vom Lotka-Volterra Modell. Die mathematische Grundlage für das Modell stellt nun ein System aus gekoppelten Differenzen- bzw. Differentialgleichungen dar (vgl. Engel, 2018). Die Annahmen dieses Modells beruhen auf einem Ökosystem, in dem nur die beiden relevanten Populationen isoliert, also ohne Einfluss weiterer Populationen, betrachtet werden. Zudem gibt es keine Krankheiten, die Populationen haben unbegrenzten Lebensraum und die Beute-Population findet genügend Nahrungsangebot. Die Sterbe- und Geburtenrate seien konstant. Ohne Räuber R würde dann die Beute exponentiell wachsen, ohne Beute B würden die Räuber aussterben, da sie dann kein Nahrungsangebot hätten. Diese Grenzfälle können durch folgende beide Gleichungen beschrieben werden, wobei [math]g_B[/math] die Geburtenrate der Beute-Population, und [math]s_R[/math] die Sterberate der Räuber-Population darstellen.[br](1) [math]B_n+1=B_n+g_B\cdot B_n=(1+g_B)\cdot B_n[/math][br](2) [math]R_n+1=R_n-s_R\cdot R_n=(1-s_R)\cdot R_n[/math][br][br]Durch Berücksichtigung der Tatsache, dass sich der Räuber von der Beute ernährt, ergibt sich zusätzlich ein Zuwachs der Räuber-Population, der proportional zur Begegnung von Beute und Räuber ist. Dem entsprechend nimmt die Beute-Population proportional zur Begegnung von Beute und Räuber ab. Die Gleichungen (1) und (2) werden damit ergänzt zu[br][br](3) [math]B_n+1=\left(1+g_B\right)\cdot B_n-f\cdot B_n\cdot R_n[/math][br](4) [math]R_n+1=\left(1-s_R\right)\cdot R_n+g_R\cdot B_n\cdot R_n[/math][br][br]Hier wird f als Fressfaktor und [math]g_R[/math] als Geburtenrate der Räubertiere bezeichnet (vgl. Engel, 2018). [br]Diese diskrete Formulierung in Form von gekoppelten Differenzengleichungen (3) und (4) kann mit Hilfe von Tabellenkalkulationsprogrammen veranschaulicht werden. Je nach Parameterwahl ergeben sich unterschiedliche Entwicklungen, die iterativ berechnet werden können (vgl. Engel, 2018).[br][br]Für den stetigen Fall ergibt sich folgendes System aus gekoppelten Differentialgleichungen:[br](5)[math]B'=g_B\cdot B\left(t\right)-f\cdot B\left(t\right)\cdot R\left(t\right)[/math][br](6) [math]R'=-s_R\cdot B\left(t\right)+g_R\cdot B\left(t\right)\cdot R\left(t\right)[/math][br][br]Dieses System ist explizit sehr schwer lösbar. Mit vereinfachten Annahmen lässt sich eine Lösung herleiten. Dazu wird zunächst die stationäre Lösung (Indizes s) ermittelt, in denen B(t) und R(t) stabil ist, also die zugehörigen Ableitungen null gesetzt werden. Neben den trivialen Lösungen R(t) = B(t) = 0 erhält man den Gleichgewichtspunkt [math]\frac{B_s}{R_s}=\frac{\frac{s_R}{g_R}}{\frac{g_B}{f}}[/math] (vgl. Engel, 2018).[br][br]Die allgemeine Lösung wird schließlich als Abweichung von der stationären Lösung ermittelt, mit der Vereinfachung, dass nur kleine Abweichungen vom Gleichgewichtspunkt möglich sind. Zu lösen sind dann Differentialgleichungen 2ter Ordnung mit der abschließenden Näherungslösung[br](7)[math]B\left(t\right)=B_s+C\cdot cos(\sqrt{g_B\cdot s_R}\cdot t+d)[/math][br](8) [math]R\left(t\right)=R_s+\frac{g_R}{f}\cdot\sqrt{\frac{g_B}{s_R}}\cdot C\cdot sin(\sqrt{g_B\cdot s_R}\cdot t+d)[/math][br]mit C, d Konstanten aus [math]\mathbb{R}[/math] (vgl. Engel, 2018).
Diese Ergebnisse weisen eine periodische Struktur mit Phasenverschiebung auf, in Übereinstimmung mit den Beobachtungen aus der Natur (vgl. Engel, 2018).[br][img]data:image/png;base64,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[/img][br][br]Eine weitere Möglichkeit der Veranschaulichung stellt das Phasendiagramm dar. Hier wird die Entwicklung der Räuberpopulation gegen die Beutepopulation aufgetragen (siehe Abb. 2). Je nach Parameterwahl kann sich die Spirale im Phasendiagramm nach innen zusammenziehen oder nach außen aufschaukeln. Im ersten Fall ist ein stabiles Gleichgewicht möglich. Der zugehörige Gleichgewichtspunkt lautet ([math]\frac{s_R}{g_R},\frac{g_B}{f}[/math]) (vgl. Engel, 2018). [br][br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAWoAAADoCAYAAADG166EAAAAAXNSR0IArs4c6QAAAIRlWElmTU0AKgAAAAgABQESAAMAAAABAAEAAAEaAAUAAAABAAAASgEbAAUAAAABAAAAUgEoAAMAAAABAAIAAIdpAAQAAAABAAAAWgAAAAAAAACQAAAAAQAAAJAAAAABAAOgAQADAAAAAQABAACgAgAEAAAAAQAAAWqgAwAEAAAAAQAAAOgAAAAA5+MsMAAAAAlwSFlzAAAWJQAAFiUBSVIk8AAAQABJREFUeAHsvXeQ3cdx79snb8457wKLRGQSJBjFLJGibEu6lmWX7Xtf3apnl6tc9Vz+45X9h8vv1XP5+dpPulf32hItJgUrkSIIEkwgSIEEEUgiJyLnuMhYbA7nfb7927NYgBCFsCAW1G+APef85jehp6enp6enpyeSJlgYQgyEGAgxEGJgzGIgOmYhCwELMRBiIMRAiAHHQMioQ0IIMRBiIMTAGMdAyKjHeAeF4IUYCDEQYiBk1CENhBgIMRBiYIxjIGTUY7yDQvBCDIQYCDEQMuqQBkIMhBgIMTDGMRAy6jHeQSF4IQZCDIQYCBl1SAMhBkIMhBgY4xgIGfUY76AQvBADIQZCDISMOqSBEAMhBkIMjHEMjDlGvX//fuvs7BzjaAvBCzEQYiDEwGeHgatm1Nu2bbM5c+bYrFmz7O6777bvfOc7F0C9atUqu/feez2usbHRtm7desH7Sz0MDg7a7bffbr/85S8v9TqMCzEQYiDEwG8lBuJX2+ojR46YmPH8+fPt9OnT9jd/8ze2aNEie/nll73Iqqoq++M//mP//Wd/9mdWWlp6WVXFYjGLRCKXlTZMFGIgxECIgd8GDFw1oxYzFVP9yle+4nh69NFHTcw5E3Jzc13aFuP++te/Psyo+/v7bcOGDf4uk3bt2rV2yy23eHmKU9mbN2+2Xbt22dSpU62pqSmT1Do6Omz9+vV25swZmzZtmtXW1vq7EydO2Llz5/y38j7wwAOWlZU1nC/8EWIgxECIgZsVA1et+ri4wcuXLx+WhNvb262ystK+/e1v20cffWSTJk2yn/3sZ57l5MmTNnv2bBPDzgSpO/bu3euPYtJ/+7d/a0888YT99Kc/tebmZnv99dczSa2srMz+5V/+xRYvXmx1dXXD71S+mLOY+l/91V+5tD+cKfwRYiDEQIiBmxgDVy1Rq80DAwM2d+5c6+3tte7ubpPeWkHS9NGjR62oqMifpcf+x3/8R/vDP/xDf/60DzHqL33pS/bkk096ssLCQvv7v/97e+yxx+yP/uiP7Jvf/KY9++yz/q6hocH++q//2t/JrbaY/bFjx5yZf1od4bsQAyEGQgzcTBi4JkYdjUbtH/7hH1xanjdvnlVXV3vbFd/T02NPP/20bdmyxfbs2XPZlhzaULzvvvuGcSimndlcXLlypRUXF9uf/MmfuPR+4MABk8ojEzRpSOIOQ4iBEAMhBj5PGLgm1Yek34ceesi+//3vOwP91re+5bjR5qL01TK1+8u//Ev7gz/4AxMDHhk+7WKZke8ktcfj5+cTlfXMM8/4JPDmm2/a4cOHh4u9uI7hF+GPEAMhBkIM3MQYuCZGPbLd2jT8u7/7O4+S+kFBKgupJ7q6uvxZHxmm29bW5nFLly61vr6+4ffaoFywYMHw8wsvvGCtra3+PHPmTJMuPJFIDP9Jeg9DiIEQAyEGPs8YOC+qXmErJemO3BAUM02lUi5df+Mb33CLi69+9aseJ6YsPbaC9NZ33HGH67alu963b5/HZ6Ths2fP2u7du23ChAm+Cfnqq6/axo0bPc1zzz3nm4v333+/TZkyxTZt2uSS+89//nNn9iMnBM8QfoQYCDEQYuBzgIEIaoarutxWpwfFZGXRkQk7d+60nJycYV31Sy+95Ix1xowZpnfjxo3LJHWrDUnPOhQjczuZ4Uk6zvyWXltme2L2UrGMDO+//74dPHjQD8fIKkRB6hZNCGLwYQgxEGIgxMDnCQNXzag/T0gI2xJiIMRAiIGxjIFQwTuWeyeELcRAiIEQA2AgZNQhGYQYCDEQYmCMY+CqGXU6faG53RhvZwheiIEQAyEGLh8D7Nxp825w6LOrq/vy816HlFfPqGlC0JTrAFVYZIiBEAMhBm4kBoZsLAb8O42F28CNhCZUfdxQ7IeVhxgIMTCmMXChvdmNA/WqJeobB3JYc4iBEAMhBn67MHDVB17Ooykww85YY/sMhN3zoCJ4iPKhFMHMFPwaabp9sY10oE4ZK/PY+VaGv0IMhBgIMXCjMHDNjFqbiun0AIwZhgwfjutI90DaBvhKEyeRPcq/NP/ElAO2rXc8i30P8eQM89YJRS8nHrtROAnrDTEQYiDEwJjCwCgwatoTiVksGjBqcd50FLY80GexiBi0XotriyOjlB/od0YcIy49KPYd8xOJyqcDiDqtGFqUjCkaCYEJMRBi4AZj4JoZtYkZD/ZbNBZ3D3n9MN9BOG4yGnd/1bF4wnr6+l2aHkT6jpJeDHsQqVsMOR7l6i1EaJewvazAIEZMOwwhBkIMhBgIMYCmYlSQ4Aw27Ux4AMn6ow9XWGVpiTWOa7UTx47bu796x85xhVZDc7PNvv1OO7h/r61b+ZEz6qnTpttUruESX44k9OEKkVEBKywkxECIgRADnwcMXDOjdk0zjHoQO0N51NvMRQHf+fa37Pd+76tW19Jq7y5+x9pOnbJYKttWrlpjO3ft4xaWNssrKEDlEbf5L8036++zWbfeikQuPXaA1k9uMn4e0B22IcRAiIEbjYHzxg03GpLLr/+aGbWqktoiHUlbZ3enHTiwnwtn69CIRC0LLceD991t8bxCy0pm2YJXX7P3liyxBMz4T7lSK6sw3771z/9kR0+cYvMR+xBUKBExfd+Y7PdvbUw696Z8MXG9D0OIgRADIQauGAOwEh3T64O/iAdpB02KVnntHOvr+Gtn1LLegINGYxHLycu1u+9/yLZs3Y4OGpTwrqSi0nqFoN4B68MndV5hkXW3n7FYMsEmY8z12elIXEl9Q1I/OjvO2X5ubumnjEEOBJVVlMO0pd9m6zFk1FdMn2GGEAMhBmDM8BZpAAYTSSstyLWU+Bb8ZKwzafXdNTNqWXtI5SEJGlMPy8vL5hnLDpXOrNXXN2DtXf229sMPrZfz8rfOud2WvbMQJjxgWSSJgqxIRlrmWfnaDh+xF37xc+uGue/ft9/mcNHAxEkThWLUIyQIQ4iBEAMhBq4QA1qL9/b2WD/fc+FDlSXFyIWDQ6t0mNUYDtfMqDNtk310IhF3JLhlBwxc0nE312wtWfKeHdp3wL706BftVPtpWwa3xQjPIui147BfSc7i0JrvxN1rGxvtz//sLygrav/+3f9l5SWldsecO5C4Jb0jfXu6TM3hd4iBEAMhBi4PAwcxbtiyYS0CH0t1SdgIinzBVy4v/41Kde2MmkbGkKYHkaa1hEADYvFYIjDVY7ZauWK5LXzjdZs+4zbbu2+PpVF35JeW2ooPP+CarmxL8FdYWGgDMO84mYW0RDJpZYU5NhhLWXYqaVmpuBXkJF31oaVLGEIMhBgIMXDFGIC3lOTnOo/yg3oS+KRKHetcmoZeO6MW30Qgdil6qMF33nWH5ebl+YwldUdDTbUNdLfbto832ew777IHHnzINq5Z5Xrsu++9z2ZMn+q21JKmtVkou+oIF9iKabO9aPJbJS9WUaR0/QtDiIEQAyEGrhgD8BCddxZ/iYvP8AeLuSnCtTNqNVNqjiEGql9z594Bk4Z7g4hHvvQle/DhR5SKIPVIEgRFbM70W9wcLyeXGQ4pe2SQ3looZbsxWJqgAuH8IklCJj0ST+HvEAMhBq4AA/CpPhkoaD9tSKi8WbjK6DDqS+FKs5VmLk4mijlnfHmISet3bl6+f2fiL1VEGBdiIMRAiIEQA8jC1xMJYsr6y4QMUx4ZJxvGMIQYCDEQYiDEwK/HwHXjkhmmrKrlEU8hkKblHY/dVv7CEGIgxECIgRADvxkD18yoP43pugkMMARScyBd+2bhCCn7N4MYpggxEGIgxMBvNwauWUc9Uo0xEpWKj+D+NBMu5s2/Ll8mffgdYiDEQIiBEAMBBq5Zog4RGWIgxECIgRAD1xcDIaO+vvgNSw8xEGIgxMA1YyBk1NeMwrCAEAMhBkIMXF8MhIz6+uI3LD3EQIiBEAPXjIFr3ky8ZgjCAj4VA7pXMuInP4Nkg3gdxKfsp+a5mpfuwVAWk/rDm6EOgaYH+dD/i3eCr6aCME+IgRADV42BkFFfNeo+m4wZHikzSP2+bkxTtu00SU6v0taH8fsA39n4RKDSMIQYCDFwQzEQMuobiv7fVLluoAgOCOHiPEjMVzotj7qjG8SgxandPy+eVfx2eH8W+76OE8ToNiMsLcTA5xIDIaMew90ayLjy1R14+dIVZeKmuqxh1AOnRyNR/uRfjPqCoBOl/A6l6lFHd1hgiIErwUDIqK8EW595Wjmwginj4GqAuyNj+Ovu7uqzrt4+eZYd1SBnh/3opHWLjth0nI/8/G5LxfP1NKp1hYWFGAgxcGUYuK4j0BfNwcr5AqFsKMohvQ6y4ZVh4DqmvmQ7FemNHv5BhGTnABN+16RLsGnr7Ru0YydO8zqOvxTx66jt3LrHlq49y0ULI0tXI3i+OErRlxGUTfdRyjVtgrp1yXBuTsTu+MJEqynhNh4k+GQiZjm5WZbUXZeaO5Qn41BLflsC8Idqu+BhKE61KF7fCiPTXCouSBV+hhgIMTAKopLGaB93JCbkU1obUj5ocfbPdxTrhD6kv0Qcb9KMSzGXqC60daaiTSuxJ/5xO4wPeuUlDHrezPL75u2mgf4utAi6GZLba8TdBtmkUxujCeJ6+eMaMjhwT28UHEasra3Ttm49ZGc6Bq2X5J2dHXbiyDnwIeYofPRbdXWRPXr/ePDF44hwzU6uBB6giSnrIuEz5wZs8Ts77Vx3FOlajtb7raQ0H/e0mtu5pSc3bpOm1ll5ccKiA71WwF2ZsTg6dQqJRXVdGrf+8JtiCXzT/oGBHiYbXb6m56T3s6xNNEkEm6UqO8jh2cKPEAMhBhwDoyBRM4hhvmKxGoxiuBp0UTa8NCA1yAOmgvYT5pIWs5I+VGljkhS5wmvIJ4jKUH6yEPxDP27aoCvKjEnMzenAySD3PUYiuqut27r6I7b38Dk7fqbf1q3dZyePdcDEEi61RuO61Ya7I4vj9uVv3ooUyzVkwh0MNDs7biUFSXAy2gxN06dqlT5c91hGbMbkCpjwGS5vSNrJdrOVq3fZ8dNMPvGkHTndbeu3rvf7IWLRAWsZX2UTJ5QY10JYlP6tKM+x0tI8+rePGPpZpXJFW9CtfNP/aoEYep9ww5+mr+uhfr9pCSgEPMTAEAaumVEzvjTmfPxpsGnpLrvfiDPqBFIWA7Gfa2qRpJxhs1ElZuwMWopRwrBkTUGBZKXvIQhv4q8BJE+1P81kNKib2bkD8tTZbtu6/ZCdOhW3HR8fs85uriobX27j6kusuCjLmsZVWH7KWaUlwFkingIDTG4ww/RgDObGpDi82TeayBHjlJiuq9BUC8y2hH4y3dRsVlQUsfq66Uyyfhe8dXT22749J+3E6U7Ye8IO7T9s8395mPvoKCfSZxVVRdY4vswStLu1tcLKSlOoVWDGTOrRdBf1ZDujls22VlSGusWiTEAipjCEGAgxcAEGrplRa+nqXJoBJj2q5Gi/7LZP3BuJmrsP27s7rKfnHMvjfEslYyz1B1jWd7sUVVBYYDloTQZg8GLgw3bCgbh1AbA320O8s8cMlcCZngHbc6TPFr+1Cp1zDzhJWmlRv33h4cnWVJtneblJS2m54UxKzFI4De6M1JkTfxxIgCMu/uWmd75GPcRY1WjjUtKtgvohad3oq+GfmmRhsHyiogEGVkJ56KorZlSTUCummHV2VDHp9MDY+1ktpGzz5iO26aPd1mVZ9vb7e3TpJW0tsPtoc0VFwgoSZywZQy2kVQbSe4L28qCqwxBiIMTARRi4dkbNQNaV685MYLRdHe32b//92zZz9hx74NHHbPmSZfb6gpeto6vTqmvq7ItPfM22bV5vqz5cgaQ9YLdMnmS/8+XHrLq21iU3LyrgFReCehOO4RO07615m2wdknNXd6/dOqPRZk2NoyKodrVAHMkzPdgLo4tYJ1w4koYZRrol01oa1Ug0LtYI+4JRSscQQycUQVcclSXIKAcJtNI7SF6WeZ4u/0wPoGuOSF2heIRe/uDXTMhMx4MwcR6079A9QCQTSGlKKg3BG7GGynH2yBca7Rxz1Y5tR+zEyU47fLzfnnvuQ4TymM2YXW85iUFrriu0SRMrsC7pRRoPmfUod2tY3MUYGP2hc3EN1+X5mhm1zq8FbU9be3u7LX77HVu9br01jGuFoQzYe++8Y196/MtWz03k7y9dbvNe+Jl1d56z3//GN9C3ZtuLzz9vmz7ealV1dc4kpDqRgZgW3eIKwbbU0EakpHevTB+SOkdwdI+HrSkOppaG0QTzR6BO0YW5nkdo9GyZvJ7Ry/XDHkOTjiIkuWIRR3FS54hlKivxMKcB6khIma7DJ77ZpzhyDTJZ9fbY+x8cstXr91phbsp+70sTrbQky6qqCi03qbKQXlGHqC3RaLYqsCxEV0mxg2npn3kFE5NeN6a2eAwftE3qJVpEWpij6hZcxA243h+8eTP5AFfCgTb+dOsyiYjznEHLvNAgjkJ5pfrjSNGqVzybMiTle86gTj2JZSMAA18uHBv4KBeDEM8jFZbaEjB2NNNMMIVZg3br9FJylsO043bvHdV28lS3vb/iEFYtPbZ9W5u9tWQX0nXM7ri1yiaMr7QsNiVlXRKLMilJp285gUoNNdKAJjRg895hQknLbJF4wa8+EaTaF+lXH/E76fsCFEHQik94cAsX3qk1ZFQkQbDri0Qep3f+InjHg8oOAr+E05F5NaV6XCbJ0Aap043yDZXPT3cLoGflz9SVySsYlGaoLtXqeVWsJmiHTz0xVJ53OE/ex8qqMrWAoT+ByatQ3qEQVCPYgvc+5xPpNKlv8vYzBrXvNDIMgeVR6ucI+FVwIU3PQcHUPWQsIJpSvAPAaOZ9ZgyObL9SBW1UaYJdTyob2MmjaiTI6DsoL6hXqYVvjU1Rn+9/DMUFZTgmlEixBHKrLP5imSjeORZ4FphjOVwzow5uEFfHpy2VSlnLxMk2featDB6krZ5e60KSrkFaHtfcZBs3bbGzZ9fTAf1WX1uHnW4uDGbA+ugFWYmIKUVhDgP9g8QRD0foZyCqM3vQc8dhcOqwzGCNU4csC3oZvNJ9aqNSy/Defm1iIoFSlgikpw8JkLJTDH5Jg2Je6jWpaNIwNOiSdEw5/X2WTGVTJzplUqXUBnQPfcDQ19WFyVoO6uI+GBUqAHQACRiEoTfuS0uHDEOEpxw5e9qWLD9qR9rO2sxZ4+3WWVVWkDXAhNPLKh8GgqkdXCSgCUZJMGBoJ/FiVr75BoNDGHf4NeBkpidijVKvxqUGkmtK0OlKuhaxynpEk0mcdgknIkD9pYCxi/YLD+xRWgLVUx/lOQGLOskfECkqCCaZwLpEljykYdBpcChvL3gXe5BViDYAfS+CPorzTM+QPuifAfpMeBd+B7AG0W9ZeIBS8JW26vIsa0SKnjAB3TdpDx85azu3HbSO7ogtWbzHXnphsxXmR+22u1uttrbQ6WNiQzCQIljHSO1i0IIsyaV2i9GoQRh2D1K97qrXNJemb9K+ChES+U2e7q4evpn4BQ/4ATxoTnQDDfCgdvfQt1ls3GqI90MLGtxO3wCfBrd99Jvo0ydv8vfSZvWZ+jBKZC95Elzm7HQFbrwfhBfq930K6lV+33CnbNG09iFEt2KUonsIlToDxuRd4DAGKxflBVCHX6sW9bmrDKlLF0hrL0g9m8VKTIejNHkPAlOK1Y7K7+e9VFhimOrDfohMwkVWEhhEZz2MDa3iNPYoR7b7ukYvSX7V2wcexHjV5x7IGzB14RRYRHcOP3X1Qu9qN+VqUk2iAlV+4cSND4borpc2qzw1rV96NcpXG5L0azfwKb2qE5571R7hmogkG9Pu94a0sv+PMq6Vz9sGXBkDh6DOAcsCPzQaSAQjfU5ZCmoJVY75EPt7wtVASXNpoIjcxyTIU4OjVl5ZaSs//MgKC/JtxrSptvDtRSxz51hpcZFt2brV9uzd48i8++67YRope/+9JdbQ2GTjWse5dKbyDu0/YC++9JJ9uGqNLf/oQzt29ChmYMWYptXahvUb7c3XXkN677CSiirbvHGTvfb665i2tVlT0zj7ePMWe+WVl+3M2XOoU+pt167d9sqLL1oH0n55ZZUdajsJM3je2o4ds6Jyng8dsZfnv2SHDh6y+oZm6mqzBa+8Yus3brZbJk6yfUeO2uuvv2ZbN222hvp6O9HRaS/Oe9l27thllRVlNkDDf/H8C/bx1u12+mzMXn5liy1a8rbV1qXtKw+M90H91quv2apV65iw6n0wvr3obVu+YrkVllVBODF79523bdnSpZi+FVoqJ4/2vc77FZjA5VthUYm99sbrtmLZcibCLCspLLb33l9q7/7qV5bMzrVkTqF98MEKW7RwIXlzLb+4xFavXGWvvfoqHRK12upqW7Z8mS16603UL12sbOqAZZUtfPNNOwsOK+ubbM3qNfYmONRzeU29bdiw0V6dP9/OnuuwOtLv2bPXXpo3z46fOGVVldV2BJzNf3k+OD/u6YXjN19/A5zs9JWU0r+x4DWk5W02rmW8tR05Zi+Rfu/e/awqaqyXDdR5Lz1vR/bssskTmq2hocK2bf3QOvuP2Nz7p1l+WZk9/eRz9sLzi+3smQLbuvOsrcIyZvWaTRbPL7L2vl7a87atW7POSkrKaGbSFrz8mq1ds9YK2fPIysuz+fMX2PJVKy2noNAKcvMwNXzHVixfbtk5+ZbFSm7psmW2GBwW8D6X9++/v8wWLloE405aLjj/aMUHtnDhm87wtdpbsWSpvf3WQmeAZRU1tmrlSnsTnA/A3GvA2RrqfhW6HITZlEKXWzdtspfnvcgE0WuV9PvWbdvtVejy2PGTVlHbgBnmdnttwat2BPpqamoGV9vtldcW2PHjJ6yurtkOHDxiL/78Z3bi2HGrrW+wE6favbz9+/ZbEeWfOH7a6Xbv3r3UX8fm9Cl7lfLW0Hcq7wx998aCV2zDurVW29BonUxUL9MHG9avt7LKGutm8n51wQKEp01sYpcwOSTsjddeZTUMnZZXIn/wDE2sXPkhdF4FB4zau+++Z+8tftfyCktRyyVtybvv2pIl71kKOsyCVt8GX0uXLkOgyaVfysHPW+D1fRhxzMpLy2yJcA6td/f2Wz44XAOdvkmdaQSC4rIK27R+A2NvvgttNdU1tn7DemB+yXq6uhlPtbZm7QZbBN2ePHXGKhuaGPsb7XVwdgK6rKhvYazvsteh25Nn2hEEa53e5tEHx46dgO5YyfH9En3QzUpuwoSJlo/gxbxyaU49FC8xURNFLzCnUsFq92r45bXmYaq8tsCER0P541sN8smJmTONOMCkGcxwmlMzDYcTK14SmyRfMRPlUj7N3rLBlWSeysqBCfYiDSRdRZIFU1dI8pxg1o/pjxk7lZVtSf4kUUja02abJoA47yWBxPVby2g9RzQTI3UhNaWQnCXZJGF+SdLoWfnjSEQJ3gsOvddmaKYuSSUUw2DPYkAza2Od0Y1tsMFcd+45Z3vbjthDT8xm+d4BOvpRZyBVwkQSWUWWYHNV9UdYe8UpX+2QpCIJL5mVchhixGtFILvzlOAG1jgSsX4nwYnyCFFqWxKiEdwOMzBm5wQ4ECaFn1QWMPItCUh5hZNkIoWUo2e1P2i3Oi3Bs5iX8KIBKRymHCakS/InlJ9n9YtWMQ4zZes3ry2mtqhN/AX1k54yksCg/DH1ifBKPcrjtBHNs3h2gTJDD0iEVD2+utBmNJZYKh9p+9QkVgLo9W+fYKvWnYHRoOvesd+2/Xi55eQUsVo7zT5tn53uS1gKIsxhR1p1GSqjNHr8eBbtQNUSx2pGNKp+TPCntktKDugEeKAhCRgJaES0pHaqDzw9bVQeDea42uB9Itoj/RCO4zAsrRrUrizRIjhQn8Ror/rAccJzQLcJ71PRlb8TzilfEqLqczpUn9JHwrHwrn5Rp8cgOMcp77WyitMO9atg1upVcIiuJDmJzpx+eJbkqHGiVaD6XM/aW4iRXvB2g+MYdQtejZWYJFinc55Jn4Bm1G5ZAgk+tSfBXoS3gfpFUxp7DpPaLBqhvgTwZtqvdjid8T6ZDOhO6im1R+1TfvEPqbuCsadVmNocPKudmkjUR07LlCPrIsGcBZ/QGAaFQb20KQWMyu9jBPgEs6+knLaBVX3Obw/kuxkCaiB69irCIOqLKDOhGLAYrBAvgtLs+K1//hdm8Xr7+u99zf7u//q/7Ymvfs0mT5yIFLTQJck0y5Q/+/O/oCNz7d+f/J7dd9899sVHHmYZz9ILgtBSViqJnoGo/fdv/bNNnHKL/c7jj7F0D3SQUpeIUGIQVKCmEGHDIoCDF0wAyKnqSHqPxZQvyZLqF0DUJKEmq9UaoFoESpepIJ26yu3VEgxiztJv4rW8pDjLYvBIdTLIpl/MNwL72SAbtKWr9zOrn7VWNsXmzijHIkKqEWCCsPqZjNLAOcASOCfBOgQA+qTT1pKQ8n3pSuFoAZCtpVXUQGFZrDqBUeoVaSqEXc2q0hy6ZYYAGgoiUlIzCCF+PZBa6iQxTfWLpHYtg7Ukl3pJWNTyT+mURkFPvhj0gR70qQascDpImYLBJwWS9yONuRqBPFI/9KvP+E0X+FJVuBeOpc4SzFpu94oB8F56R4eXPGqrylQQVBG1GZUVsUI6DMWx4eVLBXT06BlUJWdQp/XZtm2nkSI7kehLsKBJgvtqq67Ks1z2IxNs0KZhFIOok2AptDXAH9TlrY0Cg+DVUj0puhG8vJEKTeohV12AcPWZmJyYWxRmKLpyJkYaqRFEN2IAMXBAq+gXcEyc2u/qOdpGVd5epQhMV6EdpyPhhz4ljbAnixst7dUPwon2F9Rnei94hUufiHifKTOQc4CBOIUe4BNNJalfbVb5Xt5Q+wWTpFuNCRXCa29DChxQjQtOepfFs+qTMKUxIhz1qc/JK0xm+lcTQj/paA4wCre0Qc/88SpQMZCDn8AoOgQuyhQuxTNUZ9AuJh7SSM2RVtv5joPTAXgJPz0dv6iLNPypPscFDxoraqeeVY/UdIJRtvwSsFzLx7P6VXUfPXXW1qz6yObMnm1V5aWOZ8H6iUDZgkV0J1ja27tdVfuJdJ9RRKaPr7o6oUcdJvyovWp0UWGh5TBTSpK68557bfGbr9nbr8yz3PwCe/TxJ2z/7u32y//4kROMkDVh/HjyO7bJD/PkZ0wdmUCqcM7EwINBxnjWENNA8sEFY0W95r0nshNzR1yDwQbASI8XECpQgnB1qtIFQd+QDgCrE5158y34s7xSiuV9yicgDRQGjhi58gNrLyygra0HNcROO9WZtrtua7aprcWY2WmQwDApdABGIQlaA1kDBO4GHEGZYgxEIE0IQn7RXj0rVgSVAhDU306kAQyeyglVx0fEQGSLrolFmFe73FSSb5WjaG30yOZa9ssabCpck6AfPwEOJ27ihlCvCoIHfQG/YE0zKkAbraVclcm7ODArDkApEsaksocDkJBO8QJWDCPoE+IASgNNQexCv32C8dS8U6G++adv6qZ+uDyMB9yQtqm2xBo5mSlc3Tar146eHLSVGw6gnuq0jzetR6rs47Rkg01qLbGikiQqj0BHGqMsbS7GGfiiL+FKjMNpRzjinyYQMShvl2IAISZalHAA7ajxKdGf6JJ3MjMNsMEnsNFbTkcep7y01WlaqYQnERaTrr5UnpiNbFyUXigRXWcL5x4n1FFeQJhOc44azwusAZC+H+EZiBf5ZJE+A79aJfi9LpVJxeonjQOfCAS0B32rYKTwoV02n2AFH/kz8KU0Jhw4B8JzepM8r+iWqRYgsugv4U6NUh/7eCah8C86BCiHIeDsglJtJl7/qV9tczrQlEd5PobJP8D+SVJOwxwGJeb3EN2JkZLQYfJxRCJNKhoPSecFAcya+FOUH1XeoWZILPCVruceux+jwKhBLq32AUDnDyBpPPbYFy2WzHap7qH770O/XOASRhH609ZJk+345Im2b/cun0GbGhusDn2S+ltd659CIoNKT330gag6yTJHaTyZp+J35oE+0s/h56H3+lK89+dQR3qWTL6R6Ygbjs78YICJ0GVhIZbfL+bGgOjq7bYV647Zjq3HrL4ix776uxMtN+s8Kp1kAD6IGSosoCPKuSB2GILhpRgxznv1nXmbgYfnIdr0NwGTDhJ5khHphIuL45QyGMhiGMOlX4i3oTIyeYceh4HR8zAMGUADEIJP4s7ngaErdjgiU78itSrR968JER29z4QMk6AoaIHusAImqoLcQWuqG4/OM2bbtx60g9iof7zzBBLTbmtsqLKywqi1tJahwy1kw4xlOYxS/EkrAH6BCz2LTWgSFjNmMzkaqNgctCH4mDs8+ON5tGWAuxB/w7HAmsnPimJkyMRn4pTs4rign/Qi+Bsq6sJ0mUiSXNwVw2D+mn6+uD6KGA7D/TJU/ohqgjQjIvynPuiUDAzDccMlao4ahmi4TXo9XBQ/Mr+H267ZbCgEwsAIPGYSZxIMfWfG0fDrzA++1eYBPrR69Qd+qy49jvVwnrtcJaQuKWg6HArS1VXV1Pog6GWjJRud35zbb+ct6GCUaJarLC+z6spyHyTeKZfClOKGiw3yftYolXpAujkPWDBIz9jBRtiqVUfZGD3JJmixzZ1TbTmpSzUgyBZ+XicMDDEgFA6Wk0zb1FsqbDKi/JwZFSxTOZa/ar8dPtxpu/btgIslUJ9V24TWIqsuQdeJlU6UU6KafZD1nFb16/qc+LxO7Q+LvToMDK8kri77jcp1zYxagKvtYsBi2q570uxJZEprSyQVSS9ahgeSNxn4nVnwaeHzWTNgwfybguaIdFoqlyH4kIq6MV9ase647dx5DJ36FKutYrdbk7wj4DeVGL4fTQxIzaXlfgR9v2ytYzEe6K8s/KNUFOdYZfUk6+RE6KF9Z+0gzq42bjxga9cetOaWMiwCklibVFoeZpOSrQPtlug0nHBHs4/CskYPA6PCqOG78KqAUQfLcdic/ouBKUhsds6HRihI7Dv/vlmEFBRI5UHSsfKpIevIkc4N3xQd3YMc2Dlmh4+esy88MMEm1GqKQc/KhoU2VAJ941iB/vMPhzbapFuUCgVtLAybzS/f7IOeoLc89kdy4oNWOTVhU/qrbea0ag5WHWEldMS274raWlRXiquqzLUKnEfF0Glpw1kWAWEIMTDWMHDNVCmj80AvpEFznmHrAIkEFGn+BtmWdWnah1SwUeLOioIM+hyTQRrW3v5eO3Cox9asO2rH2jvtC3c22/i6fJgzBv0Bi2ATKWj7mGzE5xQoMWZflYF6qSw0bcqawFd2vNMmIC/YU2Blh7lebUnEKueW2923VtoBXMeuWd/GRvBuV4O0cqR/yuRyq6zCeyFmYCN1/59T9IXNuskwcM2MOiMNf+IbSVSMWpoB35wY4mX6kokTI8kZndLc6KAddjcxlDQ1tAjQaoD9cdtz4JQteOegpQZO2RNfns0BkgJMsrTLLhvhzGpArQzDZ4kBWb2oswJmLSLKKNGGNqBQjYjMZIIgyxu9TeIbnD1FmzwuG/VHAZ4MezhY0mnr1+2ydRxlz8nOsrmzq2083gxzstKWhw22tiiCU5mYtnHKUfUgewen4XiSJZHEEan3NHH7Tie/whBiYDQxcO2MeuRu7gjIMozboy6i2/MC6EUvRuT/LH/Ck53punaGlUAgUeE8v7PPXlqwzpo5PXffnROsLC+XdwFkme/PEs6wrosxIPY7koaGfvvXxb8lHGTyoxrhEEVeWcKqyzjOjt56z76Ttn//MVuCj5ZXX/nYxrdU2u13lNmEiWVM0mLF2FHjwVACRhw77aQmaVQrUrvArhHeKdytgzJ1hN8hBkYPA9fMqEcPlBtXktub+uYUPkFYMvs/uPeq1YesP5Fvc3AqVJYvXXUn7/H3EYbPAQaCGVceDEsL0lY6tcxmYjky53intZ/twk3rMXt14X5b+P5Rq8Kn1D13456VgzUpLEzS2Ouh8cONCMxaDJpZW19S98nk78LJ43OAqrAJNxwDIaOmC3zTU/pMmLVOq+lUWAeHWFavOWyTJ9dabXkhMlMXtrZIVIH4fcM7LgTg2jAQGPOIqWoCZi3Fn7QY1RyUqS6PWlNjju3c32XrVx20Nrln/dEK3NQ2WWN9Hr4vOAHJlWQxP0UpOKQb14bmCKH92sALc4cYuAADIaMGHYGaJtB36qCNlrlH2HA6jQOm+28r9ePpXT34PUhpqSuTrhBtF1DRTfgAT/ZJ2SVjLHcUPA7FNofC/UTblGbM+BpSXHzRbzsPDNgr81fj/Ooc+u18u+cLU23y1Cp3dRvnajWO0XB0GttsnSYMQ4iBUcZAyHFAqFi0rAMGUXtIaj6w95S9+95qe/ThSZafpUtYcV+ZRC0Cg5Yh3rUMRenBqcqlt0w58m2AJwUmDEl4Q5uvn9rRsqU5H7SNlSnrfOyV/hpZgqDUptmvCzpKr+C7dUEi19GCS9riexCyunCoRpY78neQ7UZ9auNPPFVOrwIwBa+maPmbYRORf+7idjCXG3iiNnNCr836Px+0s53m1iKL39uK97u1VtdUbrdjCdTSgBc+HcHGwkk+IuSXQpQVFA8u2bB2OiNW6hEeqHfs4EPQhmHsYiBk1N43MGn8awyia9x/8IQtW7YP15RN9oVZXO7qdxaKJeHhaxSCHM9IvaILbOUDQ0ErbxuEA+BpT877ee2DWM6hMA2+IMgBTduJbnw4H7V2Lpgd0Hpbm1kUN/JY+AWZLuNB/od1tBp/a5iopbmFphy3rujjgccNG3RwCWlTXvDkK0HMTT49xGwEQZobXxTkH2SQuAhHsdUO2ZrL66AayWF8Vw8onXxh3NgghI2EQPDwp/Pi/ipYN8nZl1QjunhYG4aFOLN74uEWmzmlyHYc6bUdHFmf//Jma24osZkzSrixpgh3B7IWgeHjnwafcM6g5R9bJoXDleqnwgUwBFHhZ4iBizEQMmoworEyEJcT92zbsuWUnWjvtd//Wv0wk74YadfyHIn0ImXhk29AjF/ukXSIGduBwRQ22xE7dfqkdSPRtXN57Ecr99j+w7oI9sIgxzNygxDHUY48q6kEjMeckVyY8gqeYJwyURQyIvg4Wbf9GIxZ26owZhzixFlVNDeV2IxZdbiWlPN5OXfqtfyCPO7ClO0xTuiV33KBTSdUJbEyy4iRw9HllEcqJh0Ogmu7LH4F0N3QpIDtQd/CkU4z1teWYqo5YHdOq7T1m4/bh9zQ/rOXjtv0SRV2921VvvEoz3o22MXEhSmnvMZ5QZrYhGRHzQ1tV1j5zYOBkFHTV343BPxj7cYjtnvfGXv4wRbLHvJqN+pdqZvEuW5Lum4JcB3dUTtxptfWbDxox9q67fD+Ezgp5x5F6r9lar198QEcVmWkLwGDNJubjOBIvQQmqePPQxKrbmeRWH2VQTnljUy46OodtP0H2nHA3gOUvb4CwCu1Hdp90uY9v9K6emBW+MrAiSuuRfOttibf604VJm3KtDr0u1GcVOHgiFWD2hpBh+sKI5i7O2iTRG6B86OrBPczzRY45lKV4Ju2Sb2TcaeZoo23z6ywiRyY2QPOVi7faz/56Xqrby63GTPLrb6aiwq4DzJYQGhlgWStCXqoq66+xz5TFISV3WAMhIyaDhiEyZ07Z7b43W02+ZZam9ycy7L++qBGUqU0oR3cxL4f38q7d5yxPTvaXAItw5rg6/9pmhXDgKU71Q0UWVkXHU6HaasEF0wlAItxiEEH+omrJCfywzzFfGSqmMckMbmlkLKQ/cCNsYzv54KEHpb77R0t+NUAiMEeHPvHuCHkuG3B94k2Yfv3ma3acNx9NNfVF9j4iZXobbvwF51j+VhJ6LokWUq4tuYqIb0R2QJGDR7Au5i1u+JklcB8hdvMLp988nFyP60lZfWVE23nvuP20UcH7KWXTtn45lK7ZXqVlZdnW1EOFxmgu9ckLZrL+OK+EW0K67y5MHB9uNHNhQMb7O20D1YdtgQ3tcyaVOZ+H/rFVDhOPNphgMMSR9s6bMO2Tr/8NpUd51BFld07pwobXXTECZimhG301VoeuzpiBBBEwSj444cUHlIi6DICbetd05YiZYgVBcxI216waU0AXqE2USPctBPFG6JeiNnKx4ZZ5X1Ndu89zfzutzPcNL5+3UGTtnr//tP2wcpDXMs0YE1NdX5XYml+3FpaypmAZFVBopskuMYCJj2IGBx1D07BvEh3gbNsJimYL+oiqYkKcb06E/1+a32JbcbD4hpWaVvmreGIejWX/NaCB240iWvjwRF7k2AgBPNGY+A6MWpkBuyetEyUlCYGEmx0MbT138VBMSOkQR/uARokbfrNGHAi2TQHxDyaKKI2JMFIRLv62j4LbGjX7+mwtesP29eeaLXKMjiR79pfCSfRwNNyWOXpl8qWxATbw6F2BOlYeDh5opN6DtraTce4nGDQHrx7HJcmFFlBtq5BGuF/eUTVYsAXBuElCMGGnAb8aGAqKMc7KFOeRwXxPoEMVyQAZVMOBqGgAPKoFdYkrb6qyOXOjo5u6+zssdPYo69cudM24ytFFjXvLT/AfXq59sDcessvjCNp61g3rRxSJ2jSCdQEUrlQD6qCmJgjG5IRbc7p22sgT8BBBdV1DdrgVQjgOo/v8zd141tbm6ykkQZaN6AU5ZvNvS3bpk8pw1fMGVu8ZLf9Yttxa+F4+hwuPK4qzfKLNTQW+qF1qfc16eqSAwrxNuoGJQVNw4EJqT+GH7+FGLhOjFqsWZTHtzaRYHy61siPZiONiZnpeiYf6cNIDwaA7rOTFCl2FMQMJxiFHwwjbsR2qZFrv8RYO7r77GOYZxXXOFVUstyHEejASzBELq/KtDNoTTmysWag0XQ1bwBdMyOPS2WNOxW5bPSdj2FKKZs9u8amTq1gMOewiSiGrgu/LrfF57Fy/tflwXl5qX5dqZeIvyAqeJC0L9wV5Gf5XzlmKi31s8Gr2YEDZ23XzsN24mSf/eClNVbAPY91dWXcfTjIRcTF1lzN/ZgJMTB0+FhZ6IYd+SD1TTjQI5WRK3dhYJoEL6j+8hp3lakur6YhDAwDJlkjJ5trwlpKucC3wNZtOGQbN5+2n8/bbPXjy2yOHEGV4yqXm2l0fZWrRbSSGmFhJKoIdEWXB8NVNjDMNsYxcJ0YNbSlEQuV6SJN7R3pWWZprpeD5rSq1r1zuvdQmzO6iJZUzsQ9r6jcqXT0MShvflFtnAHE/sPtdupYh829rxVHPNrgUqWyZ5ZplWD6zUFSka6N0n1/UiB4m9mE60v32K69OLFHb3v0aIfNmFFnUyYWuL9ki3BBJ3VF2Wjqx9rD9y4/V2MxaAz2HjBa8EIfN8Os6usKrAc/0RNRjRw+fI7bt4/ZqfZzltp2ipVF0mprc206+wRZTO5FuRzZzgpWQDJlTCPS6o5MSawR2QaOcXxJCtaf6D+LcXD7rEZraq62jdtOsqo6Ygf2nbbJTUV2O5cdFBVwLJ1JXNe1MVKC8UMDZT0ziJR9wQ0pv5kkwxSfMwxcN0YtJqflvi7F3MAV9rJkKCrFznRcq506fsz2793j5lwN9Q2YOVUicSMvwaydsJ3xBSqT0cW3pF55OkPlgoOdPqT8jZuPcmllFgcWcmAoWnYKBjHcy58lolG3QmZQYQfBwOqlLYcOd9i6Pe22cfk2a24uswfvrbJJ48r8LkUtZTUA5dVNJnq+0hjrXOcqOkIT2IBuU4GhDiIhuzaLcrJSMZs2rshuaSmyu2YXcqlr0o4e7LBd4OzwQfS6S5eSJ20Tbqm2iewZ1FdwB2JxNhInliR4sEv7Bqe49Bjn1EM4k1DSx0eCv4rcfruPNs/gfs1tu88wiR+0NajCZs2ss5lTS626NFjL+WoCGvTLdWHeYfjtxsB1Y9S66xBBwt549VV8Oa9z+9mCvAK7ZcZM7kvcjXvJA86Ui/Pz7Gu/+xVrzlxwq/5ggCOIXBgufr7w7WU9ifVrYZ5mpz7dl7Djx7ttx27clz5+ixUjvUm69ySIQH567LJKJRF6VG28yV741DkuWuWG7HVrDsKA0/a1r8228Q35lp0CIaTTbr8WG/obHNSVUJLBteS4POn9ckEaC+k06cb9yqtggowwEUqppH4YgPloEVXABq4kzrIJcW6qL+YarSo7crzDuljQbNx42F59fYdlczKwsakMSbvGSrAeKcZBFmi7aQJytbc1Eu2mm2XWGLMy/GNXlHJEfWKhbdhywjawR7J1y2G89hXY1EnV+MaGZhIIDlqpMZmH4bcbA9eNAiRN6/r6VatW2SNf+V0Y8QRbsmihLX7nbaTnPvsv//V/t6zsXPvhU9+1nXv3WVNrK0Sp3XMNao1CpDG+dJpLgzJzo4ekE145kx+OUxR6bb9NeHiDUsMDZkh+BTENZdRznB36LtQNq9futRo2vxpqcxhAcA2l5U/mWLqtW4xbk42iB1HTJLg1hN1BX4LLAiAW7eFdkvbAbLEVPnk2DWPZZadPttvsuc02EzVHHhNRGn049yG7JiWQ1AM4tHkkJmVIim65IWatCL5dGuWnpG1Bnpm4dEO0tmAz7eGVGkkCJbqQ2TvcvBppBuZJkVaVnMqUKfilxPzO1KPITF8EPpeHnkkeoFIweFbPF/SaIoS/IF4bwsKTnmVB423lQTbEkpiVTJCkdViGSSzBxFZYGLPcggLeYCFSX2TnOnps7ceHbNf247Z143Hu48y1iRNLrbI4D71vIbmxtWBHU3j1srzH9ESfDOGxnwpdtaQdO38DACM4fUAjwiv5gsZ5AwIK8p+0g5y802tAJyVBP9QI/1CkYtU7wXv1YfBLtEmqtDaqdUmy6lKIICCk7N6Z1Ta9tdxWoQ75ePN+27/nJK5162zChFJrqkqhv8Y8Evau4+gCRHgN4NTqL4gLlis8DNGAatafQlBX5okieBNcvKDMwOKF+E8fHxIdBLDa7DfdkywQYoQ/BfDES/1JzResgrUKVduDflBe30egbNGcEKYb0FVVgO8Al0KR8guSTOhXZga6HxgaitSJXNFMkG6oQN45DCpUf0FhnqNfB4wYv76aI1459JEA/27LLzidIGmrsnuusftx3Ri1ztzpxt+yykrbtH69Hdq72463HbXS8nI7fGA/+sdcBmW+I0tMSp2pjk2rRyA2XYzbDXPU4NG7XjpPTEv6Zddt470/hq1zb38fKgwNVo43k7+ffD16FvIZwFJFDMCYdQO1OkNdNtAfs0PHOIa955Tdc2eLp+1lCRDHWiOOPWx3H4yaxKmYjn9wVyJqm5gGhzocCacDHavcXWZz2EF393VQ546t7XjbO2DJIiwa7pxqjdynmJ0SfD4sIPhe8ujwBzAyUYmmZLXBa9oV55BJLxJUwHAGuEhXypREPMlyOc2kgiEedSh9Fn6Ue/jdj9omiRd8MdOMRc0gAzpg7BHr7OrElI7NSnDQw1F0qXk0IAWD8CfrmjjOiFwHym8RbYK2AxZ4CqxvVFac/N09wAsO41g26GYeDYLOzi631lB53dyCoxWF+sAHjgY5ZUqdlcrCfI0ye3spg37VeFI7elGJJUmnSaQPxxh94CcNPKpPA1ebz6lE2vLLcqzsrjo7NLHEdh7tsb3b2+2NBZu57zCGU6QGq6rNs+aWXA7XxNEDI62SVwd35HK0R5MrFN7DISPRU0RlptikBCCa4/AJh2IKfdCR6pX6TUxJzwJcOAj2UKADBA9ZeiRI08slx6LvJL81gffTkb20OSXrD9L0UZ8EicSwwyd2Peh3tTdGv/YBm+g2Sdoo6fKwsb7zthqO7hfZ9p3ttvTd7bZxzT677wutWAZl+8ZrV08vtM3ZzxRqINrX3QfOyK9DN1Ci9WCbL3pN0X6NHO9zys6izQoaB+dtwmke7ROMuqEoQb+KVtW3WdBBj8aAOo4gGNlkcJoRLrThr6D3fcAUp362Z3zcislq3Gm09aoM6hR9qgzRZ4BLvRXE0AU41bhPiRahwY7uHvCZ8v7s5I5SrTopkFvkoVvwK7oXjZCdd8ALnjVm1XeamHv7epzmRffd0Ji3l4rUzxr/vQ4PdRMnIwfBcDOE2N8TrgZQ5CLvAMfYxQWABZlSSVe7dctWO3HqNKnTHJbotBhE1n7mjN19552O/OVLl1ldQ6O1jGsO5mMwt2PrVvvuv/2rLf7VYlu+4gNXlWSnsqyxZbx9sHyZPfv09zF1O2UNLePso+Ur7Ic/eI6Nmf3oNKfZqpWr7al//x5S7WlrQor/eNPH9r3/+T/s+NFjDOhxdhDp/V+/91175c2VVlLRZM31Zj/6/r/bzl07keon2v59B+2Zp75vK5Yvt1tvm4Olwn6k/u9R73L0pZPteHu3PfvUM7b2gw+tHri7GCz/37d+YW/8aq01NpbbPXc12ss/e8o+XPGe3cIqoRsG9dyzT9uvFr1lLc0tMNx+++UvnrcF8+dbdX0TjCBmz//kJ7bglZetsIwLVwsK7QdPP4PDnwVWUlRkFRUVtPcpe+O1V60ASbO8rNRefHGezf/li5aTW2gFpRX22svz7Uc//CHmbiVWWlFjb735hv3Hj3/shD2hdZy9/vqrvH/OemAuEyZMtEWL3gZnP8D6AhxNmmbvgecfPvesnTl71hpap9jyZcvsqSe/Zyfpt9bW8bZ16xb7znf+B/bfR62puRnpdrs9BUzCeX3zONu+dQc4ecrWMyFPnD4TX84f2zPf/z421ett+vTptmvHdnvyu9+17du3gaNG6z7Xbv/9W9+2LZs3WVlVLRNfnz1DfSs/+MAqa+rZbNTzv9l7ixdby4RJ1t15zua/8LxtWPm+ffnxO+1WzNtWfLTQ5s17yU6dTNqmDd32zuLV9sbCF8lfjKokRZ8/ae++/SYHTWrZqMuzn/34J/YyOM0tqrAcLoB4ad6LNn/ePCsqKmHVk28LXn7ZfvqznzI5pBAuqpkMFtiPwVGM56bx4+11cPyTH/0QyX/QatlXWfz2Ivvxf/zYOunfmsZWe+dXb9szzzwL4+qy2sZmW/XhCvv3//UdOw2tj5s4yTag/nvyf37HDh8Ch9DZulWr7blnnrE9u3fbxKlTbR24e/app+1c23F75OHZllvYaT+Djha99ZHt2x+zk6ePA/PP8fGy1WobGvDueMCehk43bdxIfY125Gib/eDZ5+y9d5fYlCmT7dSZ09DR9+094Jw0eQoMsNee+d73bNn7y6yRPuvAdPJZ+kh0XlJWYXFWt08/+aQtXvwOfdRksWTKfvLc0/YmdNcybrwLPC++8II9//OfW2lVDSanSafj+S+9CM2WsAoqtP+ABl+BjnOzs626ptp+An5efumXlk1ZdbW19vK8+fbCL36OoISVT32jvbPwLadL2XhWVNfZ+4vftR+AE01iE8aPs/eXvGtPMlZ7u7qg21b4wbuk/wH3lh61cVNm2NL3l9iPnn3WDh06bOMmTefy4jX2NGO/jbE+ccJ4LIx2Qmf/YgcP7rdmxt6RQ4fs6WefYhJLg5NbOD2bcgYvJv+JIA5OvAQ7+DmChiZ5WeTcmHB9GLVmO9rThZT6yrxf2ld//w/swQcfshMnTtg6CFZv77n7HmbClC1dusTqILTxdEywpNdSJGoFhcU2jkF69FibtU6YYHeRvqSkiFcxq0RKb2xqtjKk8yTILimvtGaISdK6lmKlpWVOXOUVZdgnx2FwhZQxkfyleMFLWlc0x850lFpLYzHOdSqtpLTU6pkEymCKWZSXlZNrza0TUInUkT9publ51tTUZPUQcDIJbDCCFphwbkmlbfj4jLW1nbOvfGWuPXRvk1Xm422NE4VVDRNx0FNtaYg0mZ3jeVtoZxZEnJWdZ/UM9obmJnBA+Xks46m/ESaYzfu8PI5l075mBmReQT6TWxaDsxFia8aULZvj5RB+Q73nEdPJAd66+nrw2GRZwCwYRoYAAEAASURBVKo21tXVOXEWFxUidSUYCDWOk7LiIlQNcW9r8/hWKy4ucUm6uqYGeMZZcYmek44TMcny4mKLQqAFJWWor8ZjTlaORJOwvCLM6YSzyipE5LiVlpVjI9yKmWMNOErCIMudodRTboJVQDaTjCbaWp4l/abYr2hk8NTU1WPClm3ZMMsm4G9sAkc5WXisy6eN4KhlnEtDOcS1wABbmxqsMCdFfcV2+9wZNvfe2VxQW8BqJGU7dnVa29lsO3am32oa6vBsV89E0mIl+eCYfpVAILyXgpMkfVBaVc0mcqNPgAlWH+VMEhNoYy7qKjmfEp1pclcfJMFBVXUVE1ULG5vFTieVtL0ZmEvAaRb9XANzaqHfHIe0UThtbmmxwuJSpEaYkcpjM12Tr3BUDJ02IaCUl1eAwrgVMmm0tDZaeUUlfZgDfursznvuxF0Aq9Jt7Uy8nH6cMQ0c1TH5QCesSluAr6G+jhUfdJlfaOMYB7V1tb6SyYMWGhobaHMj9bHa4G88dFtRU+vMNJ921YBTCRy50FGK93WNLdZA/mxoSnTUAM02QvtJBKwUcQ38rkXA0BjJpX7hVP2YS39lY25ZA36bGpocp3FWU9WMoSb6tJj+j1N+LQxbYzW/kD5AEq7ifUNTixUjlGgFWQBdjWPslYNTkIwBAuMUuqqALkVnZeCmifQ+9hkX1dXV0BV0XMZNPJRfQrpG+rBCY50+yy0sAqcToEsdKENNCZ4jxp4H7Srg9FbAj+E5F4cxxqhRVWkRcOXBl9lukA9X/kRAHYD01oEe+Dv/7z/Yw49/xcY11tuSd9+11UgAvT099qd/+p9hMDn23HPP2Bfue8C++OhDLMF0tBZwIGqZ8mkb5Vv/7b8hIdxijz/xOMsrYliKnp8BUYNIFUI6qSa07B0ElgGWspoLtaSTCsGXazxnvJd9sP2M/eqtjfa7X5qA1FuOmkPLMuZOVgDyluYuKiH8BNLTAOuyAeqQ86M4U6ssQqT+aO8dtNXr2mwDm4YPPzzRJjRykzUEwAKUlTRLsgjLcerXqkJmZVp5wOMdBoojXaCn1HI0jhqndzBoAw2n/bLGdtsUX2b3kEFtVunyXBfoSnnit+DWks9xwm95rlPZgd8P4UBLf+r1/Gh+wROrZ/IJIj74IZxpecp/X95mVDJaprPI9H5wnFB+EvyIZNSGiJbNUjOQps/h13I66CPBJMlIqgFBziLd8RjjfVLtpY8Em1QqFAXOUbPwrGWwgnrQ9yCAYZCytFsgHWd6kF3GSA9/DDIsSmQX77eP8/3xjpO2ct0RfJIcZ8DC/GHO46dV2YzxpTAa1DA0RsffKQYVAhvAWlKz5B9kOS18s1JHfSKYAjWbcOIwAKGbBvJesEqt5/pvfovuMuaeQOh0m7kxSHTnowPc6xvoyadGq4HQJt+iqxg6em1EyzJkoJ+lPxOhlvU6CNTVxxF16GkrKp+33t5tA4yN6dM4NMONNEVYK0VJqz4UicmTYpp+cApAoJHaT30oNSA/vW+1glMfuRpP7SOeLnTakmpKfRn3/pXdifpOKi0+QRqYJ1/wofaoLYrTEST1i2hskPJFp8JBj7cfutazWk+celZtAyzoTXQe9LNOeapomcyqEqkxVb/0+WqPxpLeC8cA4+aeap/MegW/8w3ea2y4yo1I9RlaP8W6mk39evj0OVv94XKbwUqvAWszAaJ/nwiULXe1WkFpzLSzks5HCLtRQeNw9AMYzWYwiige+9o37fv/+m1UFW3scE+x/+0v/g/74L137Fv/+P+ge+2zO7/wkM2cfSv6tcARkfJIb+vG/xq8dFgaHWgMhAX8Tl2lzhTZo3sigfS49BRRdBzvRBgRZ7DSAUI2TmhKDUOh8LUfbfFDCOO5rUOUKWuEpEzlnAmjx1XPK+gd0aq3X3pa2qRJRIxj9cr9mPYdtkcebbVJTQV0KIRJ7SRwokgJJohGelgRikAW3NJpSy2kAaQ3MY0i2pJUvGKCnQ4IlfZQpnTJDEdKgCnzO4pUAUL4LX1nzJkb0FE4dVOGBo2PJgEuoudUXZbAUnCYxGh4p8ZRb4BgHmWaSF54A0EMBXx7rWxiUZZrOcELKKYqJoChsqQLlo1vPK76VEXQHk1oCC9KrAINPkmfkN9Zvxgi7ROXYDgqjdqrgRvACJ6ATej2fqa9QxWDD+iK69Gk8+dQOzgAZUrI88zWFP42aq0v0mhb8KHSdtbsrdc/tiXYYs+9fZo1VCVtHEfY1Qdqp1yyim5iwBXjO6n6KM/RBvz8onwwT/XayPJ9DxGDzANpf9ppRiTBb7WEMoSLQCAIyiGaoL6kz2mnmL+6SIFtQj7Vr2Jc0J3ite/Qe85XQVE4eU6MCYk80yblIT1X2Y79Z+x99NdvLVxnj94/CYZTxwqMg0LMQv1MempAFnQhutGeAT+I0qiQvpzamAgCYUdo1yQjVjmEd9Jo3EDglEKf6DcN04QsnIlGfSKmXDcvJRspSK/WQ79qn9MtJfIuW2PU+1S1g2PeKZ2mA62MfSKDjqWfpmjK5sZ40mskqOQE/EEbxUrnfcKbBAlVnbrBmT95VIWDKjAITsOCBUEhJXx7ebwknXyGS1jIAhmiMU1s4jmqcSyH68Oo6aV0LOmEf9u0CTbpn/6JzZUeS7HEzWV51vz7X7fHH3kQtGOexZIoB9WAOjYTnDmro0CfhmM/zFGk4wM5kwhpKJPF80I8mWdPQuHuPIiX6npJuSKurbtPcCde2h68iyV8KgeSkaRMZ6oQsHG+DArgxOBAv44wA0tCm3Hq2F47fMrsgzU77e65E1194swKggqQ6aQblAcgTvgZmIe+o5Li2OASgYkfaJhH5SHDJXv0YB4PMYtZgYFByu7vC5jciaPyricuA/fgqxczw22bD9n2vadJqYE/Iog2nVAzccK4Wqjvoa9MgxkJSTZPp02vQZ+YA3NmoGOp0s9gjkhaxg46B05SUJgCXxqAQX+IV2kRIEsEtnqcISWQdmWyk9YKiTWN1FFiSC7VDw8c+svBvYgEh+AZpgeePcUQWoOJRANzxJF75cFFLawBpq3JylBpFYDjAbtrSqG9tfqkLVmzi+c4Dqe220Qm6BncNl5aXmw5FBhL089I1bL1jstmWf1AGfrUhBPzSmkvcR7UcTw5+ENRinHLEj0PJfRVzvD7kamHI70uMYqRIZKSQ6wgBDXxG9rN4/KKKS35OH6aid6/xhZio7/1SKc9NLfJxtUXOh0HvkgQKlQm9KMvt9zwOhhFPvtlSgdt3jfnn/2XhkMmSj/ggplnbRQqZED2+KG+8Rd8DPcddWXynf/F+8wQ4Ts+oqBM2sw3g86LFFMfjlPdQw+in5Hxw/VmAHFJIfMguCJuaKCpSUDqiH4wAZxPM1Z/XTRKRhPMQEKUrq+YDTAhVOxBs2YE3VE5+jqhWfGfQDBxCiM7IYi5gk/PHJQQzNCSAgY4DXcKfWYU/WFBAJOkqoBjXFQ4jBHfFBr4A/gUjnKpbT9+Qs50YnL4wQGrrcyzcc2FDE4GBQc2LjcE0waE79IJkDmIsGqYoeysI2LAWgYj6Uh1MBhJ2W4uCZCZ2rlzEduwdp+dYY3u0gtZIkhqxSVsMlajSw6aewEowvflBF/KU+76VYdsxTJtt2h6w4wRxiUCT7L7XqU2t1axOcSpwRz0i9Xox3EqpVWNTgq6pA6TljpmEL/b8sOcQGr2cSkcCxTKcqnskji/HEg/PU2mucKrGGAuuu/H5ia5BKLM9h3qxsb9qO3mNOq+V3ZwH2alTeFQTTG22dk4+49LwmLkCo2StiS2BeURdwncfjoko/xWeAOkBPSRnxNB/VHJKc8SW8kFzLq4YPrkEuyvy9AJlzoTjUfbASAF7TLZ0gg51g1aNspw3WzFOQ0GQF/eyBgbDbxujFrHfC9GhIheg54h60HPPiAyU+wo4wR2AXEGg02wdHT2wah7rbEG6SOGpAckMWyYxWgvBUIwaJHQgLkfhn62K2bLP9hmJ4932Zd/Z4aVF1KqpE2tuy47MOKdGaAnZNBJwSDzxF4mhThHzrvOyTQvbZv2ddve3Ydcmj206xTxfVh5xOyeh6ZZfjGDj11oLd+0JC/Ix1KhOOW/LxuMCxKKC0lXHLWjnA7s6AZvTLADwJNgma8VQAfK/m1bj9qyxZvtXA9DHsqprypmRVFok9HzlxRl4WApCQxgnOWlVgoRmHuGH7Nuoe+lTNG/68cyRkqxaqKetborwnVsERuSkzkN2YnicuOGNiyGdtiWTW02fU6tTcSta0mBVhJaFQAh+TRxCif6eaPDoCZ2p1c2YqNM5qxeKksT9sj9dVjmFNurb+6wrdtO2BOPTWKDls3YLLxC0X9a8SChgIMLpdIb3Z6w/ivDwHVj1AJjJH1rAyFg3UPLKKhfA+DCpfmVAf/pqWHTLBel1fCNLxKfONFue/a22X/909thJvKrICD5GAnoiEK17BWjH+RQSy/+mN9fts8O4Rz+y0/MtMoiSehkZdAEuuPM9DOigF/zU3gQM5DuUQc9dDdfGrOuFetP2rsr9jijLM+PsCNe6HrHR39nltVUwkQ4USmLkzhStm69RuPOH/BLZy296fAU+Gsq/pRoVxgwGdUwiQXo0GcBpQsHaqjZxIZce/ieauamGLfgDNiWj4/aYS4BXsmpOjHu6ZM5OYhXOCmqdEijgdOEhfmojbQElgoBXDvOMtz7U+C5mlfDDPaizMKbYTsfjXS7pUGM3f85t5fYxClzbP2GE7Z+9RFWEXts+m1NNr6p0GpwRZojhTTtlj5UuuUbHbxtrBDcTp1JPQ3CNX4wqLEJ2JHX/RdMALecs3mvbcUaJNvuuB0G3lRqRXnac6H/wnBTY+D6MWqJywpD4ogODigoVkPgMwm+lIW4gQWZIji4gY4tGetFZZFDjJbj6DrFrC8BlSxPpKLQMd62Y/22l0tvWyfWYDqEpAX310aJq0eG2nYlbRJEunqro6PLzpwJ/GF3Y9s6CxvhvGykpZJ8zK5QDwF7FDVCItbN5CIWqEMzgleHE/hCfy8J3U9tSYy92kAb1S9a4egyX3ftCTPQAQa3YkANI/VIbi4+UZCUC1Ff1d/Xgg10v21D4j/NrvjmLW22dgt5mTTiiHK5OKOq9WPSNZimyWyRTcQhNUmGLq4W3EvlGyK1T7zSBBHBKsStGsCVmF0Sp1iaDO+5o9Imcchkx+5ztmr1XpxEHUQPXG63clNNYQErLpxmoXDg7/In4k8AMAoRbsUjWmQYBdQckK0mPqnNsumP6ag+8vCHveHjdnv/ve3cGHTGbkUXX5KfPbSpPQqAhEXcEAxcP0atUSOGor8RI+izYtI65eQhjV8P3UeIVcmGXRzN5fLRHMxsomJGDD63woBJuUh4URdod1x62sOneuxXb+/ExrbU5tyKZzc2lyLSvYpRU83Fy+1MMWJ4Cu5XWAyC3/KHLR3uyfa0rdt0iEF12M529FsLR4Vvv7UZNUIljJFTbeBMA9AtBTSpZHiwz3fSY0vlotNcFApStdF6Lbj13LL8YPXg+grKE0NI+mYPlSBhqipZXaRRi8hyRRYtOnF2x/RKt1yYjU26zCWFt3OocLau32UHj52x195sx844yjVdZdhRYwtPu8qKE9jS5ovv0EbhKDg1JkM8PWvyFJ5krhVs0ikSfCKpE0MdwUYTkSOC0nwypCNY9yBVSo+u9ZxPPE6bEaxPIlZXgZ05ev4J4wpt/aaDnKTdbx9vOWZ33NFkzePysdtGx6sLa4HFSZnNR6lyaCmV6U+/wA7/fYU4gt4/Cc3VxahI4UOWGr4ao0bRndRymqz72EvIzkrb1NZq7KJLOSRTbCs/PMihmaP2yONTbQLH7ePsp2DfBJy+TvTV5o2egK4OG799ua4foxYurwPBXm4XSfcbY0MuHZf5VZoj1YO2a89ZmzudwwbY12LJKwBZxgeS/qXKlVlSBycJVyzbhlfSpM29oxk9J5KV8oA5DdFLbZpnytJwUNp+dKKDDDBJ0BtwHr95+yk7i8pApkOzcOlZUoZDonFVfvDEdaowImdW4l5eC58XCHQwKV55/fpwiS9T61V+Ox6GGjVURAC/HlRJoLIaNhoY2v3PACZ7VowohtMadszN1dPRB7MvcOiEHTraa+s3ttnbS/aCC/TFHDDR5mQrG7KtrSWWk+QuSK4dk8V1P8x4gAt+46iFkmwAS7rXJCGmEjAqb7THXM6H43KoLzLpz09rwRDgXJTVlOVZ5V0tnKasQ41w0ha/v5ETqZj0TS6z2bdOwCEUExPMPu26a03UmsiHJjBoRasa4ePKoMtA9Onfw0yZZBcOq4B+XVMTUIQV0JiJLZVYVOVzWfMBTvxts7OzGjhUVm7FbETq8uKurh5LorPPWNFkateK6vqpIzO1hN9XioGASq80102QXuSrDRSXPlAJ7OYeO/zjsVPOKTG3Gea9i6kBoV+qSVr2b9l62tqO9Nod9zVZHsbAUpdc7kCMYHKXTme7ffXxk2dt27Yztu1j7hfEVecUpM9pchyPTle6U/mndoZI4WKQAWywgQtH5aXAHCNxYqXCzHl8yhQsl8mmkROgTc0xTodWW0cXpnBIdgcOdNru7UdtzVqu7Fq1n9NyuD0dX2hlmP9VVxUw9Qgn6PApEst6OotykQQNx/pijuLc1wM1Uu9UFmJGOrOUSWQupo9H6beTmMOtsFn4E2/FVW1hgfYJZGIJc2YCDnxjy5gPvxUC7LIp5Pp1nQ5X1eEytfzu8exrHLKVH+3mqP9Re+h+TvRi/ZeF10JfjQGC67+Hkak+DMNYw8Dnl1FDeG5LipGvNr92c1BAZmVVlSy3nVFDkFInuNR6qW5JW9upbneOMwGpd3wTCla3Yrh8UzzOq7oFx6Gjp23JO9vt7OlOe/DRadZSh0TvNqJIigwo7DlY3p+X8bQqD6QaDfqbJYDvjGpgCGSNfWm+03LtibRZUyppjjbD4Jq5yPe2qQV2+BiX/HLz+x70//NfPeS33szibsHy4hhHlTnOj6WLbjF32RXbad2mI9X89SLcAWgjJhM4Dp7klSWt+p4mDpuUM2Eftw8/kqrqpM2cXo47Ut39mKBdwKZJFl/kmQnkhvNpTjqCKFZ7CSzLOSyDbXx+Xso2bzxki97dY5NuKecCZ1RP7qwJ/A4zadFdyKjH4oi7XvR+49uKlQZaVAZRlM26Ptu7v9NunVnJEltLeA17AmtikeWlSBNeYqvWHCJN0qZwA0eeX0ga6IR/LW+/qNXnEAePtHXZkrf3WUVViT32WCu62QLOD1AvcHnNiDVylypTsIye3NWnzqyV7qJCx/BjZnKRpOkiL1jG1gLdqFgrRofov/vVbq6ewqmp5cfzraCxx8ZXc6xnVoWdxARx9wGsSLDlHmRPIRXdbA88PMsq64utJIfDP65DV/9R/oW6oFHCCuoMSteJx8gQzNmodGors9kMxbPdtBLUNyc5GbgTZ0b7bPYdLTabo9w5mHq6FfmY6CsBgT4dwtGqLBrpslz061Mw4auvj9qiJcds+eKDdgozzHvvxc+KVgRDRHahZD1KKA2LGRUMfH4ZNTpdeekSU+3s7sc++Jg1fWW8M0lJfmLUTp/+gwe4I3tc2sPy32dhGtvwgTyT65Mqi2D4xA86g/0k3jUgxJo0AQRjFcYEQzp2+iw+Rbbh7KiKjSl0hpzsEzOTqZoYmawQdAxZhxL8tB+luDQ9dBJLoIjFscimXD0pqAb+PGFQ24UDLIjzpOSRnxJJevJnkWGk7ld7uDylVNmqQUzq4hC88wYCqw6rOOJ0gk/5gEO8V8FB4ls4V61asgQMQ2od2XwHPjukU4/o5KKYhKxWcKaTZCKsxQ67uiLFqcJCO9jGXZZbj9m8N1ZZNQ6YZkzVNWYVOBMCy66ykl8Y1A3UpfrkMyNoA7XyE/Wxt8hhBIOXF9SDCrJxF9YlwasVQE+f1LABWnE3OvXxFbZmw36c/R+x022n2WBuYDNS1jG0CVgyJzX5Car4DEBTwZ9JUJ3uOtgnMx2zpx/otsKsQnvsgaTtmTCAd8c99vrCbXbbjGqcj5UF+vahASFKyKhFgjZcLv4+k+b9Vlby+WXUWobTpXL6s5Yj1pO4DquSW68V6cSX6W4e5OdWA70XBhrHtKyP22hfX7jDGhvKuB6p3P1SSI0RcHEN2wt29tj4knWCHL9oRHJhLj56jxzusreW7EAnXsRRc/wxZOm0H0avyuucLYDPGbeiyM9/AoPCv/lidAWTCnUiTcrZlL5l9eBTAgxLfhDEOHvRobQzuchBkSxV5Le3G8dRmzcetbNne5i0tPmFr4P8hM2ejoc6rsPSBBNszg2w8ZTDZp7UEjpMAWxiom55wZJedQCcNs8GeS/IdTxcA1qcib0/0gaDWeom2a+7GgQOGjicP4/xIB3qIzVF0eBDm306pi943Iscm3YFWFqMr8vnyqpc7MuP2dJl23G3epwN3QZn5tnZwAJ+BrUSAQw/EEJ+tbFP5oEwKZWrY/gBvlXXZYShTVK10XuZMjQn+RPf8gciuOrKJ9iGzQftww8Pc1vRNvzY5NuUSRVWivUIhqCkl2VMMPVFudnFcNL1WQWHHbjVI8HUA7XgHkC4zmHfprWRtWai1RYu2mivvbPf7r8zYuObcSqG9zqJHBoLEg20apEQEDB6vod3kj+rloT1ZDDw+WXUDBSZueFNydZ8uMse/dJs9HSc1hIBXhSiSBwRRqNOBloix/bu67AP1+22v/7Lx9jpJ7EYlYatGKXEt4tCTExBViQyJEmesYULd9uSVYftzhlV9tADU7AM44XseGGmss2WN7KRQU/So0s8lP42YxGnAdeHv+ts1yXSHueXpIMbySvYwSNn7NRZlt0c4JCHvKW/2mS7dx6lrsDPrk5Mjmsqxs91IRZclMZE1Hb0nP3j0x9wgAfJjwlKjtlz8UU8Z1qN3cmk5J4CGeE93Wfxc8yVUKBMcCi/O7BxO24BTIXiBBwmkROtiOW6WkNMXdKn65TVJt5cMlwiOrME9/S8l7P35hZ8ctSVY8feZx+s2I0/4ffwO15ns6bisrScE5lFAgKPIo4+2ccjtbsum5o1iQDDJaq6JEhB5CdTXxyj5yTXZE2eXMBqqdpWruXAzOoDtmjZPvvzP7ndqsqZSKG9wMnUGVK7Ocyn1Hl9Xo2E2/EAPsAI46LTmmqz7Y+/ebutWHXQFr63z85119mtk7GRh/6FN/expZkUfPYz+etygDDcOAx8fhk1dCXXm3E52nGLijMICLriSVLthUEOeeBpEHDKznZ22q/e34E+ciL2tTq9yKk2ToK5+CeeIPHtoqEvqU1S3Omeblv0ygFsiNP2n//0LpvanI/vJDabcA4jJi2J+QLHUiPA8Ku9kGCjnHQcGNDhFiRGbJblt7i9t93OdGXZRyt24XP5lPWIAcFkB7qRamH6stdWq6YhKd//hSbfoEwPZqFOSFtTdTZ+hWEcWv6iftDR84cPnmMCkIQkqZTbVbhVY93mvfYfr5xwiKS28GX84C42zBi85BMTHRjoxNVj3O69e4rVVSVwso8bpFQu2EDKZsMvib06GXlmFlBjHVdaiTjiRrT20j8lvbleFUav+vQsdUkxKqP86ojV/26L7USXvZETnL9csJEJj9vMsW2/9+5xqEewxKDNA/3YStP37kuFauVRLiH1yiiHGNYneZjB5cHAHr27lpVXiW3EQujHL6y1yooce/D+iZxwZIIbLMHn+OjXf+XNCdQZbqcezUWw6EcV12V3zsxzZ1sLF27mpGmRPfJIs5XmczMQDsmi0KzJvQJSuFwoJC6zH68ctjDHb8LAWKCg3wTj1b2HecrBfbq3x31CR3Cq5Mz2Eow27iZfVEOeMx1pO9cZsynNpPcA85GIyzvkYWI+KSVKGbAR06dFi3ZZDg7Rf+exFqsrw+kTTDftpzVgXUiaYr4ZXepQ4cNfCKWULFUHy2QkwuOdBsPvtF7+3n17ix072cW1VEVWyg0mWUhr2RjOtjRVWU010rIO1pAvLxezNoFHGyNqO7xSfqQl3Q1iJCjmG+cEWwt+LQJtujiaJpA0DueL7cvYPOMME+MW0sGA2g632aYd7X5Fkw73xGP5du5spy2c96F786tE3L71znH4d49bSSFO3gvwdYhrSmdMDPIIE1+A8+FmfuoPPwUK7FKvRJlgAwk7UO/EZVeNOuaWlhJUD0l74Fwtt3ifsw1cgPvUDz7gyHSzTb2lygpz41xVpYU7GCWPJqfrEbSg0KapSk9EOqyWux6r7qhy1dKmdYftB88ttds5kn7nPZjHsXnqliHXA5DLLFP4kN69X/aOQK1VoFY/+aiY7sAUsb65xBbi7/rtRftwO1yL839MFJOacPmP0t0XR5dZV5hs9DFwfah49OG88hI1+8NcfRmHRKsNnjRS7yUlWiRUDe04R8s3bzjox8NnTeKUHXHIljDCQELTuTZ+fQKWY6d6ORyxi1N3hXb/Ay1sLEnXK90Cjo3EEmFyAkelOeVfogz5fBYUfUiEbdxQsojy9uxtt1Ncf3XPXVNs9m0pa8Q9Z3l5KRyCcvSH9CptolQPkvDY7YQru7t1qhGcuqtOjJi24clOtfuAlW4XJuP6SzFE3mdnJV1vLUB1clDlF02oQffKikLO6cHlILANcGhn+/Z9rB7idgBLml/+bKV1g9zymhJupWGzDyY5ldvCywrRM2fplnWRmPD2m4MmDJek1Tag1USjvGiuYdxdwAn8aUwZ8UddgS1w1W3ZNnFcHse/O7mmaS23lh+wW6Y02CwuC6gs8RnrN1d6lSl8UkHqHOQwjg2gH5LlB31+76Rim47vjU1bK23F0r34ij7IMe4arI2usqJRywZuUe3JG6P3PDQp2unpR3rGMqS+aMCeeKjJFr65xZ5/4QP70mMzsWgpd//QfgT/8rpw1KANC7oQA9eNUfumk3RcDPwBdFxawgY6OwgGvZfGol4Hy1sxlSCIgfjFq9e4XJQ6YLADl6TbT2Jh129Tx+FqVeZdl5CI09jCxrHvPXkOfw+YX82cWQUjQCcskIZAG9paGmJwMqfT0QZO0cGMN2/cx2O23X5Ps1XBR6NYI0gnKJ/NaJO93ojUJ7DtwUEOwci6lfe65QQeywlFeWzrtW1HemzZR0dt0+pdXGxQbd94fAIbmrdhFIGvawbWcNCgyTyLCSPx+5F5JGcfT5JkfQeMbUVJ2wqk44M/cCB9OQxdt9EoyA+GbuqWFOvqc20kYi0iTpmOaROMvPpPEzg9blOmN5MXlckss8e/OA4dJsx7yw7UJ1hBcFx78bIPSNxvd86dYF++GykTKV7wRriZRTdmcD0pF8XGLB+aiOo4Nkyug81aOZDX8lorD1Uo+lAQ7VgaOERDPHu/6AMQK5kUK4rz/3/23jJazyu789yXmZlRV1fMJllmdkFcVanqJNWZXmt69czqXvNhVvfKrPk0+ZpJJxOupChlqCq7yiiZLVvMzHyZmRnm99/PfcWOZckyxY/03vd96MA+++yzz0ZbOv9+O3mm23bsbSF/4XF7EEKzfCHZyhO0gIn9VZm0GlPISTfblEiMSzd5SCmKak7NBCj8EbyZTbOIrZIQV929MhdFcpK98ho5D9uxn7+nxHIzY3H1JnwtsEYXytjrH9wtLTIpIAFweJjiat+OQ+IrJYBWWymfL8FZgfrDGDMps/Mzw+yPf7TSutsG7devHbem/hlbuyLH8uNprHSR7BB1CLdF7FXMrcDQC/vmzw1B4LYRauGDUuLIrVZZi5XFggsBsaZpji+MtOTDilUQbHPBH2an2+E6O0UhN3mIEwYL8SrsJ8ddKlYNVBaSNV9VpkfrhUKNTyTZ8GA/TjHz4FAhVlc9p1Ml9xqb0rYcbhWiMzg8YRfqu62yOA0nDbhW5MlkCnUk9tgMkE5NEMmg9Y6IjoQo4xAPBawfHJyyPRf6ra992OrrcMohv98Pvr/UFlbBnWLz7amWrmpHwHkGFwO4SQYuSw+qBrASU2hRlKVHJHbgVx9uTcJKGabg+y6iEPEWE61wruq3xkwcrbKSXEs4NDQiokqpFeljN4sZY5UtXq4UZWHW2DhgXZ3DVnOizp5vbrMMzL+SYmeI8kZwpgwWKQV18qpHgAvjNB1r8V4v3D+NFdxD3LXa7pz/ZYNx8af/CAh6AnkUly/JI1dkotU15dmB3fVWc7jJqhak2IpVhchh44OsQwThIrk5fdcSKeJ9+RGq/fJrH/87hLP+xFyjgBgbEPAZBXJuZoQ9/LCSsJ6yF3/XYg89zriWYF1Dj6Z8sRaxV/8QU/n7LO5zsP34Wm/2DhUwaHMgu1iI5qEfc6tiNKK6tNxYe/ThUtuypdZePlNn33kahgERmwfqon2zM4PgMXJrmJRZLEXmXr1Y5jc/PnsI3DZCre22HDucmYFAMzMgIExEEWuNLP81LZzTFgLxESet7xhiN4pj8wduss/KM9fUMUyciTFbsDibopiUtOF6RzjEZozocIf31llZQZq7dXsDr/OwlILMQvjSMOuC49iFgi8d2fE9d5S4i3kELuNuH03zvTbVCSxcuaVeqe8QePGGx08N2AHcpweJuxBHLJFVdxZZdXWqpcRhV81U9mev0wYR/KuPcAi1Aii5WRxtVCZJT4/lpODKp31uSo4gqsB2Xbn2nDh7sZTBmS8uOKjwBGdXH7oSXPV+8VAUdmsigJKdZy1IslkyrLQtyLB9+9vIIt9jTci/TxzvJctPJMkGYmw1MVeK8hMsib6KPxMrHxC+oG8CU3BcvwWhu6Fv4VY0ysWCrAR2NSQnLpZzSiefFjtI0tu1yzJsJTE7ErRTm5PfX6pjriaquvpaqPwb/Rb5F3cqEhw+M2zViEHSU1cQgKsdgl1rE8O5XEOBlyiRExUKn2h7GLDWuzoudj04/dz/KuBVdWWaB87af3LQ3vugxp56YoHlZpNoGQCJ659lZyhRoXYBX3yLP3cQfe4V3j5CDcemKaYd9ITkHDKB41tb2wk5YYCkiqURgwwzRLzFeYtY696tHxHWS1aUNjjqb+HoEo69rTjccN/bX1t6Z/cIDgxN9tAjCy03XVlKAm7n6icVzSEuggD/5HHccajVGlkIfvQjPA5TmHAifmyrff7Re5E85Wj0fsE9B7EgmJBkjDl6psO272q34uIse5SocpnZEBo4cXGo2hRPK34yJVxzUIXAyQy/4pZnhoE4S4EnW2jZds9g1YEp9bUTn3uzcLUmEzIPeIQ5H8/hj+flaqERAY/gOQQrV9TjJ1QdjC5FMHH1UfYcBVOKUtIA0peJ0KcR4vSpx4soq8RGp8PdSaSdmOBDo2H28uvHrGp+ji0iNKeiEsaKQvqug/cvsnlX9vHahlx1RSIguqVksblpk5a+Ls8W4dCxZ3cjeTK7ME2csjWrC6xACa2leLjqCBaKqy5+ylMRMi2kDhdLIvHCDG2Jtoy7c2wnePPmu2fsaGmW/eHTZDeXvlr9lgJXMaYZ2E+XhOJTNu4GH482TC7BxZQ0LITuTbAPPhrBr+CcPfpQBZnZ413vETYNJw1+hikr7TfHbYfAdWbhZ1OniziZcDV19fbWhg3WNzBg5WVl9viT37JTp07Y3p073XRqxbJldv+6tWQvSXAiLaLmhDqgGbfUmAH0YNGYdsXBQU1PK5uzxAABx3Z5wRK/nCdAUHyqIrmlQKBQ6mlHcPlDc79F5ycmw+10TZ/VNXbYqlUllkkcBRFP7R7E2YmMeS1MwijkriLQU4h+piajraGpz/YfarSu7lF77EHySeLaK65UOQlZsZisLGha1MRlXSRYlzWE+oPLoQniVJOwqZE42hDGcnaEwEfTJBA+ZyMjWE9c9mrop2iDxCKeYBTiXlCcbPOJZ5IId0svcM6JxuFETjWIpUToZfXiRHyuBK9a17jpC4bai5gFKws6cBHE4hFFsASSSKIYrkOpprqnINoNyHD37Guzj7Y22r59dbbunjKyQqc4t31lv0VQQ32dq/9jviSqmdZCQSUz5JKMjpqxPJSa338iF+Veim0/0GS/fWm/LYBbvAf378w0iXWCsi8XtXxM8Td2GSKtJLee1FVLNeKhWXYT0eDB2jsryb6Si4t8k61/57zdc3epZWaSrR6vzGjCsEa4rFty4Ns2LW+gDyzBWsAxdYyPQkgDLj7y8ALbsq3GNqw/xhzOsnvuZfdIzPQoYrh8sW29ge58TR65LRghpBfhmoBwfPj+e0y+WBCU7NDY627fuhk72CNk/yiFe4jGs2uPpSNDvvOuO5kyvCeOGmQXgREZ0PbQyYQuhObsVd+qy3fyvKFUUKIGU2RMOYiDRGU1AWlIVSUTNXn1aaspMqo2OsHj2aHxaevsnbTElATELqoVXpbrPMKHMqE0vniICMGttnURj+JgKy7NuUTAy3ARhaeuh1iJs3RvPCntIPZ6f4rP+ESU7dpxwU6ebbSU7HR7bF0xW2DyHIqYUZFbiaCAU91hBPgJMj9rd6GtJoSHMkRSJEceJfSqiF1rc4/19GMTTVXNeEI2NnTgJQhHB7HKK85xGamESLKgdi5PHeLgzGGhnYzk9l0dg/bm6cNcF6EdgbtPs5LybOagJKmzlpISb6VM0Cj6J4IjHYJ0D+IAtXN3sxi44VmUheG0y7Nz017BUKPo1jbi0iUw4lsZX8qR6Wsr3UhsjxNEqBOnWV6CNUdGolVWEPo1IwblohYAyhDY+SesEBT0kb7RRQe0Tz1yBOCXYk1r5xQBR6jLslgQBlVXxlhhXqIdP9/ObqbLPtpZQ+zmLMzQ0oNkBoyxFlTeoDsqj59qP/0Iyr9s2VaVuh/65qd+MzTaOAYnItb6xZ8wdjZj7KxisWufXxyLnXKBvb2pFgbmgC1dVsJiX8pOk+f5iD1Qi7XoSHurcZdFkNrldYbK14lAyuGLu+MIjwAvbxoVa8HyBUjP6FwrJt9qkw49q58+d4RfwnPeHseKxVMHy6YfS5G4yFi7axVxQdCf1BL9ce+uJqyQci0tWftLCQFVltqhujnz9s6VLRhqgurwCafneMSf4ZrucwRturzNXOdBddeVyXpGrZvrk97Rb39xroygM7pDfXpRRYee4USt8N0iv7XjDP65BsQf5faX9rgthFoABDdRhGMNUFNr//k//xfLL8iHoJB94shhFGj9yLweJx5uov3lXxyz3sFhJjfTUBwRxEMWCEODQ3AjKOdA8DFcukch+rE4bkzgsDGOY4mC5sci65wcm8SragyTLexnY2NtDE++waFhiBXca8uQLcJUa2hi1OJoUyxZ0Cewq+4dmYCDYWuXgN0GSHQS867ac00Y+68A7WKtn/aEY+4WlxBLW2bJVzhsM+MjZOBOhEBO2y4m+QzxQ1YiZ02ImaD94AV77mTcs+UkMICtsfIGphBzWaGhesl+cvhwN6FW++xBch7mIFqJxVlCuRHlATY6NgpsyDJNfGA2FCgoh+DaMW9Lov/TuIVj+zruMa2j7cK5NhLctvjE7x+asRFk6/JKLMwmvRRWFsmJEBoWpUwcQDJYeBLwNJvAtnl0FBjQ/yii9g2OsmjNjLhrfFRUstUTG7uFpL8RmHTIOedCba+9g3vxeGSipUCc8TYnqh2ElNROK1aX4+iCpxoimnhZo/Bvigzzw4yBlLLxxOLQGI6OjmANwns4zESyPR4ZBoaIQxIYcyXtHRsnHjJUrQqb7uy8JMs8nWB7SdR65MwAnn7tppRYqwjcHxM9axlYHfQxZgjK4PYR02DJMkyfp0nGmwgOiP4Mjw2BcOGYGQbWId4exi6G3YESwk7iugikbNGiTMvKTrUPPzppvz7SRDaXTJiEchYGeeCRwQYLFcnZyXsALg1bPPBIiIu30YmxoM3EJYnlmdGRURZM4h7Snjjwbhy8HBoZJkJjFHbl4Bn9m6KfcliK4iPR0sDQuNON1NRke/KBUjt0OsmO0IZZTCerF6ZZNGOtBSiJONKT4GwP2X+kTM5I1OIzQ51yTSdEKeMoYjRIG0R8Et0paZZd66BFoN9JoT1MIfCwH9gggkpO9h3diOYUMIlj96o5OjY85nb28cAoEsQb7B9wsptC+TMspoPgrXYHSdSfglv/CgJQ5WOGufmD4zw3TYzubCyWRsj6QyIOJrxyksrmOgmZjhbkYeEATEUc8NDOcnRswibAE8EnChhOTkxyf9JxUjAa5/c4MExISPTFXL4Hg0MDME+xOFbFEBKB+7wfzW/BdRzx4zThGvSubPfFQIzisKbyZUEkBmlocJDneR+YCO+6u7u9TxTtsPCdj4D6JT8i/pzjZtooPk2DESxb1ykBoMnZYuPmLaSwqrd33nnbautqLDE10xr5vnPNnXBo4bZvz262U+VWVl7GBIRrAjHrL1ywf/inf7DNW7bYnv37eK8OIhJpxeVVtn37NnvuX3+B6KDbiiqqbffunfb8c7+ylpZmq1ywiHRKB+y5X/3SWru6rKEPhJzqsTdf+QWy6hYrKJtn9U2N9o9/97fWzvMlpfmIZlrsX//5dQj+oD380EJrpq5f/epfbRvlrlq92hrrm+35X/7U9sD5l8xfZqcvDNsH72+3kcHjtmxRNUQpjPL+J/Ltw4TlLAEZIu2nP/mJ7dq1AxfjJdbc224//ed37ejhC/b005WWQ5KAV199w957Z4NlFhT6AvXq71+09W++Y+lZeSBpCvU9a++9/5YlpcNxR6Xb3/31C7ZzdxcErJtgRSMQ693IXDfaunsX2ve+u8bGug7ZmcMbiTVRZAsWVtrh3Vvtld/8hslpVlwxz955+017FhgNQayLy+fZexs32a+fe876+4astHohY7Dd3tnwEplrJuzedQusp/2EHdn3li1dlISb8QPIKnrspV+/YOdwTz9fO24fbjlgvwTGhw6fgTBksQidtJdf+bXVnD2F6d4qO3PqtP3qF7/EGeWULVu5wmprgPk//sTOX6ixkrIyHHkG7G//+m/szOkzlldUxAQct9dfftamhmvtD565F6I0bRs/3GNHjg1gcteLXfmwrV+/wbZufp+ASKWYUk7Zc8+9wDMfWVZuASxXjP3yZ7+0LZs3W3I68u7kFPvXn/2zvQvOpefmYfGTaL957nn6+IbH4ijMzyPO9B47enQLBpbJKHW77KXfvQIufcjiFs87BbZ+w3p79tnniNscZ4WlZfb6q6/aiy/9FgIYbrnFpbb5ww/st795AeI9YTmcb9+yied/6cS8sGI+CQd22M/+5SfW298P3iwCRgftJ//wd9bZ1WlFldV24tRx+/Dtl2AUhq25JwGxwg57m/P+/i6rnF9lFy7U2t//zd+zU2oj83uVNfH9T3//t3bu/DnLKykjPGyX/ZQ5cvbcWVz9y6yts9N+zZhs3boVr9qlOEj12LPMk62bN1lF9QKyCI3av/zzP/kONr+klIVt3H4BjHbv2WUZ2bnAMJIx+xmWHpssr7CQRS3cXnjhOXv/3XeskPkpRurV379q7731mi1eWU34glF77tlXMSfdyi4oxZJTM+zZ55+3t956CzFmkqVmZduvOd+w/g2YpkjGudjeeOM1e/Xl37E5IA1aQbF98N47PnfDYB7ScgpIcAAMafMIi1xJZZVt27bV/uUn/wTBH7WSefNt66aPaNOz1t7RaZWLlmOnvo3nf25t7W1WDIwPHdhnv/r5T6EFrVZWXW2nz561f/i7/49dWyNzvwILsDZ76flnYcLJhLN4kXvdasHi/7UcNbRLN8R1ayMgBjGGxeWLOtg90uqbOGbgfmWic50u+iqv7dgIK+j/+LP/y6oryu2uu+/Czva01UK0h/r77P/+sz9zufRf/eX/a+vuf8AeevghuDS2OnDQg8MQIyb1BC373W9/C0Ette9+59uWnZ1jvb291tnaAmKkQhiLIdhd1tzcYmkpyVYKEeho7yAofaPN4C7+8juN9vDqbLjLcc92UVpUClGYwGHjHM8nWn5uqnX1htnPfrWXyZBuP/iDhXDOyNVr6wjQFGYrIcSjcB11LCwKNhSZkGvvvnuacJEJtrBCW+lCi4b7OHvmODLYaGye2cLCUZ09e9JX88LihbZ9x1kIXKvdec88W70oj634lNXUt/nKX1ZZiSghChFGPdzLsJWVlcINxNjpc3V2rq4TDiPOBvvMerua7J61SywjNQxrAZwrmNyDfb1WWFyEWCfJEbC3h/yE7FrS0rPgjoEBMMnPL8JzMYtQqx3AqNly83ItLy/PGrjXzbXcrCycdAp9EWvHsSYjI9XzNPaS5KCprpmFI90KWXz6+3vtQh1ZbiIUMySD9nfb7r1HGK84S0vN8R3NwFCPFZEX8clvr0U1Rvu628lLOOVEZ4LdwPmaOouHmy4pLIKLwma8tpZdRTSihxJHodoL53z7XFxaDq8WYw0Nbdgbs7uBC92xp87Geol+SHzq7/zBnXDJ8ZgANsNdjRBMqASOjC15bSOL5iTtLYJbi7Xmhnp2YixM4EQkW4LWxjYbYYEoKUUWTzvqGlooe8hyIMrdPVO2bfsxdA499ji7qjvWlNhwVzMEoddyC3Heycwi+mIb8Ua6CFcbwLClsdHaOc/LzWa3WMAYtKNYbmEhCGDWAWPQCQHJ4N0sFosBcL6lsQEFXTpiwCK41z762GiJLCJRsakQ0AY7duK83XtfNQq8ahsZ6AZvmvF0zbDSwmxfdOtqaug7iRUYV4kXasDjGPCvlPkhmJ4/d9639vOrqpyw1lw4z3yasvnz57skoOb8eZeWFABzMT4NdbXOaRcBs6TEBPJFngHnpsDDMouDS9e5UtjNn79A7CcwaLZBuPbC0hKSG0/ZW+sRl2Fp872nl1t+dpydR2czNDhixSyE2bk5LCoXYAb6fEwy09JIhNxmvT3dKCRzLRk4dIFzPTBU2eBkVlaOdXV1kDy60e/n5hVYT28P41prucC8kHHobO+09rZWcDzdcsDbbp7vpMxkdEv5hcUO42ZgnJqaZgUsNiLw58+eZSecgtK+xLn5I8dPUE+n3bfuXhzT0oGXRIvXIYCw3OK2Zfcv0ZN2F0mk8PuijttEqCVrRi5L4tM///P/x/70P/5HzM6qSWn/nr37wftOnP77f/8fEJ0E+6u/+Atbd9/99thjj7jow2etlFcASoT6b//nX7JdXQQ3+jRlanGAi+c7DESTLFLP66+ir7GnAfDgFMDfvqvWdh3utD/+TrUVks17HGViDOIML5/7kpfOkL/wECZj23c12v0PzbOqErJPY2Ym215xo9ryw2rwYauOQ8Pmzeewme61J7+1xEqxB57BUUYae9kqM56s1LwkWThtGR0Ls0MnCYW5t93uf7KU2BipiCFiaa12DdShttJ+N0/k+VlWbMl2O/uGydvXaadOdtFCs7J5ytNYatlsP8O1NYY7cfkI97Taa0usvI9ItiGk9MutL9QEziVA1h6Y/oaxp9b22yPOYVoVQVt0T1thyflk5y3vBVoGaJAFag8egTbWA+Ir9oYek1UJseGIMTI0EljtzIZNWGP7NF6BrTgMGWE/4Rgxq1i2vBC38igWg0REUrJgYVtMHZIIUgMH8k1lgne4UZ/aEEYB2HbPKrmAxprt7BTijfrWAdu7n8UFj81FmNhVlqdaXhbu8sBLrvOuF0AmPaMtHDX4Qf/9NvAZB04eOIs+SRegEZUdu9SlEdOIZGhLe3+Uvf/RKcRUk7Z6Rb7dtSwTcBA7xIsUdAWTQNGtGsSIaCKrLFkzacxnBCSuC54CmN4SQVU0QQegxgnmRu3VbnRCJpVcmwXZRiZHbKci8bWM2OMPVxG7BHtz5GKTyPwjhVxhMoMLDm+SfmqMdAIxdmpDe2StpFRbqk9jKNECNjhOuJ175AXJZ/WeXuVBXhX8+Sn46BK46U5pNF99kN5IIycnJk+6wThOYUUlS6m330LBSIqvNavzEIVJfTynSWCuaR4KJIIVDfMyVbzGVu2VZRC3gzrVJg49734UqlG/gZPrnVSG7vNegK88zwOa9vzgkt7nHe574mmHGffpk/w5VI/mXOfQqO3fs9NWs9PLycQ7jTYEZaicyw7a+2Ui1LdHRg1YBFwhSmHVAvv9G69b3LsxcEATuNPeySp5nm3WL5zYTgLgTDg7HUIkIO2ILQIkpJOcahxEnmSgIkXQwCjUVD5BhHCy1QYFHPlEnJg+mP8pa0ivxWewjSWriLgEOaapTMUyniGQusZdcT32nGDbVJxoVYXxEGaIxGw/JSArhkMeo25X5KCE7OybtqMkPF2xNM8KiE8tpdsUJnSR0chORdjBE01Cek1gJzwid5+3w8c67Yd/BLeRRmAj2jSLXHiKbfosMt0ImeHRX5koql9h0az+DTNsHU+6XfOqu8qsAs+2nBTkm5ibheGuPOH9hrjIk40VyRcnICGFmStHQETJjqO00DlA+ROay/Qqkt96Oxz5PI3xewoPGo6JnhBBtteS/84yyWYA2AwEcwZKJXO3YFGRCRmEg9gVGal0WHMF940s3LmXV6XR7zHs1nPg2McJoUmePohsSXaYPbxukStOFcdkmm3vFOMaS53jAhqrhxZXDT3SWScY4SgllaPSXd+R9c8rSGT3UmU1LeP23nuHEUtN2yrCij7y8CqXVcptXmWqLOGDWjUNsaJ0n7jSA3ioTsZT+CV8kXx8egozNHlxck39+dF3F9nxc3320Q7M+Y532R99byl6DAXsgmCLOAFfNTRaVTjeaankEgtk8AsIMs6yXNJzwlktxGqaatWzYN9cfzFV5ap0INgYAdN4u/uOCtu6t9Fe3XDIvvPUMnZAwIPxEoPCwxRJPZSpcgT8aXYqMudTcC2A5XVTnfdZ+iD1S0yBxs4JGW32kL6iTPTBlcGUEyLgaqHmm/CRt2FuxABQtc65Pgk+hDNYkSzOwrBs0sitvKvS3vzgtMVkJNsdFYxZBAsj8yVG/acNzrFqnvJ8sBpQL+0IWUdpSAQB0Qv1SzJxydV1aHmYYIcdCXwDD0gtekH/1W+HJ3/EPOi3ync0YoVWWIRp+i8c0xhoUZeS3xcB0QEeFywlW3dg6P0v8XFbCLX6K4BJYfbMU48iv9tiPWyBlixebHfcs9aaGhrsCPIkhU985MH7CQpfPTcQwQAxBgBaKzOElxMhjUigCLEO6KGXHwx28DsYZq2c4kDQsmPuFkX5UdFBAk8FgfcpKjaViaHhkYKuD0Xak/dVIhuWgoZSZpNpiz/JJMINHSRTkPuTp9uwEQ6zZQtRoKB8kVlSDPWAXyCw3tTygVKNaGOa6H0t/faffryGbTPGspSBdoSHROCDlgbB76UzR3nIlnzDxlprb+ixpUsKXUmjkKwKthQgsLgTamQS+IQHwcRhTZLFBtx0cU575zjWK+FWQ1ortXUMDaOsK8QRqnr+++Eg5ETo7sjKVaE39gVsWRNRvhZizkii19wktuXUBhc9i82suK5wCLSsWGR77TEuVDnvBiVEs32OtLTqWOyip+2e1RJTTdi2/fW2edsZtrHF7qIsRZ6UcdoVRQEPd7WnbmUvj2bSCJ5hcqhQuYK9YMYBv2zVJSQW+OFqcv+12GGSCmx45yicewnb5nhLjgOSep72qmMKW+tlw7Uq6JaKCya0llIO4BfmEaz84eAaFjDL2OXHokw8cLDD1r920O56cL6VF8i1XbQSblyLMt/iU+MQW6m9XlzwhRiG8ucu+sIdVDZ3d+4r9A7f/qgWTn7HYkr62L2Fthn8e/73J5A9p9n3Hi12c0nNAPVPi6bmwxRtFT3zbEEqlveFtypQxUdr8edbo6zv0CF58cX2+ZZDrwRP6O/FucXvOCHL3BCLU6U6zjVGAdnQnKwkjO6iqnw7fqjDStjl5CndGpCSh2tgvcViAuHWZs/xX2Vogs8dQdXBuT9CHy5vTwxjpLtzTfTmqFGqRc8Hfy7d90vcKPgRAABAAElEQVR6mP9qb4Qq9v/84RA10VwSGx3EofHLX/o/t41QC7JaxfOQz33n+9/nN5wI4goBORGZ2SJEIcIrQV4E5epDsBYeBcfcoFw8C10P3b10rjHQ0/6qJq5zuZTlI811VcVk1u6wvqYf4hLLR9vKYCD1vA4vhwaGk4h1FPO9Q3vO2l33LsUdHRmx3wVNg1ecow01taVtxM4crbUnHl+EzFceDXp87kHe860jW8gwJvwoVgUnazAjPNGBJRwBfe4vxTQNc8I4iVOI+oep3QQTMpqARPj9Yd8d7Bx6scdux6Tu3Kk2OMJI6x8Ys4b6PsQRoxAtiO3yYksXZYFITfmWOdS6oDnX+0vUUztf12uvrz/pW9MczNYy8+IRJ4RbZno0i2mBxU5gtcEYRinmg8Q84sM1hiwYQTxtiAfwi4H9icZ0KwnF3LdzFiLPbkDkdQp5ahLy/V50DeG2eCFyScy94rQQIOck4ocTVhdtUaQgFvBJVKDmayzgmFNJPLtqTbmVVmTb+nfP2OsbTti97D6WLmYBEOFlodSz8pyLgFGYxc3ZC6MI/QiNhJ85AgbX9VcH0CZ0aqYVliSjNK6zTRtrrGFepq27s8DieX6aiT+FRU5MpCw4hM+XSvRfF8eaO5duednX+xM8c+nBiChixpAxJjU13vYdJcfh1jZ77L4iZMYiuQI23oCKJMgrwvLLexQicKonVGLoO1T3lc94IaFb/h16PvR9saBQmX7j4l2X/997V77tIjTwlp3n7aF1RcReSYTbH0H5pp1bQHivbOkVVV5xcmX7ILSXqrqsfVddvKKESydXNfWy9y8981X5dVsJtYAushft21i2VPx2DpFVXWY8EmP4NvFzhJbkbTTCtfPHDtdiRVBkae74cG0jwtmqTxAlbgzl1gDcoeJURAV7sCseVp8UBKprIByEvWAVWJPIvEwc3KUpE7yiiaVQk9MQ0LNkRn///RMWlphu/8sziyCI8EokOhBMpsUxIe5AQACxRBSBf/Y09XRjkvfO+8fs/OlmOFzMB+Fw03LS7MeIWLJS2UUQdCguBntmX3AUf/sGD5r6wJIsG6EJ/YBo4+YGO3igw3cxs5hFbXvvHPE6JjGZK7NVd83HXVx20kxGwsfKpTgCLt8nlWTdTsBdMkrMY7PH1xXaI3floYQcsXc3noQjniEVVK899EC5m3wlIIaIg0A56fHFNZiIgVURc522KemBEzU4SqQhPmZ/8oMKO35hAuuPejtIIKsf/uFSEgmMI2LDyDKGMLNse8NYaNE23BgQVC1wjmIM4hF3PPbEPMJ+1tu2rSgzMTV7cF0B/U0AB9RXcfpBO2+s8Bt7KowFMJmEvquWJljpgqX2ws9223ZkLfffX4xoDuyZZGeILCeM0KraZ3yxh9oxYmkwOw/cX26/f+0IeNNqT3+rylJjWFTwwDViq0jOrOxEvoH5Yhv8la39thFqyYLcgF4TD0GUUDpQBGjCscqKOYBDkGIlJJP6PKAYisw2i2hkAquCBOxDFVdDrt9XHx4/A9HJsbN9OH0kgJC0PWDvrnwUojUO97sPm9hxbJSf+Q72zAkiDtdOZMn66lv6UKzWYWs8g6fmEluEwjCaxcOVfxBZMBu4KGsMPBQc5xRy50Nw3Zs2nrA+ZOWrlmTYj//4DqKz4c5L4CY9LycN37AQ0W16Eo4GYmJyQLnRFFDIz6MSpi2VyZ/K7//1mSImWb7Lfvup8/yFbmy2I0mH1Ubc7fd9sUtPjsUcMIegRzmWjdmhHFx8+62eo2yaZbHxLDuCAxYexWUx9t/+6z1uY33kSDeOExds395z9vgTi626NJb2O1JcCVuVxWVPvADsFAJgBnf8MGT9sfHJyKqnXI5/5Fy//e6VM7YYWfnCpTlYfvAO7wYy62uKvO4FiXWGsZ6IjsD2O2bKEL3bM98qsXvXZtnLr12w97e02iMsOqmyM+bf9Vt73aJv+GLgkzWGZ2y8ZYITf/qni3G3v2DvvjVmDz2CqSEWKyh3nAD65v5aFLvhum79QXYWLFiTMF4xWIn8yY/usp8+t9veevuc/eF3q1HeB9EZaTBjAT7eFojdei++CiXcNkItJYJYIeeqxVny27XdLjvTppZJx3Xnkj5HSDm6MCHHMM4XFyw/MOcAr9OGMMzP+nHOOcwWdP6iIsuR1uw6xBeqZK3YN587R/qt1RWEuYQLRukWDjG5+ujCA3LnznYrwF16xcpCzwISg8wT/T+PAg95FkoZwpW23j6cU6JsD2KXzo4hMriU4XIeC+ctV2uGjs5IueNtAq7w3BQhxWk4pks40XB/ahpLihs4YnFjzsJJxr3XwhMpmtLY9WgBSYfTX5Oeicw+HJFVGjAZ8mnX0jSO800z5oy92OpmITJIt6z0eJwjIGJwslJRzmI1IvnzlJSGvKVY10lY1ty9KtnKKpbYEZR2775zzE7Py7EHyIeYieLVJzbDEuAGmMJ4iSgF5yi0JBODaE8ik5cjRXEBSQtwxf4Qb9RjJ1pRak5hScQ4xIFjLBg3jGM8GA+Fl3u9FF6zRvYGFMbZKHQVzvXDTXDXu1pwBS/Akefasb0BMH/iI9OIlaZkacNGICxmlh1Jgn3r8fn21runsHlusjVrKiwNxypf1DV/roePn1jLZ/kAuwv0DYraOIUj1BJ0HKdPd5GntMtWLSYcA9J8CW0QwlHptczQZ9mSr3NZt49QQ5hdLqwJB+HQ4QHp+eYWgyc6IzS7dZZAZflawLfcxOXVN4InW74Ij9cTrOV6ThXLi/A8ts0kG8L2GIsT5GjXa4a4t1rEE+3kGbxvDXEqnDxdzh1ooiguiOGB2efmiLl5yVyRXE7EBbUTX647ceWW5MA9yJe77Ad3Y+KXr4QGEFYIkb4l91XaMGWGaWjsw8KhHtO0IcKExtvyVVmkTcq3ROTbM9EiZlQKx4JOnA/KLcwPm5vGsHOdRTwyibzwHPbPsgKBeF+vc1y9eDAgaciT774bbhGuOgaRSl5uGt6IWCXAzoqrnyG0azS7kGxkz1mp2nJHWnkhiiTyQm7feQY38EY7sO0UdtMltmJNAfbSmOUhHiYCtVsNxGnVAJ5TbIfH6GMc6aAKskYsdW0+no7Rtp+s3pH0f+GCPCsvSkVGr9aJlab1EFBllFc3Ar2FFiUcECD406Qrm0D0khw3YU89Wmk1Tfm2Y+MZO3yw2VbfkYvcGiVloHZwOGvEaAYHBav8yw5ZCmh3EgXBYYlC2a2MObo2RZjPKGLSEFj/o3N2ANn3PWty8FhEGeplqBx4bB/rK8u8rPgb+jlBFD1J16Kig4UtHF1DHiK3+x5ZZOtfPoIddr8tX0oatDmG54smfrOMZQRKZukGpGBevaIQHCSRw0dHCdV7Nx7BEHLGVyGcvjluHgK3jVDLxOfqI2SlcfX1Wz2HufIYC25PzLa4uXPI2poH7YffXsCkVLQ+nI/hGLVAqFXTEIQmHF3CcB6QidHHHcO4n+44OIhTRLJVYIutqS2THsU/CMfGVkc4hLO1A2XjoVpbtbwUBxC4SP1z+Sh1IH6YmVZEuxk7cbbVjh6qsbX3LmCBSIdwwG/QlihxRlD7GdT4A9Dr2gtDtuujGluwrNCe+k4qhDEBCxryKLIIzXjUsmHaEG8DYxG4DU/YkUPNVneu2SPHef5EmvbUY0uwNYYgRn6ykb44zrb2Qdu26RSu3tQDd6QFpmJ+oa1dW4JMFMKBTFSuvGEQ8Qiygkj9KiKWRXCeb+HR2bd6Ao8yzBKx8ngDWWU8Fgz3PbrYFlciq6dfU1hIzCJc1o4hClvzmXDlYkznuRl7AEuHZYSi3fjRcTzX9tvaB5eyc8B9HXGJQgP4qIXjlq+GIvPUQHhGG87drFwDgVVPbOSYleXEWPoPVtmbr+7yxfrudRWWETvIWkzQLxDFib6LUESyrzq4IFtpce/CEyX01aH4KrKwKCtMsG8/scA++OCYbURx+zBce3wMC6Hgpd2DmBM+quNmj7hgFeF12VRI/MVBY4oyw9nVZYJncmTCgUPWFYpnctmh+m+l7suKuuGfMu10UQxt1IzAe5uwwkX4ATTayRPdbs6qKIxayL45bh4Ct41Q33yTPt2bTjx5RYo78SAyyYpEMaXrkUx0HSLgwnYnoEzSKYidIuZFoyx0Lvm68wpvJGTIrc29pCVaBIejbTwWCirJFUnI1+GEJyS3PdFMvkJssauysIqgTGb1OHXIDjyKSa5N34kLPchkG2zlyjK4xnQIjMqKhNuD+6ZN03CtJ8lGsx935pbzvfb4I8XEEslwoobtB6tLLJyjWSNhW+ubRyA6eK6davUA/SmYReUSLnXBQjy48lB2UWaivHVEQ2T9cQNHVlqGVZWt8YVjdJI+ne7GFbzB/uZfO7UxIN5GBC7l1DE/M7BmgaBEOsHzLIssJkIlxASPFmGBkUEc6C7bgQy6u0thTHMIvBVFcgD4KrhfV7KqWSxePioE2U/FOeYPnl5MdMEhIsvBoR9DQXVfmc0rlZybeB7IuyUPCMPJCNWj9+jqnk0j18f83dKRSjz0+AoWnrO2lZRmTzyAIg6uL4KFUWaB4QTHn9Xvqwv4GDgFeg3iZMAXZmZF211rK20jytX96d22blUq46ddjfYYgf7lY4q5pctR7IzuvzPftozNoty8gPKukPguCYBQYiZ1RB9h5w126pZa82+/XJqbaN/+3jJ79aWzMC7hxHPJgMFgHP/t1765+29A4CtPqAMUBUHhYnzrSmcDrmJui8sD4k2Ew/JYkoykH/fXHjKQ5ObA7YmD0Yp/DRcURrYSiSYwM4tCKQLnG2xzmRiuCWVhgFAPYiZRh7t3BSZcGRArmVDJvF+7aHntycuud3AC+WIDMRSysJPOQXtPOFKIistayXI+zbZxz/EOPKZqLCUjCS/MchSMWZgzSmyR5PWMEA+jqQtXZyZpQ8uwc+FV83LtztW4KGcm8UEeCIF2sy2JXWgvFyhby8QnH7I/jyXIkhwV4khWewdb+/LSVNyG+7FlJ00ZyXXPnWmwMxfaCGqUYeUkmS1GJJNIqqt4YjXIdG4GL7p4OO7KklmeKUMB2o8L/SlcibGhn5dqy1DyJWB66Jl21D4gJaVjBFyZ9BXKjFKG7fAz313CzqOJaIM1FhVfZfk4o8TSF2WkmdWugvHSTunqQwl9pwnArZjYhdiE30k4zq1b62z3TolBlDGHMnhGK09gUcIg3cAhRxd5UYqjj0BsprLzC5PtLArWRRVJlo5pi+ybXdGsgb+xYm+g5tAjIsYsZpiR3klyiVfeOIVDDu7tD6U6voUqDFnJhN76or6l3y5H0R2fgiL+eL8VFecigvuGTN/KeHzlCbV3nokrWstMYo7gfQTnBaPBZJwjWEwebXQD0csMQVv6rKNrAH//lXPbW7185ewSMdh/uNVyigiFmZ9F+ZqIc1y5hNLUNYlLd2vHmCscn1pQjTxU9cHSwa1JJKJYF4OY1h0k2p1cxFesEsLKq1CbRDhpxDQYm9kZ5Ns79rXYY48utEWlERDoVAgS0dcku+a5fjKR7yFk69GDPbYEBeR/+N5iLCTIjCL5MUJbKduQ1NK+QCwgt2r1R/2PlOfdDRwOM0oRayjHnSgUWoXZM5bPwmFwwQrKIzfhE8c6iCnRZts+PIP59KxHuFt3fxG7E3YYJEmdQSQUPp1oydDDtStjyVuYThyLRttzsIlocW1kdimwqgoINhYjUdhPa2GZZdESfSPGnZsmVubHUG+R7dzfRICqPShdC2zt3SgaUaLJpT2Qql1nzFiIIyDECt8aHTWGnDzFnnis2t58Yx+i3AlbsbyC6HbK0AYlAWZQ7RuAjB6TYhXVKK9FsWgp6cB99xUTmvUc9uEn7fvPrHIba+V+vC10mlZKYScGID0thn7kYi3TYK1LyJKTHZhghtzSP2/Rx3UByKKrbEPr7s7D/BRz1YX5thSLny/enPC6rf1KXLyWLflKNPtSIyXOEJKKcIrKsBtnEoosu6BD9Mp/+zkI5LeZbEowqgBJTpmCq/6GU3wRfih9Q3OfZeBAkpoSg7hEk1rcHNtvNF1iwKdQcNXUtmOaloWFgSwmEKmoDnGHInps9/bsQX7c0G0PP1JlBaSIipiLH+ELC7O6p3vCEwksLEuwecRjjpJ7+yQhQ+E0lZNugHibWzaTaABu+olvlSMXpS5YljjM7+R4Ann0RAcyV5vlnEgctEMB3wNvRpmR3cg/Ofp4tmlfkLB9xQtyVtn9sACRKEdyxnSSCay7M9f+5I8W2h/8YIk9+vQCmzc/DXk1zh88HcFC4TFCGAvJd8W7phFK9tEHS+1Hf7SGyH0FtuVAiz37+hGiy50jaI4gKlNN3qZeLTwSFGmRisVZ4t675tl3v1vl8U/EGXf3M3qIPhRlUYdgKLmsPjpkaSLOPvA4Q/mJLLwoBxvkJ1cSgKiPCIiNmN+pLvEnwpcAH/RucATlhM5C38qGE9B24RXl8156UjzZ1vOsrW/WzhP/ZRoHGxxdKRK4zbUp9B0q5+a/qZXxnVJiBhbkJaRriwQHz7LwjRM0iebQruBfCBY3X9etv+lxtWFGllRnWw6L5c6d9USVpJ2Ct8ZMDdZnbtxuvcavfwlfeUIt9Axtq7BRYMKg2GHSx4YTa5eJI1yQg4RTVoisiIGyjYhvFJGO0PNsbfXcxLREFaARn6ExYvMS0KYAEy9xegEbJzk4k0XEH+KiONT7TnXY4gW5hEwUpyfXanH0ms7E/CC2yckjrTYfO+lSIu4F8RIoX8GVmHCdfaTzIqcg8Y1s1YoS5Kj0hjLCmYSzxJA+gav0b17aR0jVUUKa4n23IJmgUVh8yOwPcYE/q+cJCuUemLIYIV6J91W/WRSC61pYPvmjMsPZ4kuhJtftwN6dNmlVEvc59x0t8QaeiyuX5loJStYIFINyTVY8a+1ouODw0oJmEBfFFynIjCIqXD4pqBZbBclTj55Wpps2iLUIjQYKkk0dbtKIHbPiYksUs2xBoT187zwbGJ2yjTvr+GbYGEcniIzMBAuqlIRut8/k9zIkzqIvSh4QhkNOObFC7ianZUczwZ321ZNGTeMtd3jGW3XrAAFcNBacXfFXsT58NyZFI4uW4KM4KwsR58yfn23bdtRZ74D8AShrDn/UJsWxCWiSEPBWDhYXxlgcvczgwtCXlFVlEiqgw9q7CDmFZ6iwVG7bnhzjVqr6DN7Vkj2CU1csscRXsaPqIdFGN1pyhSNQ7BjtAAPYU5na/M3xiRD4yhNqzQSRRY231Fr6rjs/gCu1uEE4NLjbwPEGWIjY8PQkHJWIupwhJG/2+5QTJK7VXCPKFqKRKeSdCxYWMgEpF0gp6SczlSoVm2KGIOQk+ITQp8tVXCwX9F+TSfLKCAjBqdph3JjDUMBlsXWFXHFdQZACgjYOsVJ85057bF0JXHl8wFHSxkk4wSOne23/DuLu4uH4yJNlWInA2VoirVRDNK764z8u+9Kyxf3LjtBTn/R98RURY45r5J1zVQWVifPVP53x19+5+IC/f/GPE3eekpiG34UFyfboI0sR88wnDnS7HSJPpRIAIFQI+uYlXpLIiZsvxOb80fvLbBQqvXk3dtLkXJS9uMY9Cg5brYEs0g4tLpe3I2gbIeetpCTHlq3KJ5phM6FtZTWDKEuLHe2CpgqDGJvry/NDZV5etH7HRsewkGTaNIkljp3vh2vUIil8oz+IR4RbHjnvIjBu/od6pQiDWojiWACXwc3LYvH4mXYItEISBFDwoEM3X81n8qZwQmu02lRRmceuNNb2HuphQYV9AS66r5ASQRaby8frM6n+a1nIlbP6q9pFx2L+MPhDgwN2aMd54l1U4h0okyk4NiGH9xTDe5ClC042JUHODSCTiDmTVFM1kokrwq9JOzpJOiKwLSlJ3K1kwOK8ILZUo4k7hpz6GFYRpTlkJyEOs0gNBVGMZMUTHl7yTMOQpaYTs5lMLe72y3WieDiCnsZZ5MSpblu5LMuKsyWvpY0qF1px4EgvMZjrbfndRfboA/NJtivxQhAlbcblz6rsq3Gw/Dl0ZWURA8cdCTGMiiDmcR7xQ5Ym26H9rVZPuEzltAzG4cp+iRhHIs7IyUi0hx+eb12tg/bBjjoyvkhnIJAH46cF7OO2/RLCRLNbKS5Osvl4Uu5AjNLew4hp2MEPEUC5OGNR+SkOiUCmrZAF9omnFpKarcWOE11RRUyzSAvd/APhvnUulzJYWAInMqmryXNJqrKFiwvt/Plu6+gFYyUG87rEjHzRB2OmhRO4y2TyjjWF2No32sgEENN81DrmuzeN4KcC+hfdsS+sfidfX1jtn0nFDLZWZ40+hC6SwP2TzLgkNPGyTxY3rCkjrkkoPoE8RIHvCwoyiReBjbEouDhtxxcRS/zRJqZxle5yT71ouOBItvWSpqp81TQLMe7GfrlnKIx4y9Qj2YreVyVw24rT0dwxaUf3nbblKwhkLyKMnDOIdjJJ/OYhcva1WgWRx+7AEkLiBr0/NjlKQP1+QqRixkfgoQXVmOfJrAykFzfqYhnKn2ss31+FQ+2V2Rqwo+3uZo5oRH1egjdiIY4xW3YTxF+5tbQdut7B9Snez06LQEZfYkMD48ibGxgnFlFX3qI3kDJTuorrHSzGst5R0t41d2bjCDRCdpdW3P5VJYQaSxKRN5nf3fABzom7BaNIvpCEJUiynTxZ7wsIlvGUFViBSGY/c4OWNx9fN7ATQ8EOUPgqMZZCu85H9KLY02dxnx+fQq+B6E5ipi/6EFevZM3amSplVm4qokgsbhobBsCEuXFmTAWXIKb8F93iL3/9XwNCrQkmYiDzOWnnIc4ErVHmZ3FbcmGW84aChmsiT/JRcP4MiHQ8CkBZ7OlQGZJegPlkpRizg/vPYC8739PvOKNCWSLS+vCHjCkD1tU/avOxnVYQJRUjOiOupw/P44PHyfZBFpmyMgVnon4Ikwj4GIvIScQaE3D+a9aQeiuOfHP8m4aQ9yOs3rGrzuYRWW4VabCSkNOGIf8VR4YEwPsTRdxibwB/vwqH7Nq1/XepvYgN55Jjqz8ZeDg+8ECZhRH0aevuDmT+WI0wPpcfgqkmdyTb+2jgXIDoZO2aYqsnG8uBw/We81LwcAWjBuE6h/QFykgkO+cslIBlJCWuqesinZWCBtEQiQ4Y5BiI3w0fEEzHBohnBG7nD60tJr3VJKaAtTAKlKKdldquIsUM3OIR7u0Er4VLwFA7lDxyby5dnGtHDtfg+CRTUuoRwL7ogzaKaVGWpAlMT3MxHa0m8/vRQ+fJXclkVDMFGD2nk2+OT4TAbYOSCKMOEU9pzaW0mcTEaAwlmZKCKri/Ph6MHeSSlYVnIPd39N6nOUSS9U8eYuKeWdGl+BGF5COHgAjEGMqOIjdoUQkhPNjkE1RB9+HFPTaGJrWISj9y0JQ42sSEmGICqz1imNUyda21fcSysZtOUeYV6lMAJ8mxlRS3h/RRp1D0PHh3Pg4wIkxSssG1oeBsISaItsj3kbg1HR9rqYHI/+WLxDkcXTo7+q0S4h/r9r6CnhoqBw965xwV/foKHRoTcZ6alQ5y7X6A1wxWElI6ZZDe6NtPV9vU6KC9v6nGxVKz0/3gxbSNCT/0Jv1W8lU9L8VxeVGyLZmfZ7vw0mvtwhSR8ZnENT3Y+VwLHFmCeChdFK9yZ15amcpYTNhO3MylrwAtseDBcuWqReLaki67wrBJxio5McIs90gtJs3XiRMtiL2EhRJx8ZDLqrWru9XDkc8LEbaL+EezQCxZlI+EIQ59R4/jt2dvudWqbvF9KexlWKrp5yOP7kAJg8dIMCyFuxBhlm8prIXS3xyfDIHbQ6gv4RTbMa2cVAPSRjJyIlnKkCHkjmKUNFDKy6ZXAqWfCCHk6bIyPrEblOsWCkIAZF9SVITGX8ii3xfP9YvyJWHU1eB6QA5FVMSp6KqIbgTEVyEaVYZkhNq+q72TsEwN9R1WgYIqkYzRzu1yT0RenH1Tc5cHC8olXgYv8lFNEHTKGsWzbBi7tBTiDUdBfFT2DIW2ICo5T2Q6ObHkEWAosOpQi776h+AWjADf+g9n7SKpYLXEkSPSluN+f66GTO1N3YAMBxI9JyRgIMKxYJF4SguuitIiPL8ql4QJs+Qp7IKoA10yps8Vdw3A9E6gNPQflom8u7S8mAQWHa5LkPWMrFaEN5/uYOmgTZEuygG3kRNPYBMuBajq1DIrpoHaP12x13s66AQlBTirEvUrAUWL0tINDsspy/9f7+3P+RqThwZqDGWlgr6dhrGzEtlWP3TqX5qDn2ai+6v/Lv8IUp/9wSC4WyvEOVhBWWFBXokZhMTK/DCFCEBiCpFIcao+XAyiJrXkmBroT3sEQ/7pX1QrVF8YXL0mazcBmePJ8xdNJhLwjFuAietByYGcexyCm4Z9tVv6qeI5BHRCXdNr0Sgys/OJ50GZOvTIDPLUQbwUY0l37/n+AtTl1Siisl1A4RVFSM0iFDDUJRM0OMGv5yEBkhZA+omFhPIpJhOhLgL9Qnc/qc2wkJGCD+gL8tc94oFvBu/09CnBAoRWuORE8XqPa+TmFkXGQ+EA5CE5NspOxsMMSFbKM1pxP9WhfkgMIRwxzw0p0c4geRfpGFf0CbDmUxX7qR4Oyr/dtXyqJn3z8GcOgY+bB7dckQzxp0j7Pk3izfHxSew9B7CbPWoEdrOjp87az37xC/uHf/xHO3joCERc+nOEA0wiPS87Y6dst9yKGyvAFXXUL9O64ZFh3L1P28KFpRAPmcQx1Zh08gRUo7SwTEsUAREN9xCik26/6tyfzxb6gHOMylR5vmDxWzx8P50/ebwGl1oyqBOTw+1J2W7L0bGuaZg4EnGE1IR4qNle1qeQmeqdr8ihJc/FIQ5c9RaXc5I3rLmjzA7vuUCuShaoCRxbWMzdzf46/YqJJfTqnZV26jjZvxu74GpVyvUJrUfe08hRn1IzSSyXBpFPjE22C+e6oamqR1YjofjJ16nwmksqT1wi5dFeMSRLl5TAOIYzxhfAEXCFsVWevs8Vma9p5zcXvg4QcJrwWXfEZXNQKXFISgowgT3ys7/4uf385z+1k2fOEgT9TcRq5LnDo+/dd9+0E8ePO1etCRzJNi7c5bOfdas+vjxxzSLBEjjKq7BvLNLiiWER2FmLZjpFoQAFdCLJ7bEW7sdYbn423D/KSuScwbZZfLMIu/5oy36J0HqSTyYxweksgRRUQc5EyTLD0dr3YKESSXbtDAhOkhs2eU5CBEVfx0P4oX/K2j0tURNu7toiL6xIscyUZDtI/O8J4QDY6QGprgGC8+PYE+OHKSE2XLmI4mRIM3zV80pUrJJ8jPmrZMElxBRJxs/9woWGYEfHu0EckKte/thTnndOmvbL6oe1JZH1O4pgWKNjEG5wQIuMUAFK/rGlfHPjGwjcCARuC6EWdkp8EVIonjt/zi7UXiCsL0rF8RHrbm+3+x96yJ544ikbRV7b0dkFUgulcVuAE3eTHd7XblRXXcapc+aDPqHj0k89xeE3pSCc69blDwdP+F+V56RirgApYFQn0925I3mBSXUlJwoRlcunmYLgtyJHTSEQUgZyZhFkkQ3tuj1bNMRV5YSLeHAx9L7EO93dWDVAuxVJjgfm2sL1nmFLjA+3vDwcJghUP0XH3QckmOaXtfzanyEYhL6vfUJQDY7Q9/We+dhrl8HQ37/s/Hrv+CI9d0N9Dh2CoU51X6PlvefCrASYyKG10GUS/zozO97akNePYTWBhmDuLb5ChxeiE5Y4vc/rkxKV8KjvarhzeRv0e1ouqjrmGqTxj0KZGIGIaYpYLNOYY7r6a47QBwQ9eEV/Q+Wpah3Bd4jwc+6yO8cCTljWWXimZHXkClBemENPf/nf+BMqnwqvfOrq88vuqq10x48Ag+duXlXEZa/MPXv1lWvPL7EZl+6pWDUnBJNLd676FZLNe9uCxoTa6RI9v6Q/VwInePKqsm7mlILURpUXlKkL/PdGiEEIrt5M0V/EO5dcwD7D2sVpRDD5phmsYTjQDz7ciPIsFecRModoYmpsmFgxhJsUodMF0WmhPmws4UVHrbO9DWIVZsMDQ7igEry/sxMlUDo2sAM20NdLCq0kgqinEnN4hDgY3ZaYmEB2kCQb6B8k/sG49ZL1fGIyzYbHx6ytrRXnl0Tez0TpQtzk4UHKiUUZhWySCVVPXQpCX5CXj6kYZkUjQzaE7DNsttz6MblqaWn2TXVpQT5lEn1PbDFZRER1Z+D86utqUZSaZeel2sBgHPaiXVZWnoydLw7ncG/NHW0ev+P4acQk9DEnFcVhLXGF88RBh5GcdtQGBgZRMmKBm0h866ZmG4V45GdnWQowq2/FzZx+6jw5IcFhMYQ3XFZ2NumoiEsNPHr6+i1H95OSrL+nxzq7eyw9M5Pwo6nW3N1NCq9+S0lOJlh/BhnB+/j0ItpJxiEnE1j0khOyF9vzZEsDRiNDg8C/w5JTU7BsSWU8xulDB5HyEghin0Z2nFFr7+1GJhtnGeyKhskn2EkdMp/LyslD2TrJmHW40rW8rNTjUdQ1tnhbcxjDSBCkmTGJJlpeZkYWqZwirJU+KqHDCOKOaChwS0svi/YUZl2FTDjGgPsSp+UXFKGIniGaX5c1NTHGPCM76KbmVhtkPApJpiz38662NvJdjlt2bq7FxcUC0xZ2M5znoADmvLe7H3vsARLuEmccS6DOrh7k4wNEVMwm2XEi93sw0+x1GKakpFof/e0Crun0Nw249QnGwDElLQ0zuXTHt5beHrwn+2lfKmMJ3rU3kMItiz6mwWUPA9N26otj3LKQj49aGwxKMm3JZpyGhkcQD3axU0uwbMZolH61tTSR/zKeNiso2CznLew4o1jMsnzNaWslBrl2czBAE5RfW3sKe3My5xQXsnjhXdveykI0bcWFBZL5WHNjo8/y7DxgxE63i/aMI2bMy851e+fmpkaYhBkryM6xCNrZ0AIMwTuVp/jyHcBEMdr1fiQREweBzwiiwkzaLzPTrs52Gxkdo78ZnMdbS2/wfgrzUuaRPf09tLHG8lMywb0U6xzosl5MXNOBXxq41g8Oap4LxtngSQ843tzSStagNMvVOXO6l2cSmfvpWeAdJq59nMeCh2lZmTYOXnaCp/EJ8ZgEMtfHxqwZvImlLYXZZCgCJvXMrXHEq26wwE5HwcauWiscRl+2PxF/znEzjdLqHXCuorpXHaxaWsvk5Huhpsb27dlpi1feaW2trVZeOc/OnDxm96y9l61rlO3csQOiVm7lFWUsd5QJ4Jrq6u13v/2tHTh00PYdOECkuw5LTU6xwtJyEq7ut9dffdmBnVtYQlLTA/bmhjcYsH7SQVXbkROn7K0P9jKYk1a1oAIzuTP20gvPO0IVlVVYH5Pj1xu2WhoyzkXVedYF8r/8+5estx3iWlFlvW1d9vp7+21kgLRa9yy1uvo6e+PV39vpk0dtfvVCiPyovfPWJuIstxHrogQl1rT9+vkX7PxZZTepMKzM7NVXtkLEa2wpcu5JcihueO0VO37wEJMsAxtuIu41HbN9u/dYQUm5J/59c+MWO3G6llRWqU4cX3359wSy2Y7DDUQDQvrqyy9hn7vDkiCaIqQfffihbfrwA4sDJikg9bbNm+39tzdYMjGlU7Oybee2rfY253JVLy6vIKjTJnv7rfU+SKUV82zn9u32DvfHxiesdN4Cyt5uG9543QlsYcV8sqMctFd//yLmVJNWwvPnzp61F198gb4PWwEwbGhutFd+9zuIW6efn79w3tYzJnV1dVa1ZJnVXLhgrwHT+oZ6q168xBqZHOpDQ0OdlTDWIyNjwOw5FrR6yy0s9oXgld/9hhRODTY8Ew9RmrZj+9+xY8dOECy/GiI2Zm+tf8N279phBcWlzhW9teE127LrkA3NJDGOObZt49t2AFwQ4UxKybDXXv6t7du3x7IKii0ewvv2hg22fdsmSwJGMfFJtmnTRttIRpoqoh6W4nTz0QfvkHX8fYg6uTGz8237lo8cr2LjEq2gosI2ffABYrq33GZaZe7cusXef+9d3xkVl5bYoQN7yeC+3o7VDFhVdRlZTtTnl9E/TFteaamdPnXaXvztCyzkA1YEjI8dP2qvAbNuiF1ZJecnjtuG9a9bV3eXFXNf8+ZFYNTX12OllVXMgR578YVfQfzbLa+kzGH/8ksvWk1js/WPYyU0PWzHD+yyk6eOWOWCxdYNAXuFMThy+KBVCm8Z61de+q0dP3bcisCJUc41RscRO2ayuEoUKTw9dOiQlZSV+67ujddeJvTubs4rmJcRwOddcG8jESWLUcjG2gf0f9Omjyw5nTjsEN43GaMt27aApymWml9or7/yiu3cvNXik+JseCLFPtqy3RprD1t8fJxlFhbZDnD6zTff9HyLmbkFdmDvHmD+OuMbAZ5U2oED++zll36DzmeG8wrbu2evvf3meqJVDlpp9WJowT5b//qrMDkDVlq1kMiOxxj3F1HmDlrZvPlWW99gv3n+V07MiymvF3x9A7zWLmzpkiU44YR2ttoFXUXDxHDP0TExkWIIYjAu+KIOlOs3twfQChmyj7268SpyklVLhPqFX/7S3nrnbSeytXCeP3jme3b86BH73/+P/9NtaP/6r//K1q67z5584lGKgUNlGzmK4LEDLnQSrvzZX/7CykrL7Dvf/Q5R7OBSWeHFYScw+VLS0sk4PWadPd2e9DMzM9maCKz/03/ebY88sQDHiBK4vTFSacFRswpr5ReR+Iuf77GVhF58+oEy4kxMWBucQjyDkMmqPDo4Zn/7wjErzYuzHxP8XJxNR2cHTZu2AjiTUTjsl187DDEx++H3lxN/OdzON7XCYUSSUzHDBnsm7J9+sc2eIqbysvnkNoxOgXuEu4SbO32eT22PPf044U4josjAkuWL+bvbztrZM932n/5kqWXADTR3tENEpywXjlkcVlc3iWXhXLI5j4GT6WQyj8KBZefACWFBIo5YO4gsiHQSE06cYBfcXUYWAfvhkgeGh9h1dOGJmWZpEPfe/j52Hv1uWpiSwq4DAtxLmclwjtqluDhKMGPyZfDOKJxsK7uO1GQWChaLMWDeThvjsJhQnaNwrmqjc8hwYxMQgV44XuFBQX6+K4lb4XDVVu1qJBJqZtGOYfek97Xgt1JeW/uobd/dRsbteb7rkJt+WXGBl9MBpzSBY0w+uxoKhLvqsp3EZD6GLfUffW8JGdKnbRx5UTYcsbi9Ljh24WAm5cfFREHoumyEdouDj4+NtcbOXnuVuM4LKrPt8QfKrW+wB7iM46qebnHxCXBu3cCoz9/XTqIfYtBNH9NYGFPYvQ0NDBKIaYBFIN5y4Pj6B7qtoWvCXn39HPkgc3GbLoExaeP9dNKbxbMTm7EOYKqy04HBuGDGOMURJTCD94eF13Dp8XDYmcBc3H+7doLgufA2xCFH0Tct1oJtF3hZR7zwPTt77KGHKyw9EXUqUQ9z2RkqsqMW0mm47aKiIjjaWepvc1gLJlKeivuUTiYTZkCZdLRz1A43Ew5XY9XKrmpsdJgkyoWSGbAL62HsRxkzJQ+OYVfRjZPWCBwvHDU7u/a2FnQGU+ApfgD0q4v7UzgxpWUn2QcbW1iwO+2hx8qtCLPVxIQ4YK6d7YDjpPo5SH7Sbu0EaV8qO8NxGIWm5iaHTxq42U39A+wMk8HBlNQ0GIch8LbbF+K0dHYhzJEu+pTAeGVmZgBzdqetLeiEksHjdGL3TNjZmlrc7s9jXXW3ZdNPEWPFcb/mgA4pb6akAtoBDkIXkrD5/6KO2yL6UGfcxI7vZSuWsy3JtlaQbohtYTZcohD/yIF9lgBxVPaMFAAZWtCkuIsjRVZ5SQm4EeZIXsjWTxNIMu5UJkkq4gA9Nzs9ZbFMlGQ+HgBnaoTwkwlsJ5kMDLQSs0aweqdVzqMlUFaI7SzbpJQkcm2ztVNshEjSSxUW5XlePTnmRMcRQB+PxXjq0QDGg8ASeciKw+XYOExo66UofYpdAaNBEP1iJoSsRBHhkKcxvyTbWhoH7M4lASHOz8vlzjT5F8+xhYTgsw2LJXGpworOTIUTCpQ+JY5bEsircKIlLAgKEBVG/3gRgp5B+zO9D3IMyoNYhGXTf5BJziA5bDWzQDpedSWliKsQNXSkMQlEsAUDvZMFMc7koxdmIXoxwCwDmNJJfyWS/qfARfoOhwZEAcPk8nJ/V2VEMD7zyss4R4qJXDfKxwAPS15X+XHxJJtNKArqo44wiEsFXKfqChiVcJILFCNXnhuTiAhifufbUD+LM5YxVeVMRGWokTwJAyCJw4ry8xwfWMmR/ULgU7NsfLjHls4vIDJfAmNymVMQrxRSntrq+g22//ngoMqRVZEi340N8U3bF1aSAZ4+ZqZmWnqK5N7a1c2ySIJzwJAhYozIEwkxzQBmIpC6lgnXmJ6W7IQugn6lYU9f14g4ib7OK8+xjERgUCYcRrHI8zHAJKG4hLrBI1oWC0FOTijw8QOxfAzSGQPBT3BNJnluehV4KxjRZy1qicXFdAmcURvAx/iCPGtsnbFYa7MFwCyBBUEw5TaLZpjjkVs0gfeCRQkEW2XpPk9ZQW5OAB+NG30ogcvVda+Ta4UwBp7dhhf0TgFiJPU/MINU+IRMy+a6DqUgK1R5MCDaEUlfUJiNV64IKnNjoHfEqrF2WlheBAxg8ng+GxjmgKvSIUjTkw4dEF4yAt4PhYOorhQeqk5EhuC4cN1hxHmMaAG45zt7zqNZLNLASx2cMpcjbZ7jMSdciAJvC9kNNDc2UAa10Ef9URf088t83BZC7Z2G4xbSrFm92lauCkNB1MHWvoqA6+uQa2bY3t27WPEm7K4HHyWA0lIMLhREXkOkMKGITfgoyoVM90YYSHEUQhoNgECrf5K76XuCCac5Le+1CcoJAu6Db05cyfDNfRERxMH+vgbdw526kwPlcZ8rTBrKgzhqbihpp+pyGRY/xuDmxKlBmXhGiCjQ8YAOZl48mn+pk8BTi06MIW8jyQsolya54gLSgPw23qZJtVXXNGoVFRBWXtRipJ3HKKu/5OlxLAKSK4bBqUsZBRBBKlXC5AQWel41yc6Y6vy3+gPe0V5k3JiJ0RVsiymV/gQLJm/Qr8CzUWVpzVKMZeSbAEXjpYWEzvovlTtDWd476hMg3MZcP/1J1efuC07c9Zxg7hBRYTq80ZfKpjg/RGCmVDYLnbeNMVWpkzzfT6ClGSw0JhW3ggXVs+BwXwuq8EPjIiKrsRxh11XbMmB3kUghiswnE8i2lZQWLFBnvMyLf6GUCh0gZa9q0/22rhHELHCPKHBnUPwGSWV5n3vaGsuVXTAWDmGY4u8K9gKKFnCBH6CCe3Jtj6P8cGTOBJYCD7JJRaW0vgo5K85VZoZ0l3OHMu/yMv2lWH7TIu7pEAlXFRr7SXBsDA5Q1jAi7oK7CLjelR+CYDBErHJZDBXKWgi8kycn0cwZE40Evgo8r7bSBN5HXcq5EMUJG+9rnonouSMRzygeyjQNCKNfvEVDxJwI+VRnMJZy59cY6uPlzV3nCT3O4cjKb/owiRzQ4kk43G2nGzvt29+6mzKHKY6+4JUoGKhOhyv9U4o0pozjbrTbW1KqzzUe5braKbwNDlUWtEnleJu4r10UiB60haboCd3TcKl9M7ovaAgo+jXXfj/5Ev/RiH72B52Xqy7470AShPLZkmZn3O+uvCtXLsdOeYGG32KYkDE+KHoYLyuAKa5Sk1KNA8f9t244HjAYAeCFuroiIg3Sa3aBoAojqn8B8okYgMH+mBCJAVN0d426iIUQnvLkliwb7hmQQJMlCeSYEoHkeREs2cJGsc0XlyC6kpocazVkBx9AIZSVIGKohAFCbrVdLs0qT8ScyUK73AWadhQWZUOIWu1cQx9JAthFAKBJri+pTmML32y1TLq05SKebLEIWONhVdUtzejQwTnN4OCP+kNfhIaazB5HQ33lcHdqh5nqD0BAj4KbvBGK4S0k9wdEjfSuKD4LmB/ckzWG+iUu1iGr/vBbREwLR/Acr2gCO0XgOveCBU4vamqrfV6Kgz5C9sdc1wI5A3c1imdhU2O/nT7TZCuIGy1vO7VFYTKnxY7SDu2YxJ2in8WuZtaOn+u0JM6rSuPxdGXclbbMx1pw0MsOoaB9GnIuqA36nK3tssb6NrtjeQGiKeJv8zw1QiToK4ujwKDDv+lLwCAE8ParczgmJxl5JQovBntHyXfZZo/dUxI4LIVTrnZFagrcrZel3ypGxCxK9fhV2hY6dC4oA08G3Yms3uFcsdEnYX6UUDhc7eRzqh6F6OCIPXhvJcpwFjhZv4hjoV7hbmRo4Kk0qEuVX0ImH5K5ykGfoB3+CGMl4ucPBNfVBh0hAq7f8ubUgDrXLryhTp8zTF4t7FFkBmpD6b5jX5utu68KkU8SjzCWzNOLfff35/BIZfKJQhmsuvVbH18s5voSmFqqedSnUhzA/KQc1S+9jO849Cb9drzRkyIoap8/Svv47XWogq/AcXsItXccQM/B378ERDzCdMQwUDGIFK44Qg9zUUAU4sg8NRgt3uVnaBXUe6GB1rdgrdeFjkIlH7S5ZygqOC7+UPnBQKl4Pa7h8zpBcsUbqarKsGHkmOKIA1wNkFH8EMyOLSQ7+KGzhwjM1GfZVdqSQ5R9qqvPZFph0ReH4wjsM0BIgtMM8sMouAbZ/opLjKAwBRvKhvCXwRWdPNmL8i8H4q/dA+EgKTPU/KATaivHpT/81gkfvxZ6ShOdhl51BKh/1cUQ3EPvX/6e7oWu85pDOnR+BTzVn7n6dD10j5+ewVtV0l/NEoGDq/wmSS3WFtoCjxEfetP2OuSz8bZ6WR5xTmRxA2x4GP28v6MdlWSFcoZqxXvx3Pl2W0TQ/mzED2qyIgwqqYNgHjpCvyYgDlGKQU5+yuHxcNt9sB5GItHuWFlMHUCFNvhui3dDUAu964SAAkPfQdlgjLrDIq7FdAJ9wgmSAcfipjq/IgtiKrIPSQsV4mfBmw7PEKy4pEcue0wVBeeX9UPwUlwR4VgEfQnDMad/JMqOEMs7T/kb8whVgJOVc94QMGdSVN3FgoMfV4yf7uu4+EzwU3Dw46o2zl319l38rR9z7QwRdb3OGgKsh1iME0lWPIh1ybA9/jAiDwh7qPhQGSERaehcxV3EpbmLV5/75cvxVBdC8OL7Eg4Etfnfi4MhJmKuFYyhkPLKsdW1L98RwssvX8tuW4vg4rS6hlDm4k8GD+Igze68halWe6YeZQXcMc/5dtNXbBFiZINx8h6MQOEn0UzAjYtUBGVGEaEtDq/MSUwBidgG1yxZtLA3HqXWgspMayV1Uyeu5JB/iA8eeLy5aGGWNZJ/sbWrHyQfhmMIOANufaUP52iY9E7YIDhsdkV26BPZV4BZKynGXnr9Apr7KVuztNBtqbUT08ImSid5qBbICPIxSn7cPzRqGzefs0TkuSvxZIzwbb7ETBq/64NqhIzw2r1MYd98hMwyA4OztmR5MXLtOe5S7aOWuel7/UKuuYo4BnHY0AiJiw80k2W+z7735GJLx7b+cobimtdu6oJWoihPPCwfKkS+drYRZSawW7CwAPk1LacrM+5Z+TFAuKl6b+4lPAGYStHGkNpx8oUW5khBekkPdXOl/vt+698hoYYGaEaKcujw304T2B7B5RNURwS7HjHEOBYiesCzUoRWYc6jQcJwuG1JPGflOEEI00D2J/n2NKY/GZj3EbipZYzttLhtKuF9cW/VlVgVwHAdPdmO2IPt72w8nEcUExwLCrTjZ84QAhWlpl4R5//VP7QcqS8Sd8D3Is6Q9Em21ifP9dpbJMnNL40jYe9CqyxNhN7Qd+DpclTeE3ckwqQdQvvAmK1/+zzei0n2wL2lRDeUKANCLi6TbfbHuZvHRWFnTFm7D3cRsqCFmNaVtpA6FdxeaDDNLkpU/hI/zeknHBJ0RUQnYEs8ydae+OGryNpehII2xNl9wvuf9rYX67zAqHWR9ksEsLQ02YqJgy2Rz8z0gMMKLPu0Rd+G58Oxzw63d99HeQ5cH3ygDJz/MrTrNnT1cyry3x2hFrcj+a0UISKqOgKazaQV0XayAiEGxaSM0wTW1vPSAR8IwYmPD8O4n2hpKP7YbFKG5OpCUCwImDuJyZjt1fZBnAijSRky81FJORlx5NnLJBwm8Zf7A4WfguKn4lb+wH2lcEnDTPw+7MQlbtEbX/FDMKbvOiQGQYJhQ6M4QW2+YG9/cJZte5I9tq6CLDcEqkKWK7Iu3UEgqRXdw+1+Igz75HF7Z1OrpRLDeu0d+ZaVQrYYFj9lBFcWc3HggTXCtfCa4f1DZE8/cbyZ3InFNp8kwnLOCXhoLaIaZbh932ld+/71rqilveyKDhyss7KSVHJIBnHHr/fsZ3FNfMLUFI5Gg5G2c1c9Pghm97NYJbo4cRIcIxkyFkQ06ws/pNfoYTE5eaLJli7PxskKcSDK1W+Om4fA14BQCzNFBEVlIZlwVwHlncPYqxA3EsF3IgrAYbhlBYtypZg0ywiWw7WFJF+h5OdF5CickWaakqUZD2mbJfpIiI+wsnl5OO40Wl+/k2lRFB4V4QjnfrItXVli27Yfw/4SQgXBnSABqVopOfX8+Tl4SUV6FulJZK6Sv0qwXZoXafc+XGX7D7eRSzAI3xkMrTpxqSMiYiGipAXi0q3Qc6Hv4O2b/nupymuKCBY3PaBe6Z+OK1/wNkpgz5goDkdz0wAOTmds/ZsH7XjzhD1MXx9EfJEQizxXRJKFDtsalGZSt6ks4AYxPHKk1n798n6S0k6SbxF74WQmPg3wxVFEmuSzqsNljd6EoB36K1vas/VDOF3V2KrVRbZqgWJRUzJ1uTmHyDVjJ+XURfmsag46yK/Q76BMv8Af7bb27j5rnURafPSBeZaKud2noPOhYq7zrXqurEvnEvuMEKhq2/YGUm9N2wOPlGOuhviIhSpsdoRFix0FCkomwHXKvA2X5poYjDEn/A/1v4fEHFs2ncNZqcTKS1NZB78eYrzbAMUbLvJrsR/RnBI3FBGBHTR2yprw0+Tmk22oLBREBx3ZQeqI8ElbsSjXPvjoHMqoHOxPMcmLIlu3b9JkhYBLb8asffsxvNF2nrJnnpxP+FFMxXjPCYOIMYi3AEXWiTOddoTPI3cxScShUU8kSQDIB2ZLKzLs7IqFtmvLaXsIghSNXbAIvtydM5IjMFvMQRnUjL1uPDbFKey/o9B2h1l17rQlfGeJvfn+UWslVcydpPIqzAjZpo5D8LC1ZjGQIisikj6iZGIZoX+YgtEHP7Ro3MQxx/hC9PivIrwYlX3V4Q/K3Ct4ZNa5WjhSrssCJjxsiAGhLSxGUyjbeiBmm7eeIf1Vi+WV49aelWL/252F2LMDN6xNZlH0TdIXV/ICP8WbHma3UtswZq+8vAs7/AT78TMrbF4pnDBc9wSco2cCp5Gu4WcRCBYMLZoj1K+Gx1ttc4+9+fY55Mj99vSTK9EPSDTBOOm+CBxPexcl4KVOpzYItCTvVolysw5Dh+ChaglRGwZOycSvdzTatm09hUdluD35eBU21UqlhoUP79CZOeDp5NMfk8iFZEwxDfccgXkfSzutnLEWso1v/bAVPJwmRk4leTi1IxAc1AMRQ9r76au78TcYbM0nrXJSHAo+QgMtqW6VIWYHOXp95xgeiGdhSKLsGeZQYhRZdFg8IhHxfXPcPAS+BoRaiKoJpYkXjVWbbDc5IBjMSQ6mD5MoJPPE2tYD9k8SD8QnKwglpAvQHMzj0EQWga8lf+G4E1AukphzCtmytssiknkZkbZgXoadP9ltKxbnB0owtt9BpvIZnCdi7MdPF9rf/ONeyypMs5VLcLgAqeXEEkXQp7Uri/C0m7VN2xpYSAqtjBRTMdQbERaL6A/+6gAAQABJREFUS/O4Pf5ItW147zyux8329NPLiMdAlgySwibigSfigVuQz5QZFGUz5P0LRIDqSUB6uMlvnYbOg9N/6y/NnzsEB5+KDrvQ1UvfANYXHRVPnyFOsjcW0VXy3QkWkzE870YRcezddwH3+i7ijMTbD/+wmoziyXDQsW4VI6I2g3VAWLg8vpjyGBuPYZVx6nQzrs49KBr7bOX9eHhWphC7gXdk+ggB1s5HZmDi5rCchQ4wlrNyeCGSIe0egYlvxU566yZibaQmOOdeXhzngZj0HGutExmG+KpDbQisNSQWU3oviVXC+cjPViKY2uYx23PwrC9Ij60rxWGDGknMa6RME0epdt04xK+qnlO30dbCQ/IE4dkkMD1J1piNH53G4zCbvswjFC7JkCXLF1MAMf9cDoizL3COTwF+iOmYYUEOxe9paxu2jVsvoKQlNdn9VVh3iYgDZOklIPQxMpn65rgpCHwNCLVILAih2QFSiFwrVnE/7sATzJwoJnG4iDaIJjmxzIHICeCTXHGghUh6nwccgOKlNOGEj5PTMcRIgDjCMF2afRB+LBCQqNrSRRl2/FADMQUGLRMFoia3SgsICMlUcbOdhzz6ALLR3JxEK0qHIEXDEVOY6li9MpNgOhP2xobjVrkw2+5ekUd6riTsF8Ossize/suPl9rOPS32yvrjeFCibEyYtUfWleEmHY/3JtwjHGtkBNJJJjU94iOeTt/qi7513Ex8gqCsoB8iBFeRHuDo8n05/aD4FFerZKYT2B32Iao429BLPkMS1mJnHgfHf9c9ZbZ4EZ5/8YkWjsOBLD8mxHlSbng4IiYUTwO4bHexpd+2s87q2katrCLNfvij1VZOHI5IiUKwKw+PTPDdkbQCMvSamRkB1rSNXZDk+UrvhdGM7UIerQVi9YIce+z+Ety0MdtjkdOuSbsAT712Xfm/xl56A4pEBIZRMucx7s5f1zpqOw80WV1tN21KsCceK4NIk9oLO3AxCOqO2nBrZJoy1B+IcBgislHgcvREm+3Z1WB33LuY/IjEciE9Uhh1ikCqfZ8X6dNu8hIWSNQlXNMIspgBs70H24m90oy8nqzsLCbJpLHTpAxD8a5gSFqAvjluHgJfC0Kt7rtoDiRPSkqx5XcvtCP7TxMUKR231GCLKDdg2TvrwUi2vUlQ3yGS0IoncxRyuhFIW8UlZhNrenbmlB2FyN5D7IY47J/DQEgLw2VVTscYSudkRNg99xXZYYhCJRr4NOIbe4li5WmLHDSeBmnf29pk7244Yv/hj++CMM3AGc/gRYZXHK7uTyAWyfj/23sP6Dqv6853owNEB9E72DspsYuiRImUWNQly3bixM44ceJJ5s2KnTfPK5OVWUneOM2JMy/xmpnMs/2ScYmLJEtW76IoqpAUi9h7A0gABNF7fb///u4lQIqSiCpauofELd/9vlP22WeffXYlit5brx4g6FCtrbqt3FYtKEAsEA9xbrN1t+VaWUGC1bXgFNLQad/63ht2w9QiggmV4oKP4jIz2u1oExLE8QxdDCIZobEJQNdUxCmpDh1FdEqBqBFuNCyBDlfRA3FuI1JZZWWDdXWIi010OXtVbaO99sw+EtBm2aLFyJInR9niG4hPQnVR/YiXoJL9LFh5SSZg2tiEOcfRU+eIV9Fqb7521joxL1uxarp99e75iHsUarbNesQeY9YoJwkV9lsIN7PGfPX2QoABeSewbmsdsDe3VRPs6ijxUhLt4bVz2STT0RcwV9rFsYzQFGto8vCTF+v7izYOboVID4AvnRKfIFffvP2U7d923G5ZNt1+/zfnWV6exE8c5alQWdBFxMTlwwpwiXl4f8XXfGVApwOJVzoTbJd0FTuO25q75nGqyIKz16YA/MSh8i6zz9G1ds3dAiYalfQCYLg7RwmQdNU67IWtNQSDqrblNxbaTSvIUISHqCxx3OJJ9uvMuTArUkYOgU8GoXYkAghyoiC+cFlFim15FeWdjl0giha1lFMDiAj6sU8uKcuyQuJ77ENJtYBjdWqiyzS4lxu9SN7dj8Y6H+uMBisvz7Zp+cnwYyhFIIb9ZFaOhquRR9y0ilw7vLvKjpLvcCHy5EQ85CSLDnaOWFdc3rG6CG7D7OdP7rX1d0y3RJRAKbFK7sqy49bls1JtXukSO4gt7jbMx/43FiHzp6fbwvkFlsm9M2bl2HTGQXwoW7Eg13btrLQDe47TBtfgVlIzEm3ZwiJM/AKXZa0KnSCSsAOcnCGCFB5XaHhXeRP37Bw0sISOYUPeBfFr51QiFAmTHhE83K9r22z7jpOY2IlwYoCF/F6uKdkZKfZH/9dGYlgowziiCsmBIZDOxkp3QD8am/vhunuJi1FDcC6Sy5LwNJ0YG1/6rcUuu8/OmkRUM8EYWTQhOwcS6TsKYPf0hCxJXiyvSvW1D/HV+dpeguxcICFFNeKUBLtz/Wzid2SQpouTAPdJihCFiCAKcVMP8wKZ43n67DC6EhD6HYKOjLqlpct2Hz5jbzPObGKP/x+/v5YwuAlw55yZxPWCKz4i4BWI3eAaxa5fjf5f2cxl3zU3OscFpaMn2k6care3yHSjQE2bNs0i9olk+ZLdI7PmXTbhMcjhAqemYTd4WevBl6APAZ5obFzVotFkX/pJpBbc9lMrmgDc16vP19mzW0miQQKH+zZOxzwxAb8A2bRzEoGT1vJTFT5nvAMoXiJlJBD4ZBBqsMlpLHgQ7UQDxNexi119YKAJhCHmMBysNON9cCUSF6Sw4M4jIxYXJHm2EEpqwgC3EI8AmYXzcu3d/Y2EnKyzqYXJTjy00GFlgLUO33DFyECLynPwVKy3qQT4icF8TEl8/Z9ug9ClIbK4aXkJCsLjKKFOYQNcQUxjZZGmfTouT7IUOOili7IJ6JNp2/fU2HtHUFQe3WvzZxfbonkZRPpKI0DUAMGLCBE5eTrecCUMFkuK87KKqLKnXjqGhYM4GTWqNYEcPT/LZk8l0po2jo8s9INH5QnY1Ut42iM1RD9rx6gKQiugOIDFWw9YBgGl5qAUnDEHBxVk9agM+T1GEhtLIvONAlZJ79QFlYzCG5BAc0QOJOIf8D17utHOwYlPwnJm5oxslLIoF0nDlUrAnGg4dZ16uvGyExFUZveEEOcrUibS2EvdbR3d7mCyZ2+VnSNaooIZzZmVazfgMZoF/DU9DgU2VYkj2FLZtJk2Ngvxotq2NXdOSfhdHLG41F5wo43sLAePNqPoPWctRCW8Zc1MCD/ZYAh4pPtEbFS3os7prMYnr8fBzsYAoqnnwR8/uwIZwPoc+O5AFfrOfcpuI15Tz3Zxujh5qsl2H6y10ydqbR6K7pU3Lbb0SQSPQjkdzKvalpgLHHalhNofRWE8Su4hsZAUOpoz4U1XXzfmi9iys2GpdDusOAXxFR0vDEWN7cUTs+pcvU1HDLSQcL8VBFxSNh6d6mJwAVdxmPCMOGqn+3418jISCHwCCLUWGTs9Z2C5HYsT1toRp9fVBaFIYWdnlcomOnCM0AKVrJqQT+JSURSxBEEyIWXwKkDKo64ckcQNuJPvee881hello4Zmce+cPwNDp2KUyJX5NqXjtjLb1TZPevKLCpB7soiLZLNAWL6kzap2zbcNsVexmzpUSwRls0vRBk5CYIF5484xZVcEF4C3dm6W0ptOWKbbYfriNl7Cs4lzVavnsamQE9RXMWhlEkn+p/kfhlTzSpKUq2ScJcdJB7ogdjIi60HO+zDEMcfvHjUN4KPRg4IDHCKp9+puEIvnFdOTsIS5OBIuRmjAkVp7FqIGRDWIjYuN4Xs60Q5Sqf5TdxrK2FlO9gw2ntibde2Y9bGe119h53HAqMXYjhjZqatXVdMBEBcn/OzUThRJxYDOJLzD7grAzmemfFwwDq5NBHLop+No4dV39rVYbt3VxKyFeJf02wFJTmEjEVMUpCCcpfTBIQn7Mo8OF5IMsqIaBJDSNnYS/3diLDi+IvBrK0bwtdAxL5m4obv3lVjrRfxDj130cqmF9ntty1ig04njnjAtYY3QaHKIKb4l6A54QUbiRfmUuEIRJQFF1EtEcFApgvXDt6F7vTQoYeOnbeXt1ZyAExjc5hnc6ZnMsecVMDrPuCmIGJB0VNsnmNQhPUgkdAzWDu8S5maKMYFXOhxLh4lIBS8kwTCR2vabdueC4TkrSaaYYbdy+llKkyK6LJsXmIlh5JYJKhRQx4sQz8PXo18ukYIoLAXmzD88mHxqIdf2/ufEP8UxeL/r9/6FpzXLHvonrvZma822+q+HE+EzCKwZHdpi7J/+cEunsu1O9eUc50ffFeHJwPp+IhtbTPB9Q/YbWtmoBQknOP7u8CxvJvA7d32+AtHCOI/ye5eOwVunGOzCBYLMFykTKu+0GZbtp7myBflxDoRrzm3H9XC5doABFSOMk1tPbbnQKXt2nOeeuJQKBZhNjYZ5QuR0uIgxIgsZMnQD7GTsVkr2VPeeRdOa/dZJ8JRcJuJyGDnzcsnrm+CleRmkjkFWEEEJD8X/6jno9ioesmUzkE53M2PfgeUUszL2iERuXAspnC9PSQodkqjPT3Y1+XGfaamASWRqgQeEhfQLiGT7MDO81ZfK0sOwmBCSDNwTElH/DJtRgly/gFLhujJDBHvFuBBBXCWElEp8lucNlqO9T29XXaxNYrgSa32+hsn6AOwAcYJHLHLS/KI8Zxk5eRXLCCMZiK2wzrliGOWyd4lYjpktB09nZxyVHegTBTH2Epc8RqUllVnW92qohUuvWRanhVkJtrM2bnoH7CyUd1SKmrcEuFcS/HVpM5wmuOEIE6V7gFT3oSHXA82PWzEO/vsKLEwXnuL8K7055abSm3W9FQXWcVjCiiuX7b8kgmPh8GE8LaHPzElmkWxFmJitJ1ESTdBux0wO4c4Ue45UE1s5xYUqZNtxfIyzEoTCQTFnOOWL3zRs27OCKH3wvxfj6W6rgFF89u2fMlSzHAJBawpuWxHCfUahPpUxKOe2EkSn4LgQsgBoiRDJJPhPqtrEXuAe1IQScLmixnO2s3rcpOsojiDQEjnbeqULALuB0RosN9C2naC56fa+tun2guvH7MqTL7K8rB5ZmK1vw2d4Bxkq7ey0J554bC9uOWsrbmpgJjM2h/ELUq2rT+41aQYW7Wo2MpLs0D+i1hHVNl7hy4QUzsOu+584nCnkSqKaHyIZ6JxhskkVdSyJYmIMZIQbQirulEs9tmxw7XYJXdZxmSix0H05J49gCw3lo1Bi25yeqzNxWwwWSYu11Dk8NELgHQSkR1yO/Jfmd29vY80aMBR4hkRbEV1a29XqjNyGgIibUzyJJRVRgInm4qybLtpHkQZWX0F8ntZzMRCmGPc6oIgnDrwwM1GQ9QlC+ab964PWXUzxLLqfBv26dUkP2CDIMzn6pUVxFZhAqWAZIqKSyeTX5INBHi6QlAme5pfRFsibIN86uCgEyA4kpc2kTiguq7T9qKkq2sgsBGOGSmc5xfegHllBvGYK/LZoPr92B/If0W0BA+Jua6xADMpkUXwNLJATzLgp4F2Nk5xpoc5KVVroyNWSDNwzEP5euO8TJsqE005rYjjgPOXPbfs86+98WvsY+g2jUmcut7ZHmmTzYGxwstwIoohz2m9HYSpOIfZXQGnn3vvLLQpFZkkjBBeaw2g5NWG5MDRaZOKuO5fQ21E3sYGAldSp7GpdYJrkVhQC0sKJ5mJcXJnYcLjkSgWugKii/UT+gi5xKcig4aALLqh2H786C7SJrVDQBVYf2iB4MH9DfR2W0Ee8uOlUzGVq7T45TFuahcm0iL6LgflPZsA9hvXzrQnXz4Csa6yGzAPqygnAQHckTuj0IUBlJASh5TnK2j6JKucnmc7yGp+hhyB56sOEnw9zVaumGKlZJiJQg6ptESZsWRGmUOENBaVZN5dXX22cHo2sS964bRPe2YSESmZdLG63e63+nyP7UTe2Y4C6loWDpCBGGJLAMDE8EZhRqcMPrFwsTINlOu9nIrk9FECN3XXrVMtPlEWD7QHYdFvrtjEyiYNz894CL5k/lJ+iTjLUkZxw7ugmLV1rdaN6bGi4fVBHAiaYccOohCEc1M84WTEOlNLM+2GBfkEqydJhMQ5mkiIAIlSIH5IaiEQeh45E/PORX5TK1crOkVVkdFlFxvjgf1kBGE8uXnJdvOKmWQziUGunYLJpvQZEBnGp01YVQZctD7oc/D2ka9DuTM2E21GledabBeOUccOceLqT3QZbjQ6khSSA6xdO8WmlcRZMmZ3kllrY9AO6BY84LDEetokGeBHNj3cG1RrjLhh5lbxr/uYo3oca5R55b19tXb8VDMhfVHQ3jHPpiDqSkOMGCQKJvcnHLdM72Ig1g4cVQZ+CnYBvb5WgA2315/O+8eRUGu69CfiyCdegsUuxA8+h34O7mFlCGE8zqw4Vv5d297MXSxi0WPxri5D5snSolTywdWTkLPLCrMlE/SVB5cokQLEmjbSMmLJCpFsx4hElgnRTEKOKa5bcUAkphjAmyo6Fi87SzE8xu3Ye3jYkWdv1YppVlqCRYIWD8RCxErHeR6znPxJyO6m2S9eOmE//ikpv26osMULCkk8CzcKUZJoQxYNWnyJaCynlsRynJyK7DTGTp1pJgfkOfu3H2wn710ux0uyhUwtgaPUYtABH5jgwZeGJURhTjwZNlJsfkUanCUhhxieiKEWi0Yqy4qqs40hsQUXPrIwZoAoObK7V9NPEbgZaPKVnJSmKbQv+Enu7vOqlsQ5BtfFgbsoBCCKy9K3FsJxaptUdvkDB09hpdFjZ8l+04p5n+GsI+axD/vnorJ8NsNSK8pLQ7yRCrnSLMVYF3XpswRJkkEr7rgg4Xwg7ukS8wTcLxYRzLEfVyF0Tbh497KpnT5ZawfPtFo1MajTOWXdsxGzvSmpKCmpQ0SGTgJ6jSCYd3HfCIxkyUJ+HzY9rkO82SpcBjtIhwN84jLt6mkGwubhCZlJTNyBWOP4UU4jhMK9UKU0ZMl2+01zsfEn9RWim8nI6OOE58DYY8qAb8I9WZBoo9R6UZX+IkB+QPGfuFfegR74yueAsXlHQ+8aA/+4gevinGEA9FXXkF+14MjTClMjV/0j+xUWoYswB0X20N1zyfqS7DoRnZi6gG8CAukBxG86SXXyPQk5orYQNRvu8yCMPqDTkcvDhsD4EGpmzePnQkB98kKI1kusBh2ddc0VLUJU4TtEQUULXZxqWFPuF6/lRQjIfTqihsuiucX2Ora5h+HSCrKLhaNB/UJPjuHRyHMnJeFYQqaVPfuqObKTPBcHBnFRWvwDsG7ROmtbsj+XRMqu21ZNsRfeOGNvbDtrD+TOck9BJSqA53FOXoQOq17k2Yn2Gcyqqs+lE0CnyqobyaaNid28Kdj1QpwDcy7GKk6Rp9W3hIFEm1FOGi9SRp2cm2U736uxnQea7e29++Bi4MLhUCXTzcFUbNGcPIiJFJWQLBZ6LIF58vPjkRki96UPikCXTv68TOJa9LAoR1REJJg3MXOeXcc3GH0PFItdRPCvqW7EGUS3aXOQ3awWa7DhinjW17XYnoPnrJ0+aqtJik3BrjnKVt48lc2JEwwPiOjKHjgRe2fFUNFmLZmn2nZnEpl7YacdJvyBbgDSzy0SK3RjbnkBZWXNhUbQCBEQ10+fukAi3XrGjpYAeCfiCbn65ukob2XrLi6eQUnxFVDC0CvtORGiArh0EU1sTPBmVEPcrtMB4hdoHl8CAUu0Nl5hC9dlVleHaKzmYisxYC7YRSxmEjD7TEPPumjZLJs/g6iJuMz73Du6O7LIZ+VSgamm6EWc/aXL4W4OuRB8pIusI2DIbid9jjrqGwZAEBy5GJw26L0GJMIspawyv3SR1/I8caJrcPk+dIQAYaQmS0HXMZeMOTOQQ2dmppBSDbEP45eCMZ4wC+Gi5ATqfTJwCBdfX+Evkfcxh8AQNBnDuh3L0AOzQJ1QgyguKmCRS87pkyqCDSL1+hGbRRI6NgkrhYBD8XQkPUtQVDGOc9oc/DjLglalklX246SgLDIyBFiAVccRFCVHjlZbARydOLVogv9bPByfOFS/Ip6RiAp4Fs6YnU/G7wNkaWm1uVMh4qBsLxp8oazuEbciwiMZcdqkXMsi3+PWbefttVdO2OFDybaCGB+zcI4RDCRXVrB7tRFUgAUKwfNnTCMLMxtHQ3M3Gb2V2FZy2ATGQsS2hmb7yTMHnSsP1iZKNuSa5RUZHOkRsLDyozH1ysUpY/7CPJxiRAq9Z+rdsIqUsO+gHJQVRAw2yqKC6jdWjdaIhUntuQvY+qr2gHAFHnOAGSIh5alyS04jIUIy2UcSOMbPw/syMw2RElYpUWRWEcSkcHMFLRRQoUjFuUkAII5Q0nbZ5AY59miYOhTcSdRNzhRHITDH8Qo9XdVulRBIPRHP9fyCdJSXclLqIet9ESenRGTRbAYSDQnWEi+I4urjFaWfNrr5TXyiYyK3SSEoQi2OWeSbh/kDv+lHG0pAWQWdJaTt6cpGhLsdVkzOzDkkT56JeCof1/94NtQ4xGhB1h9VCO5ThSRZoy7qlkBCtQMSR/BFeKVjglrSDhcdLZUyGymbUxOmkjv3Mqcov0+dvsgwosjsnmWzimJtKfiSl4Y1EeaAWpsmm21g5cp4vgYVjrrHkQpGAIHxIdTeERAE7FHuwwsXG0ATiBAyTSUh7YFbbWtpcCKejrJOy8AxLTQAP0I75o1gRKFHcCSEgIlQB0fKHoiX9DTiyHQkVt8Usa0Czk720sdQ6E0py7PSfDheHGOi4KpUtKCEoL6o+DILrnhgXYU9/dQ+21maisndTDJmS0OvBSzCjsssz4joSHySl4EVyG0ltgR38+07q+2XTx6zR1hQc2dhJ7uCoDUQEPKgErwoOEnEIfeLxxwtPn7A0rLjkWUjduAoLtmsFEwiDMpAHmyAzj8ByyZ7d0+9NV7ge3SbWz+cRrywefNp+qUHR1qUJKHbUtLRjjM+LV7JTLXJTUb5uWzdbJSZUigBY7guyY1F4oJ9gQ0SkUz2ZOyjcRNX4KVOrDlk+SAxT7zbozAhnBR88+axWMzo/Pn+DhvgdNCKw00P4omeTvLsxSWhwOwgKtsRuFZim9CjJDZjEeG5s7JtY/lM5rcL65BoSyXRbHqyZOQoLJlrGg/mUARaOzW/+Cb3PrCofWy3xdVrEC4iYNOB+CvVmnI4ShbfgTFxLRvDa1ikXKhqwouUpKoktF63phRLgnicfZjDeGTrwCtOymTalDglhg1KBF7iORoYfWFcOvEENJQ+y8mEvvayoYoTllmffmu+SAb0pnZ746VD1tTAaQsxXwb9/dy9pMdiPaalI95AFMT2wd06JYD/+ueV65pK0ErwOfI60RAYP0INMkrJ8+bmzRz/30Rm10XUtFxbvvpWO3nssB06sJ9FNEAq+2LbuGmT5RcWgWQ6CoPKIlpaXKPA5hSObTeunIrMrdKWzIezTHG/QqrUCoFYgHjxOv5CXFauKONKtD3/3BHbuLHUCgngHyUHGbSSAXcoNKU/LDyl81swm8zJNsP2HbtoLz5/xG6/vQRk56gIcSXvC8/IFlgKL0nN4bwwcytBo1+MTPk0iqXDyMRryFj94+9tYcFkWFYunHp5Jo4z6RxjOW5DUOIhcrLmsH5ZSlCfMIP2RdQTExUFDqISWvBZk9OpP193cFoQQY2xegLanzlZjRxRxGFkRfMzZxoZzMnArXCsimoXMJOaG2SpiAq0qbrZJHJceX1qyjR3UQSXElct7lXKP31OFKHiUTHFrbjERzFWeGTeE+wcWW8OnyJZA8o3Wcfo9HD+XCvyUrLdsMNGEa5U5n1TpxZa+XQ4coh5OZxrPlY4MthJcLEHwFET1K/NUllyNL9xl6iZyC/jcOWyUJ/fLyv0CcLumzJhaXs59TUTWErGh91w9vv3n0Yx2GZnq1usC6sYeaxOvyXVphLKMw+HpHhEAjKLZGoYP4BAzq1ky8K4OCp1Kw6JJLxoYw82jdCFYb95Gz7fnEzZ/LRZKka6LGyam1tt/8Eau4DY7QRKwTjanTYt1+YtikFGn+shCtyGHW5fkzqANVEXAaukzMQgEDhA7MEjl58zHp84H8mwuxl5YAwgMH6EWlOrFQOWrl2/Cflcqu3Yvs2efPwxiHanbbr/QZw9UuyZR39KUtPDxNYo9BXmAXOEzFrwPkBxOU4mVSN/QvuPLlIszZ2bYyexfDh6gAwcK2fxNJyviAaPS5Yq/k+rEmc6W7y02K0oXt9cZevWFtvkyRksdGm2Wfy+ctWus7UoleKRE2fAfSfaK29U2/cfOez2t4tvLHfPwXQ8EeFtFHCPpajPcDssqB64xDLEHhVlSXaxMYPjZyGa9SY7fhyLADz2bCvHVuqOxc53Bm7QS5ZOQTDSZKnJXONI7jnzIATRLH4HLf1y2NC1fjfRUxAqHXnh5LFUKcyvCPX9o+H1QXcARurTYR3vOH2iYZEYl/NCkeR1JvknpJKFzTt/gXUIY6cvIsodJDhtJ2VVNEE/lOGlAdO4VzYfdTmpZMWywO7BP17cvzjvGIh1AiFrp80uwGRuuk1SvXREXF8uhDk+DiLCvS6ecBGanmRT4D45PQnqyvqubN6BAwb+lt41cdn607bHWDSwIYVbrJnAUl3gp0RNR0/U287dOO0gCuknimIU8csx1GBeiJqXQygCwq8mE/BJVkXSF2hTVzZ06WHcS4/NPk6WH/yudgP2lz6qW5rA0RbgLqzo6mrD9JCogR0xtuPtA3bkAudXTDn7Mf9Lxtxw7W2KuBdLBiHEY8js5ZziQ2cNKPmyYqTrtOZOYIhz/IQLHDXfAwBOMa+5YbS9vU6eZ1S/gkMZN0LtlhNM9MqbVrEWcTOGqzly6AAcUjOIEWVlJSUuw/RjpZABDkQLXSiNjb17yCEBgCjxGU7OuQdk3iKVrBoWB4gkbAPRPFM1iKTlJ8RluYOM/SgHk8l/mE0Q/os2dwnKHWSl4mrifaZAQp6V552OwxmT+uwzd0+zp544YM89d8zWbFxoJdkc1yEgifQ9hkXR69pCjpRwUwkEVMrmmHvPuiTbvq2HiG/E8vjhW961Bx++AdksikOOlaxbVwQqMYDHQYDz6WNRZHA8zkLTNH96lkWtK7G9x1rsJG7jMI7QvFQ7RG6/555/hWc73TxqNi7ScYQ3FQDEh8pJIQHikIX9dgKES/HkAu41WFICjZRpoy0OYioJv6s+ZWtvaGpEBCCFJpwz86LfdQLRfOjIrwtyTz7PUftlXOer4EKjIZzR6A2SsSWfs1DZulEoImYSbIqnltusqRkQFnGGwUnG69RGoE2VeuWgwdA5rXCP4NjfBkzFqSpoPxPpJnaEB9UGy18sZo1OlJg36UD6mMN+RBB9bAYdmDg2NjfTd2GK+oyFCdYaL5B15jAWIuIsczPibM6MPODehWIt2uYtnI2SjXgWtBMLIVdnXIRGX+iWW3wo+ayQYAACLaWd7xX0Xdy1RBLCzChtRtzWx70aI52jzx3odJhD7o3nuxSlEj3oMEAnHZZgHqdNKXejrQn9RXtHs3V0J9iOHecI4HRKj1pFeYFNz0UkhCndDYsXkWWdWDApErcgYgK3PEEDK8VZHzaUoPAObL3rwFtjUduKNskP7ENUTMM6YQWFp/koKy4tHz2hP20+wncReEFV8PYNjG96QP1TDapHiZ1Vh+7hstME3RCIbbhCIBndHyUFr+oM4YS6oBO3nvG6eFVrrsSGIOia8EfrNQq9gHBG9+pPm7WsiHRi6wYPdZ8+ix7p9+u5jBuhlq2wJjqOxaJYtJVV50kzVYfZz0yrPHUCsQOL1hc0xzXEItJexwhhObNWnj5rv3jsUYzu++ztbdtwhT4G4kTbrbffDle+3d7Z+rrNnDXbVq9bbwff24NH4BaOwRW26Z77MNDfb6+9+LxNnz7DNt21ydITCE+5fQu2wC328INL7Fx9sz392M8RuZTarWvvsAs11fbScy9Ybk6O3XnXepsyO9H++3ces72Hj9l//sZnra32pD3z/AvWCnH+0pe+TJyJLnvyF49wXI+2Ozfegyxyku3e/zrYM2B3f2YdCyfR/uL//kcrmTLTvvF7d1sa4t2nnnrCLiLTvO/BXye6X5K9/PxzVnn2mN31mYcJSJRtr1B/5dlTtuGuuwkYVW5PPPaItTXijr5hOeNcZf/lv/ydHTt1zuYuWm2FZdNt347NxMs4afPmr7TyKTMcNoKlb1wTgG29zNGe3duJnNdqi5astgu1pwmw9DahV9Ns1a332oXzZzAz3MKJaZJtWne3lXKCaGjYZZkZOXb7utsREcSxCT1GjI8su+2OtcAwwZ549Ce2a0ucbbjnAbj0WHvm8Z9bG7L4X/+tr7BZdiKWehIv0Xq7/+HPIP5JsheeepY6G+2OTfdbOqefp375C+uG8N61YYMVoGv4+U9/Zormt+KWu9kASuz5Z5+3yppWi0mugBFIsMY6zPZ2vWklyLZLyqfawT3vICraa1/89fvsy79zm2197SU7eeg9y1mxkSS6K+yVF561H3zveVu2bLmtuPkWe33zywTQ2sH3ZYQgXWM73nrD3nzzDZyTltiSVWvs6P5d9uqLL9i8BYts9dr1dvzwUfrwtE2ZWmHr77qLOOb77JVXt6A0LrRNd9+LHfkJe/WV56x0apndeucmYqKcseeffhrZdzZ4vsE2b621i8TnjsbmXGSl+lyV7d7xKkQ43j7z+c/Zxnvn2RuvPEF8klP2uYe/6HFKHv2371pna5v9xpd/i007yh796U+cIG2670G3cHnmicfYHPps3fqNbPiT7SlOu61tbXbP/fcj58+wZ578hdVWV/P9IcvEi++Vl16048eO2oa777O8/ALbuvkVYraftNvWrkOsMpUIkb8k63gVJ+j1eHfOsadYZ1WVlUREvBkz1SX24gvP4X5+yJauXEUGpGW2/c3X7V1O2atuuRWnoyW2d8c79gZred7CRQTX2khWnjdt8yuv8NsNdvsd6+2tLVtsxzvvWMWUqXbnvQ8SYni7vf3G61YxdZqtZS0e2vceyRVeIPvSDNuw8S6rPHHcnmSMZaXl9GmjtTc12aOPPmKpmRkWt3RpcBoMqH1AySdg7Yy0iXEj1NqxtZcp5nNtbZ1tee01ItaVIZPNslPIqD2ilnZGdryEOI72EGltnbIAkOVDORx3O8T7CEQ6Ny/XcvPhbNghJ0/OsopyYjLn5vmCz0R+OgXilu/fYyyDYBklpcTlyCZAEsS9GGXcipsX4OxQaxvW9xH9LB4b6FKOgTl4McdCOFMhJPm4OmdDACZZfmaHrb19ubV1ZdrTTx5gEaeg1CMynXOwOFdgKlJUWMKz0ZaG0kr8RGlxsY9hSnEBG0KCff4LS7FjTsOW+pDNXFhiTd3JlluUDYcNRxTbbpl5eZwylLIriCNRVJgJsYXzQc4dw/E+PzcLjp3EBNNKiKmQal/49dut7sIFkuYusuKiYtu5gAh21TORac+3xvpOHHaQ85KFxjnOkWLCMJ6LgQsuzphp+SREmLfoBjwXyyF0yZYKYV6++gZruFhqe94lazZmcStX30iCBGJ3DMwgL2Smza5Ih9fqtimlhTgZ4UTBPfA/jLMM2HDy0tEcTq+4vBSRCZnH0c+mwH5WFOfbhaQE2sjAljfGCopygVcq0QkRCOHKPEDs8Kb2BNtHLOyznal2qj7Ljp7utJO/PESM71o7ceyc5WSlQEiRJROdLzo325bOhGAsngeXnGxHlvRZ1ak8W7F0PptlqnXOZ86x/CnKwRMPpXRBXqZ1txODGjwTrmbjuj+lHHxOx5sQhjEzI43v5eAn8UuQqScTxKm4uBBCq9RfCrqVDDNRxvOFcMwkM85CcV2G8hGroChwPjF9kmVDtNMgmLgZcfLk1NKcZPtOttuxmv2YM6bjBIUGELFYUmKUrVq6mLHgbp7Q5y7dstHvrJ0C4UUBHIscPjWRU2uRp5yLjuXUBdNcRnusMktgDcQD99LSMu7vRRySSH+T8T7MI/46p0VOnlobuXn5jtcpjEX6iQLW4QAMi8acSB05OZPxkeoiKQQwZQ3ncX80c5NKXfGMqRBcBSn5HcLI9cLCAhyd2nAyyvRTQy7PVwDDrEy+w2FnZqQjFizjvkJnOqTTKkWHlQ0TJdPJPN6nTamAjpB5HZhm0K5O5nk52W57Plm0oKKcsL/5zJHWZxp2+fmMI8/H3IN4sLCgAK4foiQCDQPpFFpAccjo/fos0En1evjlo2J96EijY0xTS5v99Ec/tKzsHFvLTnwc8cfjP/mR/c7v/wdiVqTa//rH/2Y3rVpFOMf1AC6IjQA5c8DrWPXtv/8HuPBZpFLaAHBF6GSsry5zPORoqeOXnBxYKzoTIuPFkIqF1MgxNj22A049yWqwcf0f//SKrVszk9jSRf47jzhh05EtYEXh5iEoUVLgcQxu4wz36KM77NDxDrsZ++n1q7Nl7cdRVmm3vDXap7+0LMLiM4/jhmTjUTHJKMX67PXt1bb5pd1wlukowEA2jt3cgNIRqTXvaUTMm4UZVxomawlx+JtzrQ/uMZbf5YGoSH9qqldjZLySLOj8GoWoA8rubUvaqIPnlWoxfhzHEkIZ5kGhY3W6EBw4w3NilXWDYCKVlI6/2EHLIsRZgsDxqJ+Iev0oEHUAF3fokQ5drkt93O8nA3/hDldIch+ybOGFCIscX07XdBGm9gzAIZpeG849mMZ1Mv/8jCISd3OoZymhAUqUvguiIfmr3KBLUeq6MtEXp+YN2OL0oRObyxloTxuHRBp0jcJpj/b6UY5qhEhz6FNnCIckZgH6zBsXeC54RNckqvMhcE3OKDIn9PjRXBTeauSSZUvs1k1gqw44mqNHmu302XpraiV8K9mF5CI/Z1GJZeVE28xpOW5dImGDtyQY0qPoKEQwOtODs95/2lN3hB9qX4yS1iKrxokXvzBHwhrWDMTTb1V/eUixUlzcIE2s5tTHz/OIIXR/DMRbRbMvGMdpLfK5j/okWtIzalP0TzBRaAFHU92PfD+W+DEq+l1xdOLR2QhOstP3mXA8EryCm5yZC7cp8Vrod1EsZY7XnLkrO7f3II+Xcjvw4qQO/10iU/rL/VqX0p3Us/lve3MrcdIXEc+F4y5jlpgnNFR1Lyjc+6mI9SE5ZRcT+ON/+T55655hwVTYa6+9bOs3brJpiD/+9r/+BUQVRJw33+YumB8AxydZixsUBHj6vauLJLQQL3el1aLXenIEF/RFysEngNofcqbRYpBHXToEtxf5ciyWAtlgweIb8gmEVGnzkAmnp8HFMYOSZWqitGikzJKYhofgdgl8RL2/9tA8RCXR9swTe+0pzOIWEkApL9XdL0Bw9VHoRT9BEnQwIIRM87ASwEQujj7csSTXbl18h52qarX39lSjRBWyRSEeoRlQ83BViz363Cs4ZaTYw3iBVZQju05FCYkiCCMwFwcZBEJrUH3sZWwDWFckElVO2njfqOQQArFUtvOhDj+Cy3gVIb4vpqh2esWmgvzT3a99wQJPqIOUe1qkIsLipga6FE2CGNcQ0josUnrh3GTmF+eLTyevQHaozVBenjLhdNd05NfRMR1wy8m2851jiAwqPeZ4Ok5FZaUFcFYkI47vtoe+eAMR9KS8g5BpY4Nix8RwykCeq+h84lq18ICgi+ScuCBflyGlLB6kdFQ0RcFd1iB0j3bZHNggouBi49xChQFRogiUpKL8ibwAexa7PosqMGgRBSd0wEnX+hgLM+9zD/+Ad2a3e/V1kRdx34E2kuSeth6y4VSUEjIXrjkLc7/bvzjNCgrgZCHIuJvQZzYob0M6DiTA/fIYFA4LNyjSR/BZXXAnLAipQiDIzd7l5sJ3/aNvsS44F+Giz8DdmR3VIsZDkwaO0l2fY+kZxE3r5CuYegN81tpTaFhJ3fWIlOXi+VzJTBvywBXnKh2TNj0ReQXXEmesTUHrNMwjqjueVEIbptYjyMWs+b1uXBCAkaXJBonYzMHq7WvD0xpUG4Iw7bLTeBAvLRrqCvBUc0kj/N6nTUj9ok++Oevda7i+X8aNo3YzMYB28sQpq29o8AkW8S4sKgJR4nBvPgt3NGAFHIfyOXJJ2SikF/AcqZkCxR7+m2/9LV59s+1+Rc8L8CdAliFwDdxng8nV5DMVIIMmQJjbze4fb+dqu2zrW4eImkZqKLyvZhIpjabgMrhfhB5CJwcdcNuRW5OnHV1U8tS5Dnv66T1sGL02A854wQ1lcDcEkUcMIpMsYYOLHZh0qnCkESIGAW5ECMANdco5IC0ucW391ow3mNy86+t7bOuus8haEbOgYNSmEa1FqEXGMwmk/ioildeMWeVsAp2OZE6UaU9Ix2B5Vy5IPvI5SYFMaFALSG3yRR9GUNhUOolJLW6Fo63HLkZJ1gNHqSL7YCG8Ng+daaTwE4ekLgUlUA7XXeyxQ+T9ayJbi8zVLuAR19YGIab7IgB6hqmmBl7UV9Uh2Ou7roMnUlSWTs2x8godc/sIeBWPiGsynDo4I5iDUwHDpcaDeoQBnvxXBAmC69e1wB0m6r8wDW4buKk9YU4/xFrzHk2Mk35OVUo4EJCjoH/OQGiSgbNOlTo9OJGkSUUTbEXBKlzQ9V42LuHW4UNn7Pg5NnCe0QZUj76imSDd6lFWdjoKb5xyJvWTFzIJ8QKiEg1b9aoNiKHgKacT/nNNLxQuyiZdvwlSehfB8+tw3YKp/nGBP5WgHl0SIdSz+qcxqz3dpms04IyPc5Mapq7wonnyCeO72tAYNfdqW4RXym1q5TrffaPkGxOs51UAMfUHa0p9U4OOM/6uqoM7PSuMMEF1q096oeiUrKK50Rr3ZNL6Xc+Hng3Grv4G7Wqawh0I047KmjoSb6BbQJeQixhVg7v0vLcQehGMeEh6Nm12LS2diEk59X5MZdxk1DLNEpCmTZty1aHlIUN+X3EOVSilCZDtKS8A0ieGC+FjzZXP+bErdFFzJqRQ21okbs/LSi4qSCYS21T7yeMHbOvW08h648nkjAmekAJ0U1ux8pKhHebFn5c7eTRcYBmmbg/ct5CM4/V2+ngdkev2QlBxDV5ciqwxjnCbyOwgZMJajwoHIZG3YhxExJ0cnAppUWgQeqdNCIZSd2UtQB6KgnIykfyOHqqy2poLnBoQe3CXa80RtUSBcTVVDbZzO55kPNfH70LzS8U/cgXuM5++KNgUIkrGDuUQqz/CInhvfuOs1dS0sPhEwOi5+g/yiqsTrLV+w0XdCH8Nf46jv1prA4hz4pG7K03TymWlLnMN33vp+fBDuqDPKtzkC482U5PjkCeLvIXG5I0z29osuVFfB+EiOKsASy1G5sAhDxGBhIo88Ztijfis+J00AbHnFyGgtkgon4iLEhiIqLTiIdqA44hCf4qLdpwBHvpVjEEjjl1btp/nd20AFBEvOuHRA9FdRJNpRpHnFi4qRJkNQaYfibiZ57JBu6u6nhJnLMCGStCX8Lch7xoTX3Wrdzf8iF+/+pyHq3VHlktV+dNU5P+Dq4xJ1TnhD98Xfljf+ezeinwM1pq/8oyuhx649CH0XY/pfnFHXoIb4dVD34M3OYmFi1dxRT2Dz3MXjwY9DT3hYw8/rbYGP4c/STwyOOOXtx2+53p8v/qMXnc9HQFAWSDa5bV0xSWLwy9EMfflLyyyXzx12F549SKZwfutEAKpwPiye4Yx9F1UHLomU2KMeHlsScGXk2CZKBVbEKGcINiOAuG/+Mw+xDtRNm8JChCcVgqLs4wQCb6wk7BkEOGUyEbEUiPQZy34IDIacjZCdPYhY43l3oVTEsmLN5e7hKjic4KiT+Iy5Pxx5hTR5bDnvQxZQ/d1QcxVew0B9X/28x2E1WTRiFV0zjR00zDfxJEsI/zmApIcSF7qvRI1Y0H4RnwN9em4nEpM6umz8lHWsizhbqPYxAZX9EdUornwNjnyQgxF9J36ARcRUcHKuT2vxn/kZ72HC3DgtCFbYG3IOq7r9CFZ7wDmju6MA560I0PV0V/cucRKCA6IVdJJPJMGkh8IH+LsHJvl8aNVBPqnLsQmzCxtgTTqA9UmoIy+eSmu6xLIU5HzmPxeNoUogCQg0BahLqsf/RK7OU8NUZfZpYuQ6PclLoFLkTL2ELgMN8a++vGq8VeEUI98+C7vYhVFuStvn2WlJ9jGdRW2eUulPfPiCVuxrIBwmsUc6yFzzkmwlFh0isvgHDzySM2tQpUmE6J0EiE8c2/IsU7czpcsLbNmEgFse/uUHcfbsG/rSSeicciNKwi3dyOuzXmFJCWFK4fsU6+ykGBbi12uKYaFnAycwxAxgrDD9QXEUJuMxhwQHi34UuJRlxZM4xM/+GIeSox07O5AzouMvBdNf0s5BIgDO/I4KYxGXBi47L1d6SMgQHxk964+a8O5luIj0KM8rz+dJvrhWj3w0hUVBCMKXgd/AiYozAKGjt/EGQMCEe3QnsHvAV/l9+izw26whv6eVkz84tnEGrGjReHpTWgj09GW2NuIZI4eqsNE8qJ1wJ1LZKXDSBybUyJs8wCsmTYcRfZ76HMrkSEzBhSAnuiYidJGIqWqLCXyiDToG6SaF7cOvKS8U5AvB5kmVkRcOwI4IC9SOuG6F8Wx9p+vEbaDI4x8+qRD4BNMqMXphLhXPrEsWTQBAS5AFrhp41Ty7tXZ/nerOH4moZjKID9dwPFI9qrYvO4zJ7GFFjayS4kSxKWjrnB38eK8SRD0aKsoTLSGlgHk8XV2UY4ImEgdJwbEuaOVNmXmFJevatH2QyQItYxZVIY7ywj4CX60QzwABycCIxmcjvoeZVCcF4tYYodAhicKxAKnBwFp4qMKl+NwM4+TB1k81i6kpZKPgltQuMIsuG0kr3KQEOeqDc9PAhq/iK4oihO8D6mVWyS39b5DsFS6GZ9EOpMI/HNluRrpD5rg1eNaA0OiDHrMkfDDAgcd0SmokpCiVWQNH9otukA+QjL1NBn2+RBiafOYC4cfH5WsWG77kwnkNIXQADKdi0axKDGFzPnKkIsnQaylcJPiU8RYR2ry2AMTGtekqXtEWdRnz1TvfeOicIeiZ7xPTri5AC7p5KT44YKppB3adIJTSvCMnouUCATCEPgEE2qGKOwPpGi8i8CKDySgERxvWmKyLScFl+jHy68fILzoZFuGzLm4EFvmWLzauFMKOx21pVQQlYd3QpMtv0CZe+n4T60ssjjsUFMImVqSV0yTHJshropyd/B0u+3efsitFHyXgKvvY2G+s7sWh58uguJn2vz5xdilovyjXypuJqW6UX4lI9OVTa4f+b0LGo8Wt8QQQwpfeqhXfRUX6H2DiAxIPs11b3vI7df8kX7oJKCjurTmDCtEmMQpXtaDq1epW+A0vQ/ArIWsLd0818O8tItlvYYisiUrIFkyNBFje+eOwxBdmcyFTMsYn+6R2V4vXKusRq4skpNnZCXazWumeSadODjXQK8hjBAXSwAsZFapBJoKclzSnmKQgAMemxsRlrhgXvgL3K61+ciCxyVb+qxGGa+4e7dUCM2HftE/4YrmQZuM2tR/VMb+TJDLU/WrBd34yV6WPtDIy7Ag8MnFCCdSl8PClVLRJJL1xcArBGPl/HwcbGJs+65a+/6Pd9pswpjeOJ9gOzg9SON/SZchggeXrdfLiq/Q8BWIBjcoCFAucRWys9Ps5hvzwj8689XU0mUHjlQT60MxlPvsBz/ZhXONOHUqCi1mcYcxmBfOm55rZdj9hkliuKnw93DFui76JOKp4DsDmJOlk417GtzgJBwiRlPEETcgqz1+jLx+cILuIsz4JFC5sh9XtqN+yYRNogNl934P88jGFrkGw2FeC6EPVRitkwzENg4OdPrMEhxtcDSicnG5PnYIuezrZ5Zl2LRSlARXFBdF6H7B+FoKk4itjd8ZPHK5+GgQB9gUL/+JZwZ/DenGh7QYkGG/wG2Di49KhijRhjwQ+RiBgENgEFc+NQAZXKw6dmoxzSOqWAkpn86ey7c9O04RyS3GM7gE5vkjB4wIyZUlAxvuZWQ0l2yyGaLd1FBMIB/ZeAz2S9YV3Z3dtp94y2+R8WXwlytrG/zO4R/iJw4Yfo3nY8gFmLarmozio5liYiIMtLhdd0ujogIiUqFumV9dM83TcR9ZucQHq1bgmZctubwUtcDm2gbGfSKcbEIMJZNIgYlkSVE0Op0sVIdEEBq5uOGrKVoHoRT5FIHAryYERrOKfzVHfEWvRXTi4e5ycN/OxI13WjlBkuDgErGRHpcCtxyLUlI8cDYRzbLTSZbLNefEnHAF1Euy6llkJ3cHgmvpiI7dHKblLYlTvp0nw/bRg2esDRHBaEpKf6plFgdJCGSjLZIZZJu5FiqL4EmiD1FTCHwcYQpVh5R1Q00qP7x/EHpFwsNU0nlQQCXrbJc5hR9Ehq9yrZtH+LHIewQCvyoQ+NQTak1UP4TTvfzwR1SWcCkLra8FuoBB/BiXAVh4cb4BKygbY4gQ3HAswfVFrv0XKI7cbycppuY1FikO/dSN9Yi87DKmx9uc6dOoUN53Iy/w9tQB90vngoM7RNIp4vuVgVdrpYuY0L1yuZai083RxPPr87URem+VtGkyFVSz7twEDL06NXhZVddapx6MlAgEfnUgECHUPleKEQCBhrN2mSpxKmQnOzpe9AOQAM7SowZCYNzpAkIaOEy48GKQ04TmSPEEVf+Aii6/3AfHqTCZkrtLbhptZNJBpBIrecGoCkSaLohWO7EM2ftKAXYtRT5EMeKgnaJilgiBBgR0UET12sbmIJC5JB4YcqVWcH/f1Fy0JI7byTmvg+/+JfISgcAnBAKjXcWfCDBIVh1W88RAWUQExPeNRwm8K4MtQLx74HobMMNDN4bA80sU8tr6oftlNhao+UTlSViAXHj0w6DSUAnM0vRF0Lo2Iqs73exM1JY+ht6ow0ltqOYPe5OoBPmzy9oVNyRQRGp+HDTXBp4PayDy268IBHoIDvXiiy/CiBDDBDxYtGgR0Qqv4uH8KzKe4XRzcBUO56lP2L1hIs3ap8goKyB34zNMNSICqj//7xKLq7cVulc3fsRfcEf4Pt3OZ7HBY1wGWwh/+qj3UAecqgbdcmbaR63+fdSfti/xE7pPbamOwNwt3HK4huBXvyXy8gmEwMsvv2x3Ecv761//un31q1/FqirbvvOd74x6pBcvXrQ//MM/JByv9CnXZxGOR0oEAhEIRCBw3UNAnHRFRQW5K/fb0aNH7fvf/779+Z//+Yj67Y5rIeZBhPqf/umf3keotfEHSm+dfT/eEiHUHy/8I61HIBCBwAghkJGR4aer8OOnTp3CD2I2geCmEfogw/7kT/4k/JPddNNNtmvXLr8/gQBZ/+n//CP7n//8P+29997zrFOyssojwcAGMgSpnD5zhk1hiid7UHKRf/5f/3ypro/jQ0RG/XFAPdJmBAIRCIwIAg2ETP7Rj35EmNhm+9M//VP7y7/8y0v1bNq0yX73d3/Xvva1r1kTabdErPVZIpJqUop1EPNbRaKz+vp6Urs12sKFC+3YsWM2Y8YM0uVdxEY/0TnrWbNn2Xe/9z2yK/06910kamO23Xffvb4JXGpwAj9MMEetmAzBnzzTpI5yDzVpmPSn7/xpd7tGXZU/E3mJQCACgU8HBLrI6LB37147ePCgpw/7sz/7Mx+45Mu6JsLc2tpK4uwUW7t2rT322GMfCZiwbFp1q1wg7V0nmeg3bNiIJ62Sccc6gZYi8+MqE8pRizTLDlZ02GMlSNkFgXY7i9BnxUpQCq9w5o+PCzCRdiMQiEDg+oNAfn6+/fVf/7V37B//8R9JYj3d9H4/CXlV/viP/5hohfgUUG5QUtzbb/fPw3kJP/9Xf/lNZyRldSSifeuttw6nmjG9d7SPuBAAAB6QSURBVEIJtdLtuA5fdl4Y0zoPDWHuI9qPXLlVdE1uwG5+5VciLxEIRCAQgcDVISD5scQhpSS0Vvmrv/qrq94okYZEG1OhN3HE0Tl37txV79NFybBV/gxFZQqJelV04OfRj61MqOgDlwUC3w9Yde0Fe3fPHnvn3XftzPkaEsEqIllApAWL4M/J+McGmEjDEQhEIHB9QUBi0ra2Ntsj2vHOO26ip8/iolUeeOABW7ZsmZ08edLOnj3rViHh4F/r1q2zP/iDP7BTJ0/YX3/zm7Zv317nlvWcZNkSt27fvt3FJwVkKp9JXtev/M5X7HTlWTt16rj9xV/8hYtEdP/HUSaUoxZBvlDXYE898ZidOVvp8upcUsLfi5C+rKwcMi4bZsrHvX19HDMRaTMCgQgEPhQCEmWsWbPGvvWtb3nkxMWLFzvhjifNm8qjjz5q3/72t+3hhx92peBDDz10ySpE1yWD/u0vfdEe+uzD9rmHP+u5WvWcCPOzzz5r3/jGN/xZWY7s37vP/vpv/8buu/seSycezwMPPGg5OTm6/WMpeE2LKg6/KLHncAOdS5G4a+cu+9m//dh+7ctfsbikFPvhd/+Hrb71Fltz+1piNEskgtsz9pLeKc4a3/zbb9nMGTPtoXvuQTzyMZ49hg+iyBMRCEQgcJ1BoLGt0954Y7OtXLrMJmdlhmTQV6ErinMQeGb5CDrIa5qUFIhEPo4hTShHLY7ZSAKrVEhZaGVT04j57IIOZfNWrA3SFhH5XRnde7o6/L2ftPc95LNr5MjjeTImUFDUo02DzUPu2drOiHrMHCmk5sdcOKb1e2ySoEeegSUEyYnomcavTbdXegbNB/1RFvmrhXUdr/5oI1dWdLXrn/mu9gO2IwgAIB4kSMY7Xr14f71qX/2RslyK8yBBMTEHJxBpeoGL0ow53qKk7ySrfTx6oQlcOqAEMQ4BhrKxuw5K60hzxfqWmEFZ1hVDUqop9XMiivDhQmOr960LuhJkuqflD2hf8xjOQt7L/UivJ6KbV21jQgm1ACXk7eUvFsIsZJZK0S1A6J6QOY5jzOFDh+2nP/6RdTDZe/a8Z/sPHrJdu3cSMlMJSa86jvG5CDEUYnk/abitq9OSUUqIWH9shX70gOjt9CuJeAcK50F+XI8mN1EHjnCsqH4WX0dnhytfCAcVKBecTI0zdFhB2ii0vsAib7GX791d3UQcTHJCoB4Iu8QIeHCrce5SuHpFRuzEVCyRhMV9JPJVbBInTPR1ogrLyzctWS/EwBhpzYnFkPXCRBTFzukjIFiQrg34g5g93cqYEwVDBsmhP1rH/UxgdGgeJ6RfjjeIOkpKbemSpeEddSKaHnUbE0qoPRcgk6MdNIjIrJgN7PQQHhUPAM9vGciEbr1jvXWieGxqabP8gnxbvnyF5xecGFQL4Krg/r0kJo0D2Y8fO2rbtr2NbeYdnATQBE9kR4Lu+KsWwdHDR23n7nfttnsesLSkeEVnDoU4mphOBa3EWHtnlz371BM2e9Y0sozPgRioJ+PfB7WgTV+0T1y0yNCunTus9ny13bruDhedBXQRNoCbQamJKbRzsbHZnnrsEbv19nVWXjEFrr+b9v0sOTF9oBWNWZv522++YR1t7XbnXXf7GtPGNRFF7QcbabBVaqPY8tqrJBFutzV3rucUBAPEJjbgp2iZ505MERpUYe2xb98+q8GgIQfRh3YMMTgThSIjHemEEmp1sp+dNh7zmOqaWmQ+rb7ghD768+MiCJaLrWQu7py9ZP3c9dZWmzN7jt22+maOb4LoRE1rgPDCeiFd2qREO3PsiK1auYKIXZpgjWbii04diXAl586eImPKcstKToJjIX/gBCKbOERxbZ3M5Z53ttqNC+bZjUuXQyAnDt3FscnWXqJE5bTsaG6yRJq/efkyS5o0yReeCIbgNZFTdf5Cnb350vO2fOlS8HamKJa3LyZloopEQt2cuC5UVZKRvtnWrV7lxHui2teINdpeyTCZAP07e/igtSHnXbN6tYswJRKR6Ix91jeyieibNvdjp6ts57s7QAr6xnfPYSn2fuKmZ0RDnVBCrZ11ypRymzVztv3zf/8nlxUtvnGpLUCbGz4CKfCKsppE9/UQfzje8rEKSU1J9iO+8uZNHMIL3ZCliWNjQhMT4qywqABugOO2KMDHVHT4iMbOM6eAjYwErBZNWnM42Wg2NRGliShaXGqsEy16YQF5GUlwoAzoE7eF0nysCzVoU6INcy+1Ak5eCeAPP4WKqDgfL30PXx+nd9rpZQMpLi5B9EG+TZpRQgoRpYks4mPF9MhaQXtn0PrE4Wyfy8jJJ6mJgLHq5lRamJdvdbh19yEWimctqY+KVa6izxNR1EosnHxxQaFNQjTljKEuTuz0jGioE2r1ofmQ12FLR6c1MGk9KDkmT86yFOS+OjbHxyvdUiiwPAjeyyQ3tbQjA40HsErfFN6rRzTWYT+k45kfrdn5O0C2puYWy6G/UjBeVkS4x4lj8iN+qG59VumiL+3IhtMwxtdOq0OGMsIIdhNS6Ie4avYMa2pt5mQ0CYsdpMUQJImyxqdo7EPGRx/0bYDNv49NqgNlTy9uv+lSUIfgJQIwIJZ7onYw+tKG9EfihpSkJM9qk8DpUbuFNvtL/eejfxsyHH4cQQkqGqxLmxd1M2bljm9qbfNNIoNTl7PUYRxVX7ztUXdArYWqvrwuzY70O94OIsRWYnPIiCAtLcXi6UdYbi9ldHi+RgCA4T3CuHUSE1zSMGaIJ6mG8Edr9319AIY6qYWViS0tnZaaGji/DK/Rsbl7Ygn1MPo8lEBdeswR7HKEuPTbOHwIy8y9L1cQZy0GLZDAqgC0DC+CMe+HL0Ov9RJMBi9d1prA44jHVS3ZgGZOALzUrqBBB3QCGevi2nmGIVnvlSU8R1psIYoR3CIYeeHDZXPjnb3iWvjeYbw7sLn/sk1AjQ6F9+VthTdaQUvlauPxH4b5cgkveG7o56HVfND1ofeM5HOwJK8Yd3DR50N48YHjDN83koZH+swVXR1ajbpzqejLdUSoJ1T0cQkI1/BBhG/oPArR9KfjyoQViI6ObTq6Kk2XjrWBmDwgGGHiHH4fn34F3Ic4+0vtOE0SVvHHf3En/rvf835iNhb90hE+UIrRnz5UwcyD2tS7OuHHV773wUVJfKWifqn4ff5pZC8a6VBOXXjgyHGpOt3hPVCjAom/e7Z09dG/BjAK7pOJ5ejwyNvQuPkg2GjjVnvOIap2FrmbqMmEMGThdGn+Rtm2D8jHpF4wliEbmNq4GlEOXw+eDeZM8xOeq3Cdw333udB4h4BT0+Pf1RfWjIAUho3wQ6cLhYkQXvgmTKOjxZGr9VtMi9MMTnuDhc75f+gJcyY84hUxDebBlw3Cbxt87GP+dN1y1GG4BMAen4kMt3G1d01eN+ZNSvkTRnItbuHj0PnUYlQJUmz5x7F7uYTxg1UK8YTovmGFOyJk40/9vAzZBh8b808+6hBRdII4pAUtPv0+Hosv3IzqH0Ibgk0hNP6h1/tEjELEOvzsWLwL3j7G8ByEKtXWJJtbEUDNk/qirSI46gebW4BPl+NR6PFRvTluhIiv+nYJJ4Z8VgPhvowNrlw+Ew4Xxj107r1f3Ob9CZ1AtJLCZoND71X/xquE+6b6wzira/6defT+hedTJ+briKMeH/bLhz42L+IWNJFCLu3GE1W0wBTeUORAWvQrixah+qR9d1yItBoMIc1lCMY156B4D8PEl4pfHyRRQ5+5su8j/R6uU2P3z8yLEN4p1pBKfRGE+jfk8qg/qk0VjVsf5dghhxIff4gY63OIUXIZunBnKN6E6/CKxuDF26Me9SXcbsClMhd0UgRJ9+ia/pxIe7u6OrqisQQ4GCKCwFxF86MSJsRBv4Jr2kTDhHEsYCG7cdUzWFfQB22Q6oa3Sr+0RtyuOugZ8xasZf0e6q7/Mh4v4f4JHo6vvKvNS7gTglsYXuqD93s8OjPCOq9b0YcW1/lzVdbc2GTpGemWg9Y47NM/wrF+4GPhSRkkcwFXdPzEcbejFrEuKCpEsTBgDbW1jnQ5WKOkoVUf7yINelNDPSZnyZaAgqoVc6sq4CICkJdfYMmpaVZbU2MNxNCdlDzJcnLzPBav+qXTSBSKnLEq7e1tjuDJKGLacf6po93WllY/dWRmZVky/auqPOvNTc7OsckEbB/LooXUC15cZKwK/K6EtwVFRThJJVgtgeFbMNFLIZpafmERzi+dVsO1Lt6zMjKBS673M+iPZnzobA+/l3ImkS1uU2OD40EeJqW6Vnn2jAeel2K1oKjYurA1r62ptiQU5bngsLxx1baIx1DCMPweBE+ojmYU81WVla4cywUn4lHu1tSct1auJ/K5sKiEtgiGVlVlLeCPTF81P8GGMtKWr3wugOnFugtWV1fnRgNFxcXgYiqB9xusjnWjk0Yqa0btV2PP3IZSLzMzwxTvJw6DAc1IgLNjxz+qTeHtJEw2u3G6OQt+yjcihz5kgBfCpcaGi+60JZiksp6cbvvuMTocuRJCo/l+XRJquY2//e5+e/KJn1gbiy85bbLdueluW73iRjy9pEUf2yKbUy2eOM0Q+IYpvp0+ddb+wx/9J5teVmaTsErZeP9n7L29u+3YkYM2wEQvWnSjPfjgg5aZnuqusWzVY9spauvs6bYjp6vtO3//N/Z7//6rHsrxZz99xPbu34O1R4zduGS5TZs9z1596Wm7cO6smzMuX7nK7r/nbktKcIf7UfepCzPJKA4OdQ1N9r9/8AN3EviNL/2WHT5Rad/5b38H1zpgqSyCVTffYn2o9Xe8+RpGg2wiBSX2ld/7XcvPSht1H5xVZW7wf7LjZ87ZE48/RhS049jVx9nNt62zjKxse/aZx62FgPHpaWl258Z77Sw27/v27sJzstNy2bx+7Qu/YcVstpPicWJivgM8urY5E9MgLjTMNYqL3bF9hz3z4ksmwiRLk/Wb7nFi/K1v/53lseBj6e/6hz5r+3bttLMnj4FeUbaAbCL333ufZbGZROFENertgjrPnau2x5/4BXkED7BxxWG7PRe8WGq/fPpx+lZnifR7w933W090nG157glrg2jlFJbaxk0bbek8nJTkKTiKMoDJrIroWmNbq/2cwEgH8SSWddf8hYvslrUb7Rc//7EdPXIYYplIJpVZNmPWPHvp+aeYm3bLTMuw+x/6jC2aN5eNRqcPnZ45gVzb1Hxwz+HYu/qjbfPrb9prr75sX/jib4EPe+yNrVssqrfLSstm2M3rNtjWl5+x48ePAYc4W3nzrXbHnXdaTkqiE2vNz/VSRjdL4zSKaI6IW157wWYQxWrDHXfaG2+9a9u3vWnLF821uJSxJ9SyjR6AcxX3KceRLswGz1efs2U3LrEvfvGLlogZT1XVOavn2u/8zu/BicTaE4/83E6cPGmLFs53hVJI9DamEBEnvX3Lq36yiAImNefPwbGdtj/4j1+3fvr41OOP2jEcCXKwH/48m8rhw0fs9VdesbW33WHyV4zB3nq0JYqjbX9vj+3att2OHz1iNn2aL8q2+jqrgGNaxwaaC+fcTF//9V/+1X7zt3/bkjOy7Yf/+q/29uZX7f4H7httFxDyagNl2fDXC6FZtWKlfZbIaGeYE2Xd6ME2dzFztQRnl9073rUXn3nSGiCg/+4rv2tF2Jv/4Ac/tMMHDlhpSQnHXapBFiDxwLXOWVhUAF0ERwjVi/14YlwMkdXushy41c3A/K03t9qUaTNt/rwF9tnPfR476lg7VVltzRdq7GtkuG7p6bef/eBf7OyZ05YDAetBIRsdPcrlJ3j0dtu06TPtljvvcg71h9/9Zztz+qRNmzvXvvSlL1tjbY397JFHLDo+yVatvhWfhYX23EuvMp/bbOGMqe48NdoJ0ulO/1vAganTIYC332FJiUn27b/6ppWXT7V4+vmlL3/FSvFDGGDcT0LM165ZAyFfaO+AVzu3b7f5cg5yJoytPyTGGk2/ZK7azsbx0vPP2nHWad3FOtu9fZv9JgQ7E8/iXz7xlD375C8ICRFv//FrX8f0ttWef+qXNmfGdMtZMOeSknM0fRjLZ0eJKWPZlSF1sSI6OTKmcAzRcTGPv4P7drtGfchdY/ZRThP9iiOCPa620haO848//gvCIBba4YMHrKSo2KJAoh402PmEOkwACaVE5L/bq46dcOHyIcXDdS1etsK2gcgiDrGyyaXREohPF4GqeiFQXXAlsusuhWDUEUK2Cy5cDiC+dkRZRllctsjGNAUCPWvuPOyl2cjoy44d9EnHf47TCbKfhuh0dXcBM473WXlupRGWlY6yCxBXOYkzJBb59KkVjgfybm2Cg27F262nu8MKsidbBW2fhbvt7Gi3eo79hYWFVpyXDdziQxY7PtMeEMiJy7A6Biw13/QhFmeWuQsWIEqBaEfFIX5KtVo8EmsvNuIAlAfOHLTyiik+X7Ilzs/Nt3QmpI+TYhfHb+FYmPgPqwtX3CzOPheRTlpWjsdXPnP6DOKxRPcYlY19eUmxVdNWI3BKTo2x5JRkK0A0kpGWzrxVOo5cUeWwv2qOPdEHeJlPuNAkOGQlhj1ImNAUxByHDu23M5VnrIINI6q73YrKysGfbsSZmYQXzXex1Hn6IuU4VYHe7KQypRkl7vawIytbuXAnj35Jh6B4I0V8TsGuPAb8aetoZC3HWyFrOjM903rB6z7mV3CVA971VK5PQg2EtCA0czEgej8EwYnPuEGORSjEoD2P6gWxq+fYKHFG3cV6n8yps+a6q7YUItEgk+R7Snbgz4zTnGZmZlpUEnJwP3rjsclxTgidgCyiS1QjhNzqerR+4xofPQJhbHyycwUaz2iKH0apowJCnbljp7VcrPFjbX1ToxOnbRDsHe9utxIIk467Ml+MIQRuFM5CUXxhO6NPo+uDU0gGITM4yaPFESu56WEW4pSKMuSdldYFcRaHLCclnZ0VPU54o2vKieeiCz4LVrwOCySSA6ttPReW6yp4mOajHjl9PSedWTNn2s6d79q5/m7knjX+Ob98ivWBJxIPRfXgwCVcpg7hUJSz9sEcDqszQ24OK+cI+2THDuyzo8dOoMsgpAAnwwH6phg6fcAgRrE1ZKpG+4F4T4rPwExuSHUj/Bh47mpDj6ddpBd28tAB20Vew8T0DOugzTpwZeeObfShzwqLy3AK6rVuRHfduJh3c1pTWONAXh9YiwhGoy21ZHN56+23bdkta237W1t8LQgG8ioWToRbkC5B37qIQxILMxYNUxI2sRynZT2ioV23hNqRmQWiI7/ck7XJjhfguuF0hCiSK4pjnYxi7Ld/+ys2DVlaH8j1zFNP2skjh9w9ma74YlMIVNlWi2gPtWMd0Sx8yEOKGKgSBxwwPwGJgAX91MIYAMnY//kVcsgYFPLTtdpuN6rP/uioXtSW/mlDkqxWRHISip/PP/Swc2jJcEbPPPOUB7pRP6KAhxYrnXQCObgkRt4NLTANJhriyNq2Zjz/3nnnbWTSLbbm1jX2wtNPyqwCmWSwLYQ3J4mxtOjk2dpP37VAowUbNjp18VqLxqw5FizCdr/i8RXXY/vWrVYC57rghhuJcbzEspGHJ9Le9777/9qp40dpSogLgadxcZ5+yuCSNlzVN5oiuIir14nu4c/9mp0lKNU//MPfI7vHpJS2mDJfM9ou1ZITRJ5RUDSNZ3hQuHpPwQiDvIXgEoXyMsk2bLrL1q670/7kT/+zrdt4l921foOVcNp5b98+e+7ZpwkYxbrhuQRgojUn6wutcyk8Axueq7c1nKsKvLR71y7LLZtu1efPe3YWpeDqAxBuUkubcbQfzYYpIwGJhrSmA2sVADcsDBlOz0Z273VLqHWc78DVvBERyIX6i+5eLmXSeBQhsCZPi1pNdMCdtTQ3IuqAk2fCesWV8JuOTxdxI49PgGtj4YNiweKjY6NkXK86LI1X8vp+FHo9LDCFiBTBqSWmbgccmgin5OXdiGTqcLVvRGQTB9z66HcXvycgJx1t8Q3SOWUIQn+Pc2KyRGnFdVyLahKEWsRIBFqwq2tqsd4YuF76LPHEaBHep1xEhT4ooFcrlPq1za95qqXVyOITk5J902psaXMYtHOs1v4UD3fUBDxq61usu6MDojXgoitx+eK2h0UkWdxMv9ehD3q2trrGnnv+BWTRcTZvzgLmJ8oaGustVfDgd0VcjGHhM4HWQCz1zvYOn0ueZnMNoDJakZnI3XmsJ44dPmRzlqxgzhGrAKe4xFhv7wJzofgain8CT22twKaewPmdyG7jcPAYi53cw9tSt0KWnqusshPHj9u0OfPh5MFN5q0LsUsHf93aNbTZ8aZwA4JHQ0uHNTa3Ayu5cgckuh84BnMueAdwB1xXLR9mOdMu0Rebw/H9u+wCFjD1F2q1O9rFhhbghBiENZLAJidcrmtqRQwSnMi0jrUxixZcT+W6dXjZhlJIcuJGjrjZcLjr2KGXkg8taQyIz5UT4BPOAhJvKnFGOwt7y+ZX7KUXX+ZKFEF2iuyOu+63tza/bEeOHnbF4wJklHffc6+lI5+MRbE0Hk4V4h4Vw+L/QSlz72c/bznZWDf88nE4EzT8YJS4uBlo+Te//IIv2ASIhsLB3rlxoxMqxUaRw86oihYQf+3I715+4XmULs224YGHbTchX18ndGUTC6KABXEL83Pm1CmUvm/7ZlJE4Jsv/MYXkdnmjqp51oxzXLJh0Wb6NvL67/5/33MOLgN56DSUP1Jgvf3GFqvHDEynodvu2GhnT520A/vesxaIZBlyyXtRPpZVVDjBEiF3GfEwFqPa9lMMsGiF8LwELP7t54/YZOSbijm9mIwhyWwa2955y2WwklVvvPdB5uZFO3bsKPMVY/OR8Wtu8nJJ6STOlk11WBvGFZAUfpzHBPFpcOIAcvF4rJOmz5pt8+YvtNeee8YucPxXGxvuvpeTSJ+99sqLxCHpsJLCAltLuNE58+ajTBzdsUvKQWdmILDNwOURsjcdPX7Mr82eMxdZ/kJ7E6Xy6bNniQmTaCtX3eLy6ec5pcp0UvkK12/aZMsWL/TTaY+OQRBybSw6/fhpKjRfYlKciPMiT0LNieCnTVxF86Oia21sBBI1XeDU80ushG6Dsz+0f5+9+842NxOsmDLFVqy62d7a+oadOHGMzQyrj5Ur7NbbbvNTgU6NVAi3zamFdRSJ9eGgff+Lgq+f5yjX0tLCBCdZUVGRKcDNeEUiCyOA0E5HMbmLn4I7YEXZJGxBZZ/aDhcpe1BxdlKcJGOWlgA34AjCpI51EUctIlnL0S2d2LkyIWptaibv5AUPLpPLghNH2YRNcSMadxFq2agq4IzzJYhNFIFwNMVFBhAZZd6pJ9uzVkpaZpZHQZN9sGIMp6GcmoxSS3K+aq7JdnXy5GxM+TIC2/dhEMSr9VXrUEdlwaIBLrkSvGA3gAjBuWLZUlBYbFVYw0gem5CQaNlsEjraV546wW29RNZLsQIsVLSOPaAbdWkxR0EIrrWIGISJqohHbc0Fq21oZO7pGW2kA5N0lN/nzgV2uulsGNk5+dhZ18PR1Tjeyu49Q3bU9F3P6bQ02iK9wMW6i1YLXsrULrewyANC1Vaf51TYAh6YlU+f7pxjNUq7PqxEZCs8efJkP6WOlsEQfCW2UBYXMTlN4IhMFrWesjBTnATsm5vqscKRrXK8ZaOglz+E7Kil9I1HMV/iaxsxHms+PkGKeuY2xGBozlUGYa9vwfzp09VK+Bn9phAQjfQpDX1PJ8pE2ZJLfKWTTwY23A2sHdmWS2dQgPJZ86Mx+Uaucf2qE2pfsY4GVwPV2FwLWw0I2YK9Uh8ufRqbRq5SS4Aa/BBCErWuZociQIA43Kmbx7FPatNHTBtD2/du64dLnfUr6kzQHfV9DPt1ZdsavzdBBwIQvL9/OuYHnQ/3baTvtBAap46kzt06UIL6gr6EbrhKE1cDRXjhX+X2D73k8xGCq/BzSDcue05jd8joXnWA4m36x1BfQ/Vc9uAwv4T7E56foI0wLEJ98F6Gr3lHPrDfw2z+MpwM5kFTRVuM2YkdFYb7prr1m2ATKHgJSRuKsSERRA9KfBHx8NyE38N9Co81/D38/kHXB38X7Gl5CAj0W7j+cP/C38PP6T3orySdiDfHQ745tLEP+Txi0ceH1Bn5KQKBCAQiEIhAYAwhMPbn9THsXKSqCAQiEIhAIAIBif4iJQKBCAQiEIhA4LqGQIRQX9fTE+lcBAIRCEQgEOGoIzgQgUAEAhEIXPcQiHDU1/0URToYgUAEAp92CEQI9acdAyLjj0AgAoHrHgIRQn3dT1GkgxEIRCDwaYdAhFB/2jEgMv4IBCIQuO4hECHU1/0URToYgUAEAp92CEQI9acdAyLjj0AgAoHrHgIRQn3dT1GkgxEIRCDwaYdAhFB/2jEgMv4IBCIQuO4hECHU1/0URToYgUAEAp92CPz/BcZe78U11SIAAAAASUVORK5CYII=[/img][br][br]Dieses hier vorgestellte Schema des Räuber-Beute-Modells ist auch auf andere Wechselwirkungen von Populationen übertragbar. So auch auf die Ausbreitung einer Epidemie. Wie beim Räuber-Beute Modell sind Annahmen zu treffen, entsprechende Parameter zu wählen und Gleichungen aufzustellen. Im Folgenden wird ein solch mögliches Modell angeführt:[br][br](9) [math]G_n+1=G_n-k\cdot K_n\cdot(G_n-GW)[/math][br](10) [math]K_n+1=K_n+k\cdot K_n\cdot\left(G_n-GW\right)-h\cdot K_n[/math][br](11) [math]In+1=I_n+h\cdot K_n[/math][br][br]Hier sind G die gesunden, K die kranken und I die Immunisierten Personen, k die Ansteckungsrate, h die Heilungsrate und GW stellt einen Grenzwert von Personen dar, die nicht erkranken (vgl. Lindner, 2021).[br][br]Die zugehörige stetige Formulierung lautet:[br](12) [math]G'=-k\cdot K(t)\cdot(G(t)-GW)[/math][br](13) [math]K'=k\cdot K(t)\cdot\left(G\left(t\right)-GW\right)-h\cdot K(t)[/math][br](14)[math]I(t)=h\cdot K(t)[/math][br](vgl. Lindner, 2021)[br]
[list][*]Engel, J. (2018): Anwendungsorientierte Mathematik: Von Daten zur Funktion. Eine Einführung in die mathematische Modellbildung für Lehramtsstudierende. 2. Auflage. Springer.[br][/*][*]Linder, A. (2021). FD Mathematik der SEK 2. SS 2021.[/*][/list]