tag:blogger.com,1999:blog-46175623158934372872024-03-05T16:30:30.064-08:00Alternativa Sistema EconómicoAlternativa Sistema EconómicoZetahttp://www.blogger.com/profile/17457108990938629098noreply@blogger.comBlogger44125tag:blogger.com,1999:blog-4617562315893437287.post-45217224256335739522011-12-29T04:12:00.000-08:002011-12-29T04:14:00.987-08:00Red de intercambio local con moneda complementariaPrimera iniciativa en Castilla La Mancha del ideal Xchain. Enhorabuena a los chicos de Cuenca. Nos apuntamos y a ver si se extiende por toda la comunidad.<br />
<br />
<a href="http://letscuenca.0fees.net/eacuenca/">http://letscuenca.0fees.net/eacuenca/</a> <br />
<br />
<a href="http://letscuenca.0fees.net/eacuenca/"><img alt="EA Cuenca logo" src="http://letscuenca.0fees.net/eacuenca/images/bantit1.jpg" /></a><img src="http://letscuenca.0fees.net/eacuenca/images/localx_title.png" />Juan Antonio Gómezhttp://www.blogger.com/profile/01928887824485418100noreply@blogger.com0tag:blogger.com,1999:blog-4617562315893437287.post-44456200022970831302011-10-20T06:45:00.000-07:002011-10-20T06:45:42.200-07:00<h2 class="contentheading">
<a href="http://www.juantorreslopez.com/images/pdf/hayalternativas.pdf"><span style="font-size: small;">HAY ALTERNATIVAS. Nuevo libro de Vicenç Navarro, Juan Torres y Alberto Garzón con prólogo de Noam Chomsky</span> </a></h2>
<h2 class="contentheading">
<strong><span style="font-size: 10pt;">Contra la censura de los grandes
oligopolios y el pensamiento único que imponen los poderes
económicos, financieros y mediáticos defendamos la pluralidad y la
libertad de pensamiento conociendo y difundiendo el pensamiento
crítico.</span></strong> </h2>
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAdcAAALsCAYAAACx0f0yAAAABHNCSVQICAgIfAhkiAAAIABJREFUeF7svQd4VdeVNrxuUQUEAoEQEqKK3nsxtsEYGzfccG+T7rSZJN/MJJMymZTHU/LNfMnE6ZPEseMW9w4Y2/QOAglEUQUhBBKSEKjf8r/vOudcnXt1Bc6MxtGP97HFvfecXdZ+9z5r7bX22mt7wo1FYTGXQcAgYBAwCBgEDAI9hoC3x0oyBRkEDAIGAYOAQcAgoAgY4WoGgkHAIGAQMAgYBHoYASNcexhQU5xBwCBgEDAIGASMcDVjwCBgEDAIGAQMAj2MgBGuPQyoKc4gYBAwCBgEDAJGuJoxYBAwCBgEDAIGgR5GwAjXHgbUFGcQMAgYBAwCBgEjXM0YMAgYBAwCBgGDQA8jYIRrDwNqijMIGAQMAgYBg4ARrmYMGAQMAgYBg4BBoIcRMMK1hwE1xRkEDAIGAYOAQcAIVzMGDAIGAYOAQcAg0MMIGOHaw4Ca4gwCBgGDgEHAIGCEqxkDBgGDgEHAIGAQ6GEEjHDtYUBNcQYBg4BBwCBgEDDC1YwBg4BBwCBgEDAI9DACRrj2MKCmOIOAQcAgYBAwCBjhasaAQcAgYBAwCBgEehgBI1x7GFBTnEHAIGAQMAgYBIxwNWPAIGAQMAgYBAwCPYyAEa49DKgpziBgEDAIGAQMAka4mjFgEDAIGAQMAgaBHkbACNceBtQUZxAwCBgEDAIGASNczRgwCBgEDAIGAYNADyNghGsPA2qKMwgYBAwCBgGDgBGuZgwYBAwCBgGDgEGghxEwwrWHATXFGQQMAgYBg4BBwAhXMwYMAgYBg4BBwCDQwwgY4drDgJriDAIGAYOAQcAgYISrGQMGAYOAQcAgYBDoYQSMcO1hQE1xBgGDgEHAIGAQMMLVjAGDgEHAIGAQMAj0MAJGuPYwoKY4g4BBwCBgEDAIGOFqxoBBwCBgEDAIGAR6GAEjXHsYUFOcQcAgYBAwCBgEjHA1Y8AgYBAwCBgEDAI9jIARrj0MqCnOIGAQMAgYBAwCRriaMWAQMAgYBAwCBoEeRsAI1x4G1BRnEDAIGAQMAgYBI1z/0mPA4+meAg+6J8znISuNO204bD2Kzc00eNZ5xf6OyaDl84pJxyLcxTg0RLLH5PNEJXZVYg+xCE0hi+4InXY53WXv7r5Tg2J0qUQ2fpqH3x3a8d2FaQQKF/UkNup+LO7OQ5QTSUd6HJJAX9xynTrwEIjYvxy63ARc+hWNLh9lRI0pJ3+8sq16rPxujJz6mSdePqT1Ovdt/O02d21rHPrd/RXpOlc9Ud0ZJ78bHoe+eOUwXYQgq3z9GfUeRRXW9UcUltbYCbF7UY6WFeIX3ogiurMcjk9eUeXYjzVPPHw7s8fNd6k8ruzm618OgUuN3L8cZaZmvLBk/nwB0U2xQhO/48ozMv8I4yOIyO/kdb3gnTzHYQr49LqGgzIhZncYh0tIoOJwpHKbQVhcK06vdZ0YaFaWq4wnaDMmhw53EWw/6YhhQFHMMVpARiYi7mLCne0Ka502JsTVxRSj8HTIwU1PlMTwunB3+sdqTyQ/6WMf2Ng59yMM2U2bJwgqnPYRV0fIxX7G4OL6yfLdJKIU12+nHDbI+R5FgN2eaFZglceC4+VBWkoY0g36tX/0D//r7c6x4rSnc7zZaR0SnKa7Z3KRe0wUr343/aSR/emktX/zp963/+zyPWyPq891/MVe9nOlOSqtNXY4hDxBrwSDPgn5WZ+NQSSfRbOV36Y/qhy7Qh3HBOwiF8qOGn6a9BJ5LlKcefTRIeAJNxaZnvro8O5akyP4uj6x71zkBWTP8bFqbzbTcMrTF5cvtg9/dhcrs3FxLie/potmrt2Rwxc9SghFEjplXKqszvZ0LetSea3KuubrjtpL3I+0305HoQAsIu2LxatLW+OVH9uGi/Sfnf3Dtiduusj4iVNP5JmLptg2O01w3Y+uxyk3tl2dbY9LlzUzQyJq9JygOBijvChBE4fueLB+qHs2jZF++x+WHYUVylYp55HNuw7K4795Aa+ST26/drHcuXoJniXgmdNIm9hI/j+HDnfabjB33uF4AvtD4WQSfRQIfDiO+lFQ8nGt45IviP3Cxry3ChffQ16OduG8dJGXL+aldgtWd34wic7LKdR1y1V3fMFKvuNogc6QilOORSz+JdMA+ar9uK9LD0eLkaNsndFb5YTiaB/KB7vVemzaYuAhjto+h6zIBMXiq1aZLPcidDJRpFmkL7aNUQ1Wfm1hatMUm9zVZ12wj+pPTguY2cGdvxwN1kUvyXOSuElx7mE8RtfjEMT+jabd+RVFv3OTVdom0Uh5iq2bRibu/N2Frnj12fectNF57HbSAqP1xCvA1QZX/1qTTms8RVJErAgW3SyyNRCUp99+X5KSkuTBe5bJrbdf2WkadjI673QEZ0c7jgHe3X/UfvVy42O3J/a9ZfmX5BuRVpgvfyEEjOb6FwL+w1UbO3ON/d21lE5mHfOedk2KO/HKIwPgi+4IXLzIEWF9CWZl12HRwHKs9NbveHUhCcvWZJYg6CJA7DIjH27eE1VfTMI46WKLsn530hn7PArL2Iekm5MDm19Gp71EmYRCk+Afd4MjNLvzd/c9lqDY37agwMSJQjZKwLFImq0jk5vu6Y0qlcIyZJtA+UDL4JcPNy7YaNVinfY7hVNQxAqQ6IotYUIy41yxMMZJ8t+75aYL38Mev9TV1cnR8uMyMneUZA70oUVJOrH0aqNiJl1sUxCTHJ9rCSeqTBdZbJu+C8AiduzG/naydXf/v9dak6uHEfD3cHmmuJ5EAC/aH194V4orqyUpIVH+9gt3Ct5T68JM94kX10t5Ra3kjRkiV8+bI7967mW8l175+qP3SVIyV/KCcr4pKC++8r7kH6uU6upaMIEEyR42UD7/4E1S01Ara9/dj1RhiFKbQaKCYDgg//D5+2XvoWOy5oOdsnTRDFm8cJL4QjR9tcvB8irZunm/DB46SG659gowhSB4rkfWbtgum3celvLKWgkEApI+YIDctXK+LL1yNviGxXjCoZD89oV1Uok2rbpukcyYNBLMJAllBOStD3ZIxYk6mTphhCyZOzXSzgstIfnxL5+XAITBpx+5QYYN7CN7C07Ka+9tFQmE5cG7rpMxwwehDEwIQu2yu7Bc3ly3U1L7+OQrn7lL/Li/e+9heXPjbpk2foSsuuEK8SpHDklbe1CeeXGdnDsfkPrGBiw7+6R//zSZMSVXFoEGHwSIF9Cs2bxbSkpOS93ZJsikNklNTZWsoRmy/MopkpGRAWyIX0iOnzgrr7yzRQ4A73ON5yVjQJpMnzxa7lt1haT1S7OUOacPXYJVybG79o8vrZfDpdUyC7Tedst8+eUTb8qZmga5duk8WTBzgjLh2nNN8rNfviBeX6I8cu9yyRk2GHwc/Yg27c0vkzff3SoTJo2Q1TcuQbkW9iTxyefelvKqBpgz58iUqeMo7lBrWN4Alicqzsm0KcNl8bxpUOJbITQS5Ny5FvnJb1608HKGHsalxxaG/Fx6NcbHjImyae9BefeDvVJSUQPDQrtkD82UG6+fI0vmT0MVPgm0t8qTL74nF863SuOF8yqYBwzuKyOHD5HlS+ZKsh9meb9fdqKcffuPy5naesiaoPTpmygjhw6WebOnSW7uAHSbX861tMv/+/lzUXTZ5MktNyySqZNGyb6CEnl73VYpApatgQ7JSOuDuobJ33x6Fd4PP1CxJ5AAZmdBkby1bp9kZabKpx68TXwquNAjIaytetql7ES9vPrOB3LwSKWcv9AmgzEGJ0/MlXtvXyb9+6TgHfLLG+9skuKKs3LhwgXQHZZB6WkyOncw8Jwhaf1TdFLx+xfelpOVdWpsoi8U62kP+2U83uHRIzLlrY37xId3SadELpwTE/zytS/ehfFJQW631Pl0Gm4+exUCRrj2qu7oSkzG0HR5dd1evFQhqaiskdHDMzVRAC/zuxv3Ske7X6aOHyXNHS1y+MhpvOQdYOCJSIG315MoP/31E7KvqAK/PZLgDUIWtcjJ4+3SJyVVDh5vkMLSY8iB2TW5Oxx/ElBumHe8CVLX2IQyq6SsvFbGoY7MjETxdHil5tR5WbPtkEwcnSW3Ll+GtI3y+vp8eealDXDyAJsBz/KEAtLQUAfBhiGmQsTmBBBex0+ckSOHT0lryyaZOnEc2kZtxisFhZWy62CZJCcky5I5EK5KkkeKy8rRhuOQnT7kOy7DFk+UEaj7yH9WShDcicx49IilVjVo+9Y9hXLoWLVctWAChA0Evz8oH2w9BMZ4UqpP18qqlVwjA00Q+K0QAu+AoYXA4IK+NglB+Pu8ybJtRwGEzRl54M6lkAt+2bIzH0y6ymZ4YH1g+p5CpNtTIP/+nc+KLyFBTjc2y3d+9KRcaG1Fe8Noe1BqGy7Iuq35cvbsWfnmVx6yNDfCEXO5Fdiy01VSUF4uQzLItH1SUl4tJ07WyexZLYoH07Z1tEtRRZm0oR13ti22SmNbMZFYu2Uv2n9aqs/Wyx03LLW1KnZBWEqqauTYoWp5pr1FfjAlz+oV4Lyv6IQcLKiQ5BSRxXOnaDspDTo6OiT/6FFgj3HBezGX15MkkyaPkG0Hjsh//tcbmoZaHPEprjolP/ndGzrWZk/OlbaAR9Zs2qmTOVpuPR2YrJX4ZMOOw3Ls2Cn56mfvhNAJy+Gjp+S9HflI146y0C9Qlrd7S+U1TJi++w+fkDFZA7Wf9h89Djw6IhQ5o+yKumlysvqs/Ovjz2s6ry8gSRjb9efOg5Y6SU7E+6FaopU1hHeLk5UC0HDhQqpOSnWixguY1qAPf/ij3+Ido8ALoV8DUlsfkve3Hpb6umb55pfvwfjxYCwck2MnT7NhquAn4L8NO0Ly+trd8sPv/ZUM6jNQSo5Xo6010uZtUey5yh/w+iWxLyajg/pL4aHjGLMw8aNdfCX5TrIfUhOStA8sq5L1Lv2vaexWy82//0MEjHD9HwL4v5odL9WMqWPxUr0CrSRZjhWXyYicdPAFn5w8VS+t7XiJQ20yflwWXkSsF4Y68OJDTwm24KVNliMlYNLKgDyybM44eeDum6EFpEjp8ROSAY0hqQjCMpQkmZjRP7x6JfIE0ByasUQSvW34HsB/YLAQFs++/L58+VOrLGYMYUhtjiKcaTqg0a59d5sy/dFDB8hfP3qvDBs2VE1oiQm2ULWBorcm/wuCoZVUVMuOwsOyYBraCEFHZupHDWReVkVsk0dKoTFyik9qiqGFLF00WQalJUvW8L5SWdUoRUcrwITILAPQMhLkYFEpUrbJ3BljwboSpaMtIIVHD0sAjLKuISinzzZK1qA+SO8TL4S6BwLWB9xuWjxPxowdKe9AAzmGicxrm3fKypULZVC/vopTQnuqZAxJUW3l4OEKeXfDXqmuaYTgLpAVV02X7dsLpaWlFZMYaNOrr5FrliyS1197V/60fodODkpPVMvo7EwwTnoIu9e5o0eRvz1BvB1oD/5of6A1gv0g0KA8apb16SRIOnySjEmQnx2GywdB1A4N7cjRMmn3BuRsXavUnj0nQ9L7SAj4ecGoAbsE4eF6pLgS2BfLwiljVMj4glyzpf7F/kK9um7plf5pqfL1z9yH735pxDj47ZOvQwAmyi3XzZZRo7JQpk+ys/rJE5hY0cw8sH+CfPernxF/X5Ef/+dzUnS8Rp5+YS0sFH+NMs4rrV706eJZU2Tm9FGyds12Kao8I3v2F0vNuQvQ9PuBnHYMK5/kDh4id99+FSZ4ZfLGB7ulDe3bBIxH34YJT+gCaMVEKJAsj9x3vQzskwxcOekJyxhogfkFxRBwPklEu7//t5+TEaNypKqqWk7XWmMpBBx97AO+L2inXzXJVgjiVLTfbd4NyebtB6WluQPPRB5avQKWmLnyyuvvyktrd0rB4RKpOF4rI0cOBrAYv+ieRfOny7xJoyFY82VvUaXUoV2bNu2XVdfOkwRqo5h4LJ0zWxZOG6/9QpoHpvWV9LREGfS52/gGop8t1rxuw05MlE5Ieh8LFx/u6wSLvRRnshM9ksyvvyQCMYsEf0lSTN1dEUiQIf0GyLRx4/gqyY49h/FpdVlpGbQ2MIWBMEmNGz0czBCshi8uGFCIjBFrPWvf34IPj4zOyZRPPbxa0vr4wU5CkpebreZOMsMAhHJykkfmz82TebPGyby5k2T+rElgJGQ9+A9lkYlt210Ipl2pjD2I/2gODNLUC4FVUFAqZ883QWMNyhdhks6BZuGF9psxMA2m0H4qIKwLHExbAObA/BBCTz31ujTAJGtN08HeoxgGGbxIYXGFpMAsNhRlHTpaCmqSwMfaZMbk8YpLSXklNMTzamarPFElDY2t0ifBC3MstGKUV1J2Upph/h2eMUCXGXfsLbTIQXoyTK6ZBUHP2LxsMMZx8tnP3aPadAgm55MQsuoapJOCoKSkJsqCOZPk4QdulOE5QyDQvDAZnlRc9hw4SiuiTIW59YbliyQpMSy333mtjBg2SIXWuk27US/VJddrp+oJcLG1KBIWIq74nwKfExYPNXt8V2FgX9QMOaGCIcHKzw/cKy2ttNqamYEbXtmx86CEEyGgSRgFCevCnw/9++RTb0jjOUyiqIWjTo4FnVmRGNKD9EmJCTJ/9kSZPydPZk4biXucgAVkXN4w3M/DWBkl6QMzpAgTGq6nrr7tWphW+2NCAvPqw3dIAsqtPl0vh4pLtF52EqyekpszQK7AWHv00/ehfZhWQcOk8OOlo5TaWl+fLJw9SR68/1YZm5uDux6pOlWDfzE5UeEPQQ1Cp00dKXPnjFcaF8wdJ4PT+8l5WF28vg5JSPVLdi77Cf2Pfpg9YzIEF7VraM1oH8cd+5+TvgTWC+HlmLyVGFCzp/AYoPSinjFy/YoFsKyE5I5Vy7RfaR16D5MwYghUNcfw7AxZOH+SfPULj8jwzHTkxQSx+DTqYV0JGCMeGTE8XeZhwrtgVh7aOEHG5+XIkMwhwHSStnnegpHiT4KlBoI1HPLJLSsW6ljQ9XPtHNeAsQg1//YyBFxveS+jzJCjCHhgYlqEtSZM+aF9VUlzSwAzf2geJZXg514wtwlgInjlMGMmw+QsWP8SfdDgKvDdI1csmIIZPLVBR8hFg0sGRX6u6ijWLLUwsAoVgGB66Vg3bINm89Lr79tlIIftoUwmePAg6gHzHpM7VHKy+7vqiWUC0cMtLTVJahs75JlnoQ1Bw4UeFiFMZQ6uFnhnFkNg5GQNklyszVVV18tJmHYp9CePGwXKoaNikrEfGjDp3VtwBGLdj2cjoTWjANBXdOQ4BLmoUKSVbfv2fNyHZkBBTmnLZMjrgTClSbwvtKAA2heGIEjyW2uufK4MHYyR+CZASxmAiQ3vpyalEi2pPHVGzZAzwIQFFgXwRBTcIXOhoTDvUUxOwtQg9YF9qT2YuLiZpTUJ0RSx2gkFoN2PTOX0g6ZF/xUcOy4dyLNg3lQkC8vGPfu1La4aIUTD0i81RerrO+SJF96yNT5L6DKPXvGHivXM/S8EY0lFJYQjsMPYmQ9NWDVzbE0ZCeEzEFaRALTeo6VloAfCC+1XrIklrsQ+0JYhJIkpPXCJBbFUAYcJYohpgWW/fgnoaYHvQZLSy4slsC5OfgSauo5bLEfQGW/w0IFq9WiCz8Efn31bzbZhTpjwPIz8Hlg59Iq01x4H1t3Ivyy7EhYH1jln+ljQ1KxjKQFrH3MwieIk51BZlY4zXkqLvj/UmoPwbxgAXwGMY1g03KOfpl+YHpCB/Unabdx13FnfX357gzSD5vSMsFy5BOv/tFZEnC5iCDU/ex0C7v7udcQZgviO+mTqlNEq9/z459CxCmWuZTClcW1r5qRxOqOnqS2MGT1fcWo47XAeuXChVWf5QwbBRqevdvzubobZdPPOAtmeXyJb9h2VouIz+rKzPDK5vLEjUDcEGMyvJWAkpMXhvjRvVmNtlcJjyMB0NS9GrljBgAfULp0rF+vHHjDeDXsPSRXWqoL0rLTzeFgOvpccLcf6okgOnIeGZ2KtDU04BFMcWzlmZKYkgmFzvbYI66m8Dh49qQJ3/OhcZdK8jpWfgoLtkUkjc7HulQIhWCu1dY1qXiMztIQUPuFQE+Ta7wGYkIFVCnh4Lsy4bCvbF/BiDRCfnFfUNodhDjyJvCE4yWRJKxyAWpugKWGWQmcXgSWBfUJ8+g9IhkbuUUcXCl8NvOC+4uDExypgXJdix9mBnT7SmzZjpzQvx/osrzFwpEnr01eOY93zfB0mTE4aFgHGPoJr9+EO2bKnCHjUaV3EXunrhp4oYpwfoKfhQrMinQLh2CcV5kuHbHz27QszKwbMuQZokip3uJQBGUULC54fOHQCcPihDQocoLJQCtZI0SekRbHG73rgWlKCfkV/ZQ9OB64dwNMigJO7/QXHZfveYtm295jsghWF8m3KpDHSBwvItCys2bxH/u2nT8LBDOucKrSxfMBE7itCdPTtQHu7BNqoLXbIgAH98UnBrNNRTDqxXIBi6rFe6778uhTSAiGMJYiaeh0TqZhIWpcFTunxc7I5/xCsKGWyec9RONNxGQYXJxN454sKq+BrUK1v7K03LIOzFwQrsjpzAbsw89GLETBrrr24c5Q0MCKaV0dmZUj5ybNgJGUwE2fJKXjkpiWlyOQpmE1HLmgoeNnJtFra4FQDDuSB5kXPVncamjCVw5FRgzk1wCP0x79+1WbmHpk9cbRM/DKdSyxGQI1iVt5w2Q/npp8/8YrcuMJ2oFH6AtKKtTgyw379uI7pEuAxwoHJLcFsUTMqN0uOg2k2w7Hlhbc2wfTr0q/I6L1J8EA9ANNnUKZPHS0DkvvIK+/ukC27i+Q6eKj2T+sHL8thcrCkWvYfLIV20CbFR6uxruWR8fDk9EIKtmHtrqi4XFKhxo4Zny2jRw+Vvftb4T1cINddu0ixIsUUsC++sVXeen+rVJTWYd3UJ/etXiYp9PAhV6PWA5l4Cl6j3/vxU/DSPiVtELBjRw+ThXPHy4UWCE6yXLQ5NYV5eFkMnKZx4tMORh259BH+IUbKMWMnPpaws4qxnrmxc8qJ3EMRtC4UlpZKChx2JsPMOGbUcNlxsAnLCfvQ1nm63srLi7XIsbnDYBEogRdtkry8ZoP4wbwpzFT4xOk3p754n21NzdrSFLTb48d6sa4LWylTbKHS1ma1XYU4BukaeIbvyS+SsrLT0garzK1XzpE+8O6OXBiXJ840yvf/7Wk5fhIWm/awDEZ/X7l0BpIkQmi2ap9x5fR3z7yuHuEkOwFj6InH/17SMea//rX75ee/e15OnBLZW3hcvvKtn8tX4DQ1dfJIvCedjlAXk1jN9thmDyQnJ6OdXLtGzaiM7aWQb2triYx7dmXV6QbZX3RKdu47Aue9BuT0woyeDXrJbq0xsW3HPtmy44AqorQr/N0XVsnsafAEx9WOOn/z/OvwZfDIjHGZsnzxHNRjTXQ7l1g0qbl6MQKxb3QvJvVjShpe4iAYwYxJeWoW23+gGNtqjoORBmU+BI4/xT0/srqTpqqkpARbyQlD+IGR6FoZLkfzUSZqCdgEqA0LYHpePHMStnpMk7HjhqkpkYyQwocv+4P3XAsfkyAciOqhDUGzdYQBmJrfNkc3trXpOmC8oA6xvcey+0II3HbTYmkFbXv3lUgKnJQi2ho1RWzn2XXgmKTCDjdt4lgZN3EU8nikCNtc6urB0KCBLF4wHW0KYctRKzSAQrkQaJOB/ZJlzIgc3A/LwWMl0g5T+kSsESZjMjJu1FCwN79s3nsEzceancXrtN6WliY4T9XCzBySu25ZDCeluWgmmTDahMkIV589+H0KZsIWCIs0bNv4+y/eI354CvuTLOHEdrbAk9et/bXCMhDykSFz8kNPVQpVJGQf6IV+s+ngL0uJihCG5sGUiZ9gr1Za/KvrskzLSYgWA6vG4WIJNMIkPiYLAjYZa8iDYL5OUssABSovrRpSNiHRK6uvxzYdtHXXnhLp3w8m8I4UaOcuE6XmuNTl1bHGSV1LB72kkZ/tsrVfan1snx9mVJpTqfURzzDM/VXwQm+BRWHpvEly713XoAU2HgCAExXicBJjraEpIAMHpMoPvvFXMix9gNUILRV/KH7GdK79TpHZMyfKHHyqqR9583Iz5LFvfgn9OBWltcOLu01+8cRrmFCARhsPbV1crVU7SBLpWUxa0B56wqvZnIDDwtEG5zEP+jQREzF7HgqDSkje21gg3/vJM/L2xj2aLzsjTa6Ew5uXfa+XV7JysrDVa6zMnDdBFszIk/R0LKewj2HVeGX9Fqk+fgHOaiIPPHQjqIDDHfLq9jGUF5dcu2Tz0XsQMJpr7+mL+JTgZeJay9ixOeJfJ/A8bJQK7COEYUxmYr3Vz30KMRfNwmT41Dg7YB5uqDuHl5KcDQlt/uXOkoE9eH/z6ZV4gcHSwCw8Hqx9wkTLi8wrBKE6PDNL5oGJ5cP8pt65dCqxC0mD05XHc1wazjZAKba3AbEiZbAsx0nZWauaf8ElVixdLGuwdYTbeyqqajUBc4TAZErhTdzQ1A6TWJL811NvqQAMQzMKgKnRG/SqJdNkFh1UnnwF6ZOxheOEeiFPmAgzNoUZys+HFyodsM6cvYBtSS/CHHxehVVpRRUEcjM0B2uCQXruWb1cqk+clufX5Mt7H+ySVddAQ+e6LS7WrabvIYPky5+5Q/72O49L/enzsnP/Mbl28STF2g81pKPdg7VM4g1hZmN9oRl7OqHi9OkL87wKHq7/RWSEXYFWopg5pj/FCILCAxMzL9WY9IKg5yN8I100ecO6jq1MFVyBhgdzA9r6slTVQ2vytKl22Agc0/oy4IFdAiYL1624Ctt28uUMvIq5jzMYBhPHf+rgY9d0yQ9M5NLS0tTMGmzpgDbfJknQVp2126bWRh1XaWi7totWE5iBV8Bq0B9C+edwqtoKr9pVN1wpwzLT0HziRu3QJ0OxFenLn10t/+fbv4bD2jkj7CB1AAAgAElEQVRZ/94uufOOK1A2vNw5fFBuMoD8BDyzh8L7nWu6UQ5x+J3ob9d9wP2x9sv93vUNjdhyVIr10zF209jSruMTpetzaqs+WD24JakentcSzkHXcqISlmZbG+9Hpz0kZ5sDQI7b5rwQ4EMGDpIpcAK755aVmBQiR5CmX9YXkivnT5Tbrp1vvW8634C1A/unG86F5M23tgImv0yZnI39vVw64XNaA5iXTm78tOjDF3P1UgTijapeSurHlCx9ocIyIS8Xy6+WJpl/oEz60fTHbRSRKTOZjT2rhcAIQzgOz8W6GhjlXqzpqNaD2XZEq8R3x+yrLzwYVhiCkYI1iLdZHU9Qs/5hqw1n/nfcsFiFQim2V/CJrmmCuY7NGao0lpSflFpsTeEVooMLnnNqYDmZ6O3I5ax5JScG5XMP3CpemPNK4LjEy3Jp8cvW3fm6VzCAdTquDW7ZfQhaeEC9aLcgviuZ6QAIjGkT82BCC2LScRZbKsLw+J2hzA7+SdjiwfVTj5w5Uyvbdx+Vo/Cy9oHmDuy53JFfYDnHUMDiojl5xbVzpW9KCJpxh7y/fZ8FAPIHqcnTUQUFD8voLzOxRcqHNdp3oZ1Qy6cpdAgCHXByUnL0NMpF+yHA+Luo+ATy+WVUbi5q4WSIFHFzDSWEVq1CLwQnG0v4cfMN+gcOa4zuQ+ctXi3YesV1UnYCtTBHKCTrJAoe3TCzMk/NmXOyYfd+KUWwD+57DsMDdufugs66UKcf2lYitNfPPnIr6kTfVWCLigahB/P+cxg32pmTPYwrkaDHj+1i1l5gro03I9ADtwKx7bk52Rif6HX80ZM8EeNzIRzM+sKxqj2YqJ7UxNdWyHUs+7HNKGtgJhyHMM4RaISa4LnzWN9VW77l9NSOSVQYe211QggnKu675QSF45xaIO8lwIx828ploDNLPdyrEESDjmvWpZJLcXeCqViTG53isRfg/TyIUw5sXypHOgp2q9NKisqQxgOvcYx/vnMoJBETnQdvWSrP/erb8vhjX5JH770JJmo8Rp/RocrqBH7HOwWLDXLoPJb08t4fnn1ZzmMpg7854fBSW6YmjqURdTjgGLTrtxtgPnopAka49tKOcZNFbaxfSpJMnjBamU4JtK7J40fCcxLqis14yWitr9AgkIbM7qpFU9STmI5Ib723TeUwBVIjZtzN7U1YH7NMv6zL24GyoC1w644P+xjJVBxWoLSAMYzOyUFEomkog4yUF196ryyaQ49lxF2FCfDX0CI7OtqUgVIgNcDZw2JFdhb9ULcQ0GM9mTx+rMyejrZFJgoQr2A4O/YcgQYQlC/cd4s88+tvydP4+/y9N4NWeCgXH5fmpjYwrQC2X8zAGqkXa2tn1CRMYUsN6Ri2MdQ2XpAsRFx68qf/JE/98hvy9C++JYOHDwBtHtm+64CyT+ei3jEgrb9cfzXMwWCWz770rjS3Ws81nZrUwUTRH7ffuhwCtU2OwVM2HxGhfN4UmTQuW705t+wqkHIEyuD0oxTOYfkHSpTOJQsQGAMNW7ulQH77xDtwBEIkH3shlFZ7ehEzXQ32B9OD1p8EDRJCOxvMnbrkLkww2qH1hdG2PXvy1QM2ERkzYCotOVYlZ+E0lJGeIr/97TfluV9+V/74s3+SkdiSQ819Zz63cZEvM7gFy9DuBs2jsB/YDiahXdPVEhIBKN4XqMyDsMUrF9uvOJl6Dvt6OzrgWId+e3nNFphOBd7UIZmOgBVeYEMBpNG6gG9qcpKsXDEfQlTkg837pBVr2EoYycAY8zMtzNSrb16GdnbIeaypb9xwQPPqRNJO3g6cVThRK4aApzMaveqbGzm++Y4gUllHIyIrMXKSSHpmP30P3BeHIoV2EO9EAPSEsGUGPuFYCsF66ZgRUByTZOuuI1KCyGIhaMP7y8tk1+FSlBdCBKqJ1thAgdxuQycr1f3ZFL4ranngmrBTJ5YHaHHCntoAtxNBa6XAPoaJ33bUkQRpu2rl1TIRjoQU5gy7GAhY+1uV5sj7F9UE86OXIWDMwr2sQ7qSY3mccl49b+p4bDkpVsYzdhS0BR55Ra1L+ZE1c9Yf3MMKYbhgzmR54bWNiD5zAWHvNoA5F8N7s48cPVYqf/2Zu3USzOxV1Q1y9xf/EWVAc8KISISTy7/84FNKCjUoXmp+BLu5BxrA9l1HpbHZcmKiZpA2qAMCbQzCzZUhZOIJ+fvv/wZ7/XIQ4rAS2skUufPmeSjBPdQccUvCKWYDcuOV8+EAgo3/9qz8RGUVTHjcNgFP4dHpksD9DLiGj4awACdEsBx1KpoCx6XZU8ZrsIB2pJk0aTzWqjjBCMlurEEGwSBHYO2Nex5ZNBn8VDCtqlMFcgzBKVpbXU5G1IagAV67dIG8tXa7XGjzyLub9shN184Ec3fWy0iFF9tM+qPucbL7SLm8+sYWaFd5mGRMlbXr9wh9Rx/7tyfgQDVOCg8XQfP2SeagFJkND1YB037i+TUIBQh9CsLlvruWafdRQ33x5fUIXlEnlYgu5EdHZA3CPkpoqrPnTpAN8OY+dvyUfPuffyP9BqXLgQOF6JNEOLflSTK2DhUcKkKbfTIyO1tSOhhMAwwc7aHwLKkpwBadUgQdsdoahCUgcgHL64D97vxjuEWMrf7WGZEKB2tC4TB0ptDhhkvlIOr0ANt5C6ZJ8WsbEIHorHwXbU9M9WENuFJTL18KZyW4Xl+A8FTTPrPxCcq+dtF0eePtrQjSEJJ1W3bIzSuuUip4OeWPwH7iSeOGSz4c6jbAYrHqhqv0OWVMCBaIb37rZ6r1c8zzfbgfQSaGDcqUf//Nc5I3ehTM1v0w0SqVczCNp2C5hKERdaapTeU/Nl0YomWwfjz4yR/qUggvHwbg0iWzpCOxWUIdSfLYvzwteeNz4J1eBoEXkqzBg2UW+l4vDlZcahLnYFN89EEnaPjFqp9+Zb089+JaOOthvR7ad/bwDASWmCbBhFTMBTrk5XXvyCtvvYfxyokDwkRiBvKzx7+p9Fjl4ZMzUKczWI25ehUC9pvUq2gyxLgRwMtDAUgmMGt6rs6qGeVlwrgRuIUZMnkE3t0ObGy39mzyRabW6YfGkCCfuPM6iBfO6kWOIirP3vwjmNUH5dTpM1ifpGcnHVjwiQQwFOJFxsyb5kyaCHHRS1GtWXzFUXnSII/chtitAdxndNYQTVsw6z2E9UrIDzVdl2Nrx7Y9B7EftREOKVhHhVbnXCE/tquAQQQdByvQ5gkmyNip2ZipI3oRmSRo2XOoDBo0naU8MnTYEGQnF/FI5rB0xIX1SDJm+8cQQJ249OsPzQlxWakZzJtBAUYF0gtv1BOSiG0budh/qyY/Ck+snU1AKEcfNKtgiw9Rk06qdsi9w+psA+/qQQOSZGreSOAQkHfWITIQTH0eaGN0BOJ6mxdlMxrSCgjdJGj8hxHxKh+BLiaMHIaJxBIwwHY5C2erfQWHEOwCMaIgBT55140om1RgHy1M+u3YJ1tdXx/BhSbDPdgCtAfxnKnBJ2OyMHvmODQvURZOnyDTEfGH90uAZ2H+UWzvSEFkrWR54IEbMEkKoq5ihPgLA4fBaur22euS47H+nIi62oBlGQQf1wJhD1Yh5AGN1LCmTcqVMaOHgKkj1KAKBI4hmibxiUmKXrinFgudzEEzVQcvamIcHH5ZedUsGQfzKJcPyhniD4LQi3QTEKaSJllKFAbqYL8wOAe3YAWxfWnAgIEyfwbDVIbl9TXYkwtVl9Vz+wqXNjyYjDBy1/XXLVFaqk6d1b284WCylk+aaKnR6NgMAIGxGMB42lt0GI5pCZhAncCkrQixjFvVIemm6+dif3K/CO46rtH/nIQlYsbGMU3tkw5PLC+EyGgMmHH3cvQrtNpmhI3cfbBYmrA/LBl98DA8yv0YV4wMxkAVGK5q+eGk0bqIJUG1Lgtzmnr57liOYOpYh/HENf0EYEPEvYg8xYltkG3CXyvKC9LZzJGm7JfOYiPlmy+9BwFzKk7v6YuLUkKzF8O0HUU0omALoi5BEDF6Di8KTq5vncAaWzvWLieNhvOT/UJ3wLv1bE2zBlKgU0gyHIJycgbKxDGj4NBzAWukdRpUoDMcHwQMXvAxYChNCFBejeDpffslygg48jDwAh2NghCy2xFTlwHup02AECJ/RRlNzS3w7i2VJ59Zi+D7o2AKHC6zpk2SdORnfF5O6Mk5GSP5PDbVZw7sh2g68JIEU2G5NTXnEbC+QnJQlw9LZy2I3ERP5jHYR2qZEqH1gBGWVJ6UdjDhAQjNN2xIBhQGn5w+UwOHk1YZAeGSmsL1N3jPco0Mn1mZg0EDtgmB32lgATh5VSCSUxjMNBOHD9ScQYB4MMhhqHcA2kQ8z2AbCPHygMGPGpWJNA3S0AwPTqwRjhsO8y+uDgjoMuwr7YAAT4c5emhWpuatrjonB46WIEB9M7xcB8jkSTkydGBfME0wUDDFbcDoPx7/E7S0ufLgHRA8FGTAZj+YdgXMyZzgzJmWK7nDhiljZpnt0EYLEXe56nSdaqDZWYMRgWokPKBpEWCACgTKQDnZWWkqPJwgDc3w4D5eXqN7dLMRAagRVowLGCsZCCqfOWRgRHiePlsjR4+ckaHZ/eBlO9xS7FixjiN2nEUDT4ThNQJt7dOX3t2WEOEEJYBxU1R8Elt8sP8XptihwzJlJmhMpQMQ+oErjMdKT6lgzhyUhi1m6Hvca4DpvvLMGRW8I7KGQMNshuNeK7RMD9aph2HYeRGkAvuVEdbRAzGTPiADeQdpYAq2PfqC09mgAZiAJahXeXVNLbzFEbEL2utkBO0fjq1TDLSp+RyhB9pq4ejEPam8OGY6lz7g2YuIU5wEnDxRKUWwdjRiqWMQZpIT4b3OaFC86AhWfLwK23I6EIN7EPDl3nJcOugtGglnGawPzc0IY8l3jo8ATQDY0XFqQP9+OFyjAUIcNNgOhczLMUNtd+K44Tp+2bfaNVa3WPWYf3sdAka49rouiUMQZ+Z4E/nS6x5CBubHd11kdSLOqISzXkJ6WlIJs4QZy7PfQrUDW05RuiakDhJ47PAnzUTGw7kzmaZlGqPgYd28KOCteqxMllbLJ0iDW3Sq+fHPX8YacaJ84v7rEV0K61Gu9S06+ZCxcO2N2hM9obVapZ/NojZCZkzuwTuk2WLOShe/k/FQZbfr1IATqt5btEXq4y1lonZ6ZuF6ILRCi26Wa+fhh+IM5oXyAhAO1GIUZ3I75MN+EgsSrpPivq6tKdkoh2UTX3wPQ/tW5uz0kV2OhiBEzObHf7cWXsxF8oPvfE6GMsaxQzfaqgIYfcz1UGpO2kxeij81F5smXWDnd/YT72tjrbbStq/9amcmXn44UHF9z2kv8mpbibsKGaShFQNrjITcmgxpo6xy+S+/Mj8bTZMkx4X2J/ueY8SyANCpSsvV8aZhsmx8WIBNJ8vTfnUKZhqUAc2ae7Ot9iI1vnI8ax/yBx9xzZjxh3Hps9iLY5wrrzbpEWHpjCPeZ9NcwlVfFo45a9B1lugeV2i7tUaONmt/oG70EaNwWVGf7LbpM+DE8p1xgHJJEy++eyGUxR7Ui2m0be53jxBYQp6laleyXIdmJ6/57LUIRPq311JoCNMXiiZL1S4jzIpchi8bnWDsFxTfrTS4bTMW5V7OS07HCicNX232PnmTw1MoNDStzcz0kwlYN0UNf5ORsh6uBTOtzURYDNYHp8OcumrZPKmHdrQDp4RoJSp0LMajGhVpxqfGymUREfo5KyeNuEnalC785uXQxe8UACpc7LzKRW06lF77YnvUYQjPmUS9LiFYWaa2DW3hlh2rKP3t0OJHe60ykY75WCdNcVoXibbXwrWcSIXWIxtny5HFLtyuSyM1NdXJ33zxQclU7cZ6rl7VME1aTaGW7xasFFLEHYJK66PwdNrr7jPSzDTEz2kUbintdFKzsbWxiuCu5CONTtqQBvRb48eqV8eZjjUms/GkMNXut+hgeh0f+B0pl+Vpv2kF9ndO/JjO6VeWyTKYAMKERyopJrzHcWbRzO1BVlnoI1pxUJdVn10+8zt/KMcaq8SKY83ub5sGrm/ruGWNmof/OOW7ylGarHSamNmAO/vG2qOFZ/rO2O+gi26rTCRTQcuLgtJ6b1imCssINgTP3Y98RhL5D8aZ0sEut79YP82/vRwBo7n28g6KTx4ZnPPS47syWtziyxp5mePnjNzVtPzlvPyXSK/C8SLmKPJfaBwvvLFePtiYDyeS/nL/HStkCjxouXanzM65ombgJPxD0IA8qml18iqrzVFl8iFxiUMrH12KN0XSxKFJ8eIkAeXHlGW1Tzug+7YgP5eTGXSACixp5Ik8tjTlDavvKGjcfRiFlZUs+t/u6oxzP2p8sD02Q3cXGG8MfRjstAynzjh1x5Kumi7XXjsfOKbOLiZPChVOcHRyxLJdVzx63c8viZ+dmMIWHWQF8cc9+/0Ic12X71fccjjBYBvc7yPLi/0dRbFr/Dj5Y55HfnaD44fuj+7KNfc/CgSMcP0oUP4f1BFhNF1eqNgXL0agkGuRKcQKrqhyLsEEuqXbnQ/fnXqgIemWAayR+eCsQocTneF3EfjMT2Hr4qxOXXGZWLeEXOTBReq4FEPuplTLUk2hFIfuOPRH9R2FQmy+iDSxIHQLGhYXye/Q2wWb2DHQDeG87ZRBIY//YuuKzuku15msdF92tDC0BQbhd+SgQ3cX+t1l2mMqktamOWqM2GMtRr5GURYZ3/HHtkWrS6h1GQt227vct2txBL3+dOPkqq/Lu+qi0F1uvDrc/RNbjk4AiAHKizeeooAwP/7SCOgc2ly9FwFlglFMiS9090zVYpp47sy2nabxReYVxZhiuv8iMiM6M19yu2BHa+ZPeJ/6ceZoApxONJoQXU9jBYpmixH6dhoyPsucFkVkZxlxy7LpcNpn/+xSB+5r+Yqn/RdJa39xyo+URYZpXY5gpWCKvhxceR/pnbz4SQOmXlpvbD7et+/heTxhZ2lErrxadidNVkNisLJqjPyrbebl1I9Pqy53OXxup9M63LRSL4+tw/rtlB2hXbPZ5UeyuDCJ6aMIbVq1Pabc4zQWs8iaK9O7aHCnU/LRS7bZN7q7uFaKx/hHaWZdsXU4GfR+DEas1vYNsMYQC3Owcr1LTttjtWzNbpfprtcNt/aPnSYWdvf9LnSTOHP1JgSM5tqbeuMvQYt7Nhz7MpMe5zmZmZoRYwSjMkV7bY7MyOGYjhNKvDIj7eRD/sVhYk4aS9XoHhl9bptrI6lYnqMZk96LlN99ydYTu/1WNeCCSrK7Ufxucce4pNrmRkvY20md7Mrc7fZ3YfR2uSoEXES6fzOPOiR13whGiArDi/eJp9+R8to6xBz2yecfuQ0n5tjboyJEoxCt0s3pXfRGxkFsXTad7tt2W6yi4zyPKiJO/5AGxdhpGH477Y48swuJxSNCv1PvJeq32x+371i2muljxk+XvorFxPw2CETeeAPFxxYBFZgwk7km3lFYKGPhn7XmyVm/Xs6HelM6TBCFkPHoHwVuZ0kqQ+JcZP7OFS+Nhoyz6+qSXRkr/nGcmJSxsjz3BMBNX0wJ3TJJN+EWfdpsaiLK9O1Lv3cS53g8uxKAnBjB78bBoZdFuISahYNVrrtf9H6X/E79MQCzT/WWV/709hZ5bet+JUsFa2rnubmdEw+U4xasscXGCphII6klRn7gC/BST2Gra7rvPCdPZ/9r/aw34ozFHywIFTh1RPB38tnPWZyb/ki/OA1x0+j6bo/niPbtTsY6I+1GfU75+Iw3Vrupwdz+mCJgNNePacd3abYjaOztJNyPodsgsMFdP/U3PCWRrnP7RmcpNB2G4C3M4Ap6KaOkV6jNBFEut1Dw8mBfaGTfK+sFM7a2r3B7C9Nwi4ul0ehWDw2UbmnIWoaa9Zxy7VkB66OzkNJqc2JyQNRrHa6NcnSPoJIQ/0L6zu01pCJB28sdmlbQfDJYbMDVzfykBx+sKuJow+dWBYxha5keEQ0JwQy4dUSD4lNA8yhAFX74jkS6hQVe4CF+qiyw2qH0qjBxtlihbMouemsjIL+lnbM+Rlyygj4QNw0NyIZighPu8MpWBKdAJEWZgUhWCYnUZOGBSky59QZ4hrCVxMKb24hAG9pHdOndyi1TDp6E05oLWROtSB+QZFwhCkUG5FCrBWgK4WBzHpcDfLxsL28z0hbabDmB4Ts2NIcQkchqN9uCJ6jIwodey2gD+tra7sN+RyH0DGNK9jXpt38zrxeBUNzPGawhrF7Q9DC2I1PBe9jJwzbR2Y7DyaodBQM3L5c0lGbUiYoYZkK927XDOdbYUVZfKzHmMgjEIGBzQoPLxx4BDaXmRUzcWnkRMWGTwIwWIzTdzCmjwPgQ2xTc58VXP5Dy07UyGYeO33TdwijIGBM3gDPFfv6bF/SA7IfvWwHeRBYNxgV+tO9QqazfckAy8ezBexFVCAEYPLpFhAI1KIePVeMg+BM4zu4kciCuLPhYLiL+zJk9A6eLpICGsOw7XC7rcfA1T9Ukq+O/XkYiQgSiz3ziLgTSaJYNmw/KqZoz2MyP01ngvTxiRLYsnjdL+vUJI8BFuWzbVWjRTdpsQWgJVK+k4+SUB+9ZrkL1tXWbZf2mXVJX3SoDB6fJVYtnyS3XL8CuFgQAQN3KVslnnU/sJW1BUIpX334PJ+UUITh8nfRDKLssHOh+36qrZHweAkyAqVN4dUDY/Pq3L2C7bgBY3CQD0/pCfLfrZqfahvOyYVuR1NTWIhg/6oLAykXQiivnTZS0AQwOEZS33tkmxZU4pBRr3CpgVCBb13Acgn7rSkaJYsSnEnn59S2ImMQD7r0yHacaPXLPSkkf3AfRihC1CfL5F394VoYOAY23XQE8eHADzueFDHpn7U789sj8OeMRRAHBJiBoGLGKXZaPw8nf37pLcXDX78cY+sSnbhManE/jRJ5nXtooBxB3OYBDBjJwas3YSSPkkduvFz+Cn6x/f7dU1ZyT8+d50gwiS+Vkyvz503EoAk5YQt+fRtCOp15epzHDPvPI7dqXz7+BUJ6V9fLAwzdJv2QIXiZEnTt2HJLTtU0yeeowyRueiyEXxpGAAs/192TXvgINADJ0yBBZvHCq3LJiKcpkZCpOBvw42OGIvI7wixUnagBnO4LwD0YM71Gy+pYrEcgKQhiGBx8mM6+t2YiD6M/IXOzbvgIhPTs7vxN7880g4EbACFczHiwEVEPC2ZNgcuU46u0UjlM7VX9epuFEEh4Zdh5HYb2+HqEAcWLHjcvmd6LmaG+4k4/j17bsOyod2Dt6/Q0LZSiiAPHiJL/21DmczHIER4MNkAegfXhV++u8duHw8jc/QFB21VzwB43Et+MoBPpm+fLnV8ksxAyuqa6XnYiPHNGk9KSQJGjLTfJJCGieePP0ax+oUKcQY4gKH+Igv7xmp3zzb+7QUIzbdO9t52VpK9zHG9Lj5B5EkT/H+uTGrfvAt6Fx+QJSjUD6T4NRH0AEpb/78h3SN9l9+Dx1fEQngvD61/98Sg7g8HcKNkZZagg2S2NZBU78AZNGlayDYSZLEWVrE+iiNjZ3djkE2EQ843FpHYjNWy3Pvrpen5GBawhATAjeeGeDfOMrD8jI4UOk+Ngp2VJwGHkcqYrcALkDuM3GqUGelUHZuuew/OJ3ryPsIRFF3Qjdt6PgGKIWlcj/+dIDMn5strS1N8sOxHMOhso0VvWcGWNVY6Pm+Pxr69GmRIyHgRCuOEOVWKJPwjju7wyOFtyKM2AjFgJSCnp9yPtXn/DhsITz8u3H/iDnmhnKEIIM+0orcAxf66FTknQfTvRB5K+nXlgj7dRC8YzznG35JfLSW5vk5qsXy92rF0vT+TYIxqPQMD3y6Yeo+Yfk0NGTcuQQwlUmvS6fe+QO7UQK9w9w6Hj+oUp5pN8yCFecRQxry09++bzs21+qM4+Q9EEoziZ55rUtcqa6ST79qRWIqeGXXThl6f/++hUQT+0YWIKeihNnEQ0L8YnvXG61CfW34jzj197ahdCHIR0LVyCGtGqv5jIIXAQBI1wvAs7H4RG1SreZ1w9hcjUC/j/79jac0gEhe7JOsrMHQZvaipCDiGk8BUHU84Z3QmNrb2RyOxDDtRVaXxI0gM045u7Oa3CQOTfwg3GFaWpEEASaEnF8O37bZlOURMGiZj9oy1nQqu6DdnPqVL28BE3lXKBF1n1wSGYiti4PfKe2MigD2u+q5cgIrgwzKxmjD2bORBDBNVrVoO6/GYH8A/LSq1v0DM+nnl2PeysRohBaGK49OIR9y5YiGQCNioyUMZEZ1H1PYam8B60sEQz6/ruXyi1L58lbG/bI759bi/B7pxH/dpvcg7ppKCTlvBi275V1m6Sw5DgEiRe0LZNrcHoQD9quqqiX3FFWbGSgAPNjmxyBkODhA2TQh49UyqJZkyWUgDYEUrVcHzqFloJPP3SThBHL9tnXt0o9QgI+gTb841fvlRsQH3fOIsbjtSYRATD9J55dq2ER+yMkJLX2X/7xdWmFsJs6Kcs6pAGhKb//H89JxZmz8uvfvyQ/+scvUSVTsyuPtPvNH9+SKWMfldS+6AtMoCAWbQGPSZDac5Vc1Sp5Hi7j4GYM7i8PQCvnGOJDhqjkCTe7Co/hxJ8W7ZPHvvFJDUlZdaIZQhkatA/rvV6EGUQcY8ZqfuSuFQjX2F/eXLdNShDn+dX123GA+GicckRTLiZhWEKg2VrHCyBn0I8PdhzGeaylMm/aaP3tR1qeHIX5A8pOkAP7juAAiVIJ4ManVi+Va66aLX96YxMsMjvl/Z175cbls2Q4Qmpu3YuJFnAelT1ED73v0zdNSkoqpA2hJjV+EgUuxlPZiWqELGzT/cnH8U7wIIyM/oisxec6CTKXQaArAhZ36Hrf3PmYIGCtC7oZhF9mzRwPBg+TKzS3gmPlYJsJ8v42nAcKBnYzj2Mjs425Qh5Y4l8AACAASURBVAh0XoCg8zxeLCHZJ/uxzideK8avk5RHiDkXRWzkIpPCRcGZghNe5sweITetmiWLFuLMVDDLC41gxraTC+kd1AfB7GeNl4Uz82ThlAmyaPoknIRjBbjwMtg6tKU504fLyuUTZdlyHJEHG3MlDkHPRIzhRTMm6V/uUASqRzP6pibKFTOnopw8mT4xR7buPAwhlyI5OCDgxqVLQJVXrrl6vgwZwJjDIdm8AzgoaLhsuoMQxO9t3otJik+Ww7R5HczHqcl99DzSnFzEZNa0XPOFAPIh5i2EcBJMjn3hsVvEM2x1okHJYF2caPgZuH/yKLkewv36K2fqBOQkTMEe4Ds2LwMCGW2fNlEWTZ0oNfW1OH4P693QuK5aPF0KCyAgWjHJgCb8mYdug6btx0k6ybLimlk6EanCea9ViCmtYSRJGu7VNzbLC2s2oY0MV9hJiybQbrP7zhYmzNMXcY0X4LB6C9PJCMA/WZIgsFsxEWAbUlNTJWdUOr6HEbM4VWbOGQ0MWrRILRGCccaMHFk0L1s+9YkVkGMMEAgt9zjPw3VbNix6HPM3sXj65bcRmJ8THOfiOrM1qrbsKVSrw7S8XLl22WJErfTLXTevkJz0PijdJxtx1CB9CBobG3UUjhidLQPwLCGhQ8aNGyozpo3AXT5Bm1FmCQQqwx4OpEDFGC0tQ1xqPouq30WK+WoQAAJGuJphYGseFhAUALm50E7H5qgWsAtnqhYeOiqVNRcQ2D4NGuQ4yAK3MAbjQ55yBNNvwJFe2UPSNVB+MU4jOVvfqgLIkak8E4YXGbOaFG3h5HQBmTCj4fhxEklCe6Kk+LHGCHUhDcHvaaokw+NHAPcC1Fgh9GG5hNMMaLDL0njFPO0nCEYKITkEhwN4cBpK2I8DtVk9DjLgXxhaTRBrlqQlzHsIEs+Dq4+UHodG14ETeoZjgtGq5l0KqQUzJ6IenLV6tgln1F5Qkqmts97jVTXQynAPNK1A6McErJ+SzjDXZxMoABxhFVKT42Fgk4N1zJFYHz2B4+XqYEZlrFotz748lCQQVAxynzFoMArDTIBtxrFnXp63q78DOKe0Xda9jwPbYSJfiDNxJ40dBvPpKcjNkOTgUIIhCCzvDeOEFWA6aXyuJGJGQVeochzpx4vtT04GiGgnNfTKk9UqGMkYInMhXZuOnlAQS/Zh2IcYvzamXpaMetMQ1pGOcBeamuStN2leV9sEIv8zJjDrsurVEnD6i4RSZeTgLAwj4IZ2X2ikpmrXp6mRDjRx/FCo9cFRfcdPn5ON2/bhCXqIpmwdTsgDwg6Vsm3W5IR9x/wJnmYI/4mapvDISaTzSDrOweUEayc04W27cNA8es7vhcMaJorWRUtDCOkrsH/bK/PmTsMabALwrUCdHEfG8GcDZT7iIGCEaxxQPla3lB9ZXN0SCIxy65Xbbr4aE/NWHNlVZR1aDgZ7xYIpMNdBswmSPdsXA5eD7RXifEuaBekQkjN4IE6MEdm9D85D4F7K9OyLTNJaT8QNakF85DyG3S+Av3bc37j7AJyXdsLJB2bqK6Y5uZWhX2huku0HDuIA8CLZtrtYSspPK1PnpcIS9LQntEgAAjM/v1Q9cceNHMpVQ6SgZoY/TAj89Lol21fZDJ9gmJHP4hg4fk/vj3VGaCk0f3KtMTMzHaZcBPMHyfU4FYVCVS+8QZUnYe5k6RB+ucMgCANwDIJXrEc/U1BVJxM+CMbchnXR0cMH42+IOuxuhzmdfq6OPOEh8gF4FHthniXtu2EF4MRjzBicDkRtSbVHy7P6T69uwAkybZIC7fThe29Vkk7VQdMHfQNw7iunIOq5iywD+vdVQcT12bONOMQeaajJ9cOJQblDB2INNiAvv7kJtFjhKqlNW/GfOzVEZ5rAsdKMydROmFa3239H4fBD7GdPm4LtPvQeD+DA+ffk//30eTl7AfVhMuBFP1Ew6xqtxoGk4AxJXQMOMifeeNYnNUl0TuK6lFbUybxTJ47Wg9Rfgam3A2un9EjW5xijHThS8OxZnGaEvFnZQ5EB5md2EsoeMhR9g6vuLDRW0LZkwXgRnNnb1NYqP/31y/K7p9YIFH71ltYxiQppkSkqKcH+4ASZPWu0LgEU4Jxg0UPMOwmMssS4CTffP7YImKnXx7br7YYrg7AEhWp2FBpgxjzeajicWSpOX4C5twQPQjIXa4PcUsIzNt0XNbqSsho9g3PcmFxphiYW3uuVA3C6uXbZbM0bffG3Na+jUkThxisExl9RXief+Oz3pAX3ue551+oVMoseyxCGKjjxV1PTJD/+2Rv4zvMzE2X5gnEy+hGcl4pLz1xFOU/8/j2paahRBxVwYll13SKYGrHlQwWsdbGpFAbO1QbGzDM/vTDdJiVBgyHdNgft06cPaKALEYQaZw46MbC4Kx1eKBSYhzHhW3GGa0EhzhPFd7YyAafqzJwGUzs0u4KCUukAvuPyRsCruq+88t5uHHxeigPFZ9g6HamBVg2Mf/Xsm3LhzHk5VF0JbBPgBXw1ninX1zRVpxvknW27OU+Q5csWyICB7Bd4yrY06doo13x51istEBSyiQnY9kJpngjNH23lxIHtP3/+vCy9fpGUvroRE6IyufGGOsWWp5vSWcuqj0ODW2pIH6sJSC08gnkCkm4pQuqli2fLuAevlvS+KfLoZ1bLv//qWWnGOv2eg+VS/J1fyTf+/hOSm5UeJZRoyg2243BwmKS9niStg2v8Id1+5VzWeKEzWBCHmI8blyOb4AV8pgFa+4YdarmgbxtXDlrb27Rd3O7E9hMqNbnDCpCaYoXibKcXNtCeMWGsrLhhpqxZuxdrtj5ZC9N+dfUZ+eoX7kZaNimMA+orpQWTofHwMxg/MlsScej7SZwp24g17L5p9CGwxrFaYsxlEHAhYI0MA8nHGwGHY6pqgD8eng4pcdsNy8CkglJZ3yizJo4FYxwE4cX5GNM4kMHUCaFzhAdYYz1t1tTxkjdqOJidT/KPlEpLEwPUW4kpgGhmdQQrS+hcayQDDeMcTr+MxWHmo7OGwkwakj+++K6s3bgPCbn1wjL/JaR4cPpOjkyYmC1Tx+XKkEysa9K+pxcPrua5t6VSevKMCrfPPXyLjJmANdYua8UQFvZaLnN60TYVOGCqPD9XL0pglEmNSNttTwp4X4U9bnFNjxo3NV+2rwXOL8+8+p787onX5Ce/eFl++l8vqaYVCiTJDmjcNJFOmzQBjmEjJBVtOkSccHatU7Z67KK8ktITcqT6JISOH96xN8nYkYNV2AW57Qlk/e6ZtyTcmqBe2XdduxD4AAPUQ6FCjTTA7U5cz7U7iyZmP39Dq0YPa33ElGeQrrxqHkzV6dKKNqx/bxcOoE/TZ52Xy+KAm7pnF4Jm0vgRMmlCLv5GyFCce9qRSG0vgHNcR8uPvv4otNg8xelsW4v8BNu0aPRwyqXT1le/+Qu596//Q9ZthIDD7/nTx8oEnCUcxsRK1VS9LDYVRP95sN1rEJy2brxqJgRiUF5fu1v641xZ9h2NF7SsaP8hLydKVtPRDkwqgjDJO5YTnc9hjH/yjpXyd1+4C5aNLOSjCfik/MtPn8UJgzB3o5ytsKAkBBJkxqwxkoh+njpxOA01sjv/kLUX1qbQfBgEYhEwwjUWkY/jb56HiotamTIyMFUvFgDnzZqis/0EMJllV8zs5HXkuTbfpbwqLjkjDecb4WyTJH94/m1sqdkO+QzvSniEHoZJTQU2Lq4pwg9Wv3dezhDkMVweyYE377e/dq889u1PYU/iFQL/HXkZXsPUjhwzXM7QDPnG394rP/jKI/Ktr62Wm7Htx9EcwqgkAdzv+99+FHsm4RmMiUM+NOgg1in5zLlYFn+REVtXSFKSHI1VcCA2TKsR4RJW5xdmZ3o66vBSRo2JwwCsCVOYUSM6Dy02Pd0v//a9L8o/f+8rqN4pX+RoxUmpxpaUZGjGf/zTGvnVk28gqIMPXr0wDefDCcdR4TELSYBJ+Aff+rSMHjRE62AbnIkAJwlbth6S/UdOwHzcItddPU+SIei8PpoqseaZlgbsLY3UwYz0NrU2RbyAqYlzqmMZDbxYx0RYxHtvhsbrly3b9ksyDu6OFq5sB/7s5nDIDB+YId/8P/fKd776gP6tWrFE/EGsCXPCAs03c2ia/N3n75Sbb1qsgqjy5FkpLCqPYO6Fjd0PD/CkcLPkQjB/8p7r5YufvR33MDngBlNnMmRrhw491L4fuuN6GdwnFZ679XL8eD2w4znAHuCQpAeP83s9Tfw6vKxxfY5jFPfTaB5n39ltmTN1pPzj1z8tVy/E2cOg+xA8hkux75Xn727fi61KWJ/fufuY/PSXL2KLWh0sIB7ZsetwZ3+xCnMZBGIQMMLVDImIoOyUA+A6ECS+hADMkdDm6GQEbdHSICx27MBGzfNAQQmS+xH0AM4hMCvm7z2lgrADgqi4FM4jjraHb2RMyjRpnlTxZv2p8KQmCK3Hi3U0PwTKtNE5qs3UN7YiKEBrhBkyQpEePK5mW4pVhBoA89bL1sITodWsXDYHGp5f8gsrpL0ZZk4639gX2+p2IHJoHIb1YmowtfXNSEkGD00YmmJlVYOmp+AYjGAOuh5rS5psOHBx8wrTlh+pUick6tE+5AuqwCSdCIIBUzHLCEBz3LjvsGzGdqDWlgDMxCIFMJ3CWAsTL/1Ywfh1a0lAlsM7OwBiCwor5QLMk2rxhOB8/s13YZ4OSxrWSxctmcGG655Yrt1mZWZA0PoRiALmXTp9ERqQwP2pxJ91pMPRi1eEAQD/ieOHy+RRmdIMyXm6Eh6ykYmHLYXYVzbMHmh9nDioNUCFIB/A1xf1cJJgaY/sDp/cefMSGYwtT/QEPl5drfXyYprHMAl58pc/kB9998tyPbTRxAR1UUK3WkSrQHUmHcjDftNzUeF0tnTJTK27/AQdmKzxw3IzB6VhMhXWfc20COsz5DlxCnUDjCEZsHSgIGvigeke6kiQJrntuitU6DJtLbypj1edkrN1lkfxUewt3rj3qJRggkBYjhSXY40aXwgNb0SwYn3mMgi4uZ5BwyAQgwA9Nsk7LFOu8zB6PhaG9+QOrH95sY746P3Xy7f/ZrX8w9/fJVfNmw6emKRRl9wXtTCu5TFAAYMm8E8ZMWuCOZfCMZzYJm0Q7PtKyjVrYoIPWzxc7gEQOn4w1Q6kp2MKwy56GWYPlzNBoInw6iWz4C2biMhNbfL8q++CxUY7oThpqdFajDYs8+bkwVqYIPuxnaXiDDQf/FcLZxtG+klAoukTR2CrETUz5fL6N2Rgf12PI2P+7WvrpAb1hcMtoA/CHGWxniCE0e69cEyCsL/p2rnyg7+G5v3Fu/U7PaH37T+MIAU0PdPkCgFIwY68Vy2ZJkMH9cUaX7O8iAAZTPvB9gMQlE2SBq/Zz66+DvtEEYAC/xEH0rAQJtkEVNpwrkXe27RDTamUMpt2wCMW91Ph6EXTvSM8LUHIfg3K7auuRDfQ5N1pKaBw4hU1rUL7A1j/DEDwBbGWzH7sgPZIa247HKNaEEDCG4LxGf3d0YL7sGNTbPbvxwPiOQVAO1Fggk62MDHBZEInRugLfnAJQSdbLqHFPtKmIC/NwDcsny8D+2JipcsOdHhiJlhcZo9VHDZAAz9V04D9rgGpwL7pXXthRcF1xbwJ+tna2A6B34GxhLGF8dgMYRlAxRyjqdCAt8Ek7IEpeBoiNn3za/fI9756nzz2tQeBN7aHIc0eONQpsfY40ELNZRCwETAOTWYodIMAGBs4JR1eQjDduZmcMltyRzCYspOnpfpMHfZSpsjiK+ZIogfbb8AgQ1hc27j5ABydTklzB4UNJQwi3NScl4e/8C2wNB9ELLe/wGnpxiUqgBhg4cypOvnJ46/LGTDFoyfOSF8w0QlY5/Ipw+dfEBGOauX+z/8jNGOLDDoR/ev3vwot0VoXDIJeapgJcGRafcMV8vjTa+XdDfthPp0vw4amR9pLDZO0UpRZ9sMgNMX58u57++Ts+Vb57j//QaaPGyUHKsqkEZX5Uf4dt16D/BDqaL8KZ+X0Abnrzuvkn370e2h8Z+Xr//AraIGjpKYKa770Gk7yKUbHETrSh+CNCxBScPQIrN2h3kQEbXhl3R44P/mg9RdKXzrh8KLAh4aemByUO1ZeIb/6/Tvy3gc75dqr5kADLkM52PgCU8Hjf3xVfgrzMsuic83EKcPkH770kCyaM002bt+P4BBvy5bdR7He2CxHSqiNeiGUFmB/rw9ez3Tw0tarMGKjuF1nHvYN78w/grs0tVIrZSOt7TkkjWvanABUlNbLI5/9IUjlYICgREE/+N6jUnnmjPz0Z8/J6LF5MnBAAgJllMu5hiAcvsIyAyEYg9jiFIRkpUbOiZZ6X+Gi8IxMeFA3S7U2baE2dLLGYOY44gQMYzMt1SuP3H2z/OevXkV5GGPIjCey8uqF8va7O6XxfLv88Ie/kNF5Y+UgPHxb4YiWkYFxOheOeZgMPPf6BtmUfwBe29mSnJgkRUXACWWnYDI3YdQIefLZdzCOvTINDnWTJwxXi4EPASvotLcT1pDtu4tk0YKpfBsidGtDzGUQAALWW2GgMAiQuUZddESi96tfEjGztwKmQ5vSCwxOtQU4dhw6oo4kOdlZun5GvYtm27xRI7GG6YOJMSAFWGdjtB4P97FA02nX9U9onjDttoNhdqiGDA3PmyJN7Qg0n18sRbrfEuZVODjdfRsEGhg/y1BzIe53UNvA2hxYttKhuh6ZL8Lz+eGQBY8UUJIgc+dOxTYV5INwfGv9FpRj0U1DoPJ0thuMW6NU4eqb0le+9GlE60ERjXDG2rqvVBrPtkEkhuSRe6+DUMQ6LpI6QkB/oMzx2Bd8wzUL8TWArR3t2Cp0TMrrzunB8TMnjpRS7L2EoVe4Wps1DBGblA4vhH2m3qPvTeHBUggJP7YiAQ149nogACB+IQyw9t0vBbh55O312zQrzbv0522HOZxhDznRoHnZxzVPfL/v3mt0ImEF96iABaEGaRAreNooufXGpVo3saSgpEjS9gAL5r3n9uUI9A9bQjsFGscFxa92gTaXUy7WSacr+OZadbN+3PMh1GMhBHMH8OW2oy07ixGtCZYJmOlvvX4JAmegXdBoubaZyL7Ugi2NvRNT3rNCRjKWMQP762QDXW45x9FsTmK49zRP4zb7WrEsQVph1UiCZeH+O26AIAzCihCQ7YUliPQF4Y/8D91zqzp1cc24AGO3rqFZ9hWUYTJxTM61hKUfHKIefehGaYST12mYhGnaH5mbqRNDBgWh8M4anoH7oo5ojAKmk7R4l0vrjvfY3Lu8ETCn4lze/Xvp1qnGQs4ac6mWGIZXZBn4VUDyEFQhfYDlKKICSS8PwsVVYctLrQzqnyF5Y4ZCaDIQAALt49neosNYUwyCyQ+C4w5i6laeEX8HJBpUHDJS5du4sodlQrPBlp/9R1FWA/m3eryOGJGJgPWzpQ/MntyGUYnQfeXQlH3k8pACQdDnh/BnwPUZk/Ow7eOCHCs9i5oD8FIdhzoxKQAXLSg/KU0NTeKDeXDutMlaZ2VlLcqrkRREaJo2cYzS43gIc/34JLTODzbn6/5Lrk9esWCGjECYPG5TUucpxc35tMzacM6Vg0UlMCkfRvzcZnjc9pf5s6ZK3vgcOYGoQ1WnaqVPSrJMmQRNHHTzYijBwkMnEF6vXZL6JgCLIXKs+IR6ws7DKTZJnFBAQB+Eef0cnaEQFSkZsY3PnUcUJJowgQWdmEh/EJOVgRDCDIBB82wTvJbf37hfissr1HGK24EWzZ4C6Bj4wS+tCDy8b3+JBHFSzhUzJ9njgCfwwNS/Z6+crmqyAvcPsRzDtL8weaHQKUNf8qIOi5VlnaX7cNrO5MkjpA3a3m7Eii6DA1czhFs61jhnTMzFM5qrPVj/7pB9RaW6LWg6gpKkJts4ainWdR57aA8cLVFT/Kzp43QZoLCsTM5j/X3k6MGSlW5HvoLj04nqGtmNWMfTp+VCC6VFAGMDE7xjCNaxfc9+ODY1STb2uLLtWcMGAXtr4JVX12If9CEpQ98wWETWsGFwasJBBYMypP5CqxQWl+n2sqmTc6VPIqZAdr4zteektALruQgSMmPSKElOgAOWCvuYq7t3Kzad+X1ZImCE62XZrX9mo+IxAQpc3LfOW7VMjqq6OHLVrkIZO7U+l7BRmaP3LKHjHB9HZx7reyd91j37t1t1UTXJ0pQj+aAZW8EWHEbmHMXG/KTNro+alubnPWop1GLtCYRjggQzVYMo2whGrFWjzc6Rc1zb4z1qcpHJBAlh+20mq5MSBzudLdh1aHOiabTugF7Wi2PWrPosMsMwofN0H6UFAkdNsbQCqHZuA442RDAG3Zz4MF0EP+DN5OpMRcFNWrj5U2l2yiB9Nl1KN/GlAxX3C1PY8x4x5b5RoEN7uyLuMttyDxCKiOo3pFKzP2MV07GLkt252FDW5Sh3HBc066Juas5atrbNlUfzsnfoIGVrqYot+9UuT/uWeiT/LA90rulqgBCnHxRkpIvkYbksw8bEbj87g0f0WWPWxl3Hhk0T8msREU3bws1qlEWHkmwug4ALASNcP+7DIYrxxAODDJZM6r9/ORqq8ro/92IeWzZ0zUpm6ggx52m8ezY/7bb+2Da6GLC7UkeQdiXkoneUl3epm3SSeXd5cJGyYulkUvven0PbRdJ2pTVena56L0Jtd4+61sGU8fvNEYzx88SrIQ69Xca4Ow2+U3jqZCoeDXHK0+bjvk4g49Fg7hkEunImg8nHDQFHq4ltd+T+n8P8Ywuxfqvy0m0xDnciY4tzxWNeEdpiBSvzx7tn199dW2MFnGqOrood2h2NyPmMQ268W/HbTjpRcFRZcRobwc3N5N3p7ATuci5FX3fPcb8rrd11nOu+g1W3+LpQiVeH5ovpN4dGu8yudMVBWtPG0MtyYuniPSbTOvgc/+vwc2mhEYzs8mLLYPI43RWHKnPrY4pAfE70MQXDNNuFQHcM+GIgOQyom7yR+KtRzy3TbxRzjZc/wgzJDmnGiyYk+jcfxiYgQ7UZJbM6X123IiU66ZxnsUw0HqPtDhel235oe9VGJY0qy1Whc9+pW2myftArtvOKJY7J3PeohXfFK5pce2LzYdrlTuPQFMErHpjRNXURdHzcJRvocdqoZXcz8YopurN/rTbr46g22bh0GR64EcHZLjRWmseOydjfblo+DI6xtJvflx0CRrhedl3632hQTzEDm+FYAQDAM2P4vhNFKZrhxRmCXeghs+1klFGasM2YLV7oCAmktaIHuMCIIYY/HXkVj7kzZ0yWuMh2oTUmlbuMLjQxbTzBAYLUA9X1zFVOVFu7SiaLAG0bM1naWLQ8dhPFOuL0QRe6bFrcQkXLd8CL1w6LlLj/usvpggvooZ02pg1xy3HfjPSFrYF2EYCujkZajlNrwuceAPZ3XbPn5Qb+QwyIS42HSzbCJLhcEIj3Vl0ubTPt+LAIdGFCF8n4IdI6jFw/Pwyz6TaNw8y6GabMF8Xv7HSkMVZLVDngZqJsI9PxL7a9MfV1yedKf7FnTrsijjDuehxhdJG2xQo9txByOdvEUq+/47bXbmgUzdH1d06IYumK/U34HDxZbsxzbXsXYCOkUrBpXdpXcdI52e1ntFZ0vWLyxfZFvHKdQuyuj0z4YguPFO2qN7b82Dz8zTTOX7zn5t7HBoE4b8zHpu2moR8GgVgG1d3v7hiPcz82n7tud17396g8EEaxZThp49Ydhxkzf2z5jobilB2PMUbV6y7jEtqas/8xggGqjzBt10RAsYihLbZvWIabjkiZ8QSTq6wo2uNgwnpcmMRaQ6NkWjfZdZISe2mZce7b9UWsD7F9Grccaw4U+6irdaJLiovciDGVXwzP7krR8dTNw0u1q5ts5vblg4DxFr58+tK0xCBgEDAIGAR6CQJGc+0lHWHIMAgYBAwCBoHLBwEjXC+fvjQtMQgYBAwCBoFegoARrr2kIwwZBgGDgEHAIHD5IGCE6+XTl6YlBgGDgEHAINBLEDDCtZd0hCHDIGAQMAgYBC4fBIxwvXz60rTEIGAQMAgYBHoJAka49pKOMGQYBAwCBgGDwOWDgBGul09fmpYYBAwCBgGDQC9BwAjXXtIRhgyDgEHAIGAQuHwQMML18ulL0xKDgEHAIGAQ6CUIGOHaSzrCkGEQMAgYBAwClw8CRrhePn1pWmIQMAgYBAwCvQQBI1x7SUcYMgwCBgGDgEHg8kHACNfLpy9NSwwCBgGDgEGglyBghGsv6QhDhkHAIGAQMAhcPggY4Xr59OX/T1sS57Bvd0ucw6idw6z5230QtSd2COMAc9fh33o6eeR3nMPN9fTyOPd5eDkvpy49GNsipvPAc9fzLodmI/2HOjDbrsedn/VEaI5tH+p0p+1SR0xbmNaNB9vk/u3O36UNbB/qj8KTBbiuWPy6tCMGx0hWh8447YvqD2d8MH2cfor0v4N3TP/HkGt+GgQ+KgT8H1VFph6DQHwEwpAVHrDNsHjJH8NgjkGk9NlM10OGiu8UAkwQCksQz338iifhcEB8FIRhZsLlwZB2+LH+Jrd3blhlUh7o7chzL2RwCPfcjN5O4AgWfIa9oBSVekI+/mMVy/ssj2VpVTa9/AFaSXcAaQqKiiUlKVXG5WXjflC8Ia80NjVJY2u79O+TKn37JKIMlOsi16IzRqCQHkcgqmBzGmK3h1jp5eDGJLznSmfnV/JCHXjsk4qKGqmurZHk5GQZP3q4pKQkyf6DxdLW1iZzZk0C3sSYGZx68FPbzXIpgPHBZw5J+p3/sF/wHJWRjAjuUXR2lml988qF8xek8NgJ6devr0zOG25X5q7cwiGEfveSChRsQQ8MI8TEYhNbj/ltEPjfQ8AI1/89bE3JHxIBjwpIXEEwTy84sNcWlMqpHWbJ5xZz93nb8d2PpBDJIMVmSwAAIABJREFUEAzK10N+S5y4+G+kerdAYlqH5zoCQe9RADmCMZIz6osHAtESqi1IiorCCSpAnCot4eEINxZqPfFiJvD7P7wtjRda5bEffEGGDkzFw3bZuG2/PPv8Bnn4/mtl2dWzIcCihYH+tCcUEUJQpk5EHNodoYcEUZMGZnDaHVOuU5YXgq+tPSj/+stnpbDouARDaL/PJyOy+shj3/yC/NfT66S+sV6enDUdZbWRmAgZ/OIUG5lcOE8jgDCR9qwmVuGnmIB4nbTge2x/2bfPNLTIv//6RZk+KQ/C9e4IllZhTjmkyCqAtIQxHjonSNFYRvKZLwaBjwiB6LflI6rUVGMQcCNwpq5R3li7W/70xmZZs36XnD57TsJUq6DF8r/Oy2KY1XUX5F9+9qzUN7cpww4i3Ytvvi/NrS0qYKIvMvCYm3YiCsOo9FGaq1Vv53P81mK8oChRXntnu9Q1NkcJh1gZRiGoFzTVDn9YLmDO8Ksn/yQdARQU9ksHMrRgehuCkPMpMUhLoYP/2Xz9HQxYRajsx3c8V8HKi5/U5DE5YRkeptX8QUIHYQONjnl4KXE2lnaaDk+SPPb4M7K/6KRkDUmT21YukdXXLZDrr1ogPr8X05ow6EIrWB5JBtisxyKO9bMuCE3OhZReuw58Mh2tChYhVr6wTgRIGDPY+BJU/nb+SCuK8QRC4kel1uzfzsNytR7+WXm0f+zfHk54PIHOPo3td5ZtLoPAR4SAEa4fEdCmmu4RKD5+XHYWFkv28AxpgMD87v/9LzkHLU85KTU351LmLLJr92HJG5UrA1KprVKD9cpzb26S9jZoLsp93Vf0b2XGthTkR5RAdFXlaFydzztfFQq359dsl8aG8yig+1coolVBe/NBs/ZC2BwoqJTCQ8VKoA8ywx+GCNNKICAhpWh67vBDoCWiqRDIFJAUnmEIlmBCggSQtsMX0D8KK/5RBLWjHIHQD1C79PTBfIK1UzdNwh8mBBQ8jubJtBBy+/cUStHRU5LWD0L2G1+Q+1YtkbtXXSnXXjUPQpV1ow6U6QEdlNsBJQp5fdDYIbRDELbBRJi9E8PSTmsCLA4qfHF1gKYw0pF+5glhMhEGdbzCENwdMEeLp00CXvQz2hCSBKWVNRKHkC+obQlQm6aghoWiHW0Psw4AFwQtYQ/oAWFMwbTB0P/H3ncAyFEcXddeVESnnHNOgASSyDkbgzHBJhgwDhiMAx844IT9OfBhbGz/2CYHAyLnIIQAIcAgIVBAOeecc7rbu/+96unZ2bm900mwCrfV0t7OznRXd78Or6s6TB2kC3jEq4DGas4Q2LcImFl43+JtscUQINnlY560RfMSGTSoixx1ZB9ZtX6DjPxwgnz1nCMxN1mMEOywPYlVSI/O7aVL1zboR3cpQSnBxDtUalFKxsG3akic3aXj33gA3mc3HcRDcoE/N6eogQJHP5Tl/ZEwfNq83Ezyy6W4MCE7y4rkjbfHymH9OiNX9Oc0OKY1CWJ44oW3ZeTIiSDDchl4WA/5zjUXSP2icvl00jx5Ddry/AVLoAjnSb+eXeQ7154nJXUL5L4HX5IpMxbJD75/hdx1zxOyHQOUqy4+Szbs3CKvvPoxkrtdLvv6eXLq0X1dWkGKFXmFMmn6fMSZJwN7d5K6dVTXdPPXAQ7QkZXU335ngjz/2luyqzQpX4Pc0445TOdgJyHOZ154RxbMXyklJSVy4bmD5aQThyDtO+Vnt94j23fukCu/fo7cP/RlySvNl2uvvUAmTVggH300UfIKC+SG710oA/q2ljGTF8pjj78oG9ZvkaYtKOdYadOqdVimyfwieeCRF+Sj92fIaaceLes2LJUx4+fJ4CO7y43fvVSSIOKbfn6XbFq/Uf5xx01ySP36rqxY9uYMgf2EgJHrfgLeonUIKClC2+RcWUFpMeimTNq2LJF1azbLxxPnycoVG4Sa7dED+8mQI3rKa2+Pw0KbmVJcr65cePpx0rUz6K8M4SId6eZt2+SJl96VlctWS9u2reVr6KzrH9JAdu3YKS8M+6/Mmr8ci4sKpG+PTnL2GYNUs3rvo3EyetxsKSrOk3OOGSR9+nWScmhJ+aoRwkH+++Omyicfz5CyJMzBZdCsOD8M8+SCFevkjWHvy5pNO+Sw/l3ky6cMAd/qMptIMedJ08ZNoFzmgQgXyvgp89ycsbc7I56hz78pw94ZJy2bNJJi+BszcaZs/tdT8osfXwQteZOs27pTunXtLMvWrJBPZs6Rhs+8Jtddc5FqlCtAqHf+83Fp0KCerFy/Ve5/7i0pqV9H6mFB0NJ1W2Xo0yPk5KP7OQs5tM5EolAWLFsJ829CmjdvpAORPM6PqubvhiAVyXLZCg3zqddGSqtmrWT6/IXy5NPD5LjBh8qqVavlz3c9BcItl57d2sjSFWvkwcdAwJB79vH91TS7btMueeL5d6SkQXNZvnKd/P3BF6RV/SbSoHFdWbFuHfI6Rrp2PE/uvu9ZLFJLSreenWTr1gqdB1ZoIYNG+LVrtsgHY2fpKrYTT+wr6zd0lA/Gz5eZ89dCgy2VbZt3yMp126R/nx5Sn8QaDqgi8NulIbCPEajaprWPE2LR5SgC6Msr0IuyIpYnSvEpkA0bdkhJwzqyeuNWeX3Ef+Wqr18kAw7rIp+gQx0/frrcfN035OQhh8o9j72KDhgmx4AMFEEsMnpk6NvSoE59+fmPrpTy0h3yDAiV5uL/PD9C1sHc/KubrpSjB/WR9z+epEFGT5wtzzz/nlx7+fly7FGHyZ+g/W3YsgXaFh4G2u8EEPpjj4+Qr5x3klz33aukkOZKaIBlsIbe9peHpP/A/nLjt74qb705QSZMmQ+yD+Y6NQbnuBr3/FMGw9RZIY8NfUVKYSqFhVTdjh3lMnLUJ1KnuFBuv/W7ctuvvietmzeQSTNny4plG+WEE46Uu37zTfnNjZfIt644G1brPFm0cCXsr9BCOfEMmV+/4GT5/S1XC5RQ2bljh/zguq/IT264QE2lm7fvlB1btyhhwciLcBgclMGkinwUFXGMjcGAjgUcseoV8l4MfG+75Zvy+59fJl1btpBShNuwYYN8/Mk02YV4jj+qj/zhZ9+Wqy8+DWbrPMyZf6hl4Odlv33xmfK7m6+AhWEHDMzF8offfFtu+tElGGPky0bMnW/asFG27SqFptpEfvWjb8gdt14upx09ENA67Z/lO3zkRyDfChl4RDfp0Kq59O3VRdo0awBNd7OsX79d5sxfonPvgwZ0QzwAtJIZQyE2ZwjsUwSMXPcp3BZZJQS0L4dJkp0+5hRnzl0kn06YJicceyQWyuySzl07SdP6ZVInvw5Mo5Nl0FE9paiwQgb16wbzaFI2bcMsHeYpab5USdDKPpk6WY4Z0kPyCvLl/HNOkdnzYErNK5APx82Sc08eBPrYKYfUq6NaFrfETJg0XQZBq2vctEiGwBTbplVLmQvtNgFzpFc+P/50Pvz0ls7tmoG4YY4GkXDb0MIlq6AtNZRj+3eVBofUlW792smiVcuREt+0UmRVUVYhxww+XJqXHIJFWzugzW1QHiCJrVm3EVpgHjTExlJQB7OoYN1WbVohrQXwtwpEWCrvjJsh/3h0uAx74xNMVzqNOi+fxMjFP/nSqKQettDUl52Ys4VCKg2LGkJrrC9FsAqUI6IyaoRq+eZ8aL7OVRcgj2VYPBQuvopo28SU5Nq0SXPkpkzqNqqPgQEXKiWgPW7Dd7n06tIO+O+U9u1aQ4NOyurV64O8u/wf0qhE6iEc587rIlH1YRovqdNQ8rGoqwzl2xbm3+Yl9WXektXyizsehFViMeZk67i5Wkhau2YTpgjGS6OGdeWic0/UMoY5QQYd0VvTPHPuYpk3Zzmu86C5dgWY0SkE593+GgL7AwEj1/2BusUZQyBPPnx/qlx5zW/lXw+9IJdfcqo0h2ZSpEZBsAHIgArVWpj+GhbXBSngNwiVJsBNG7foqlJqOHTbt2+XrTvLpPEh6MDhrUnj+rIN2uoWaKLbtmyVEnT0edAYSWqcry0H22xcs0Gaw2SbBxLioqMWzZvINuzv1EVGXIQDz2vXrpM2zRsjRVytWyA7QBb0vxH7MeevWCsX/eCPctH1t8rHH45FuunIYm7/pbt2JCoFSTn15CPU7Dln1mIsRILqC60zCc2OZFUIczWJksRN03AC+dpZtlOGPvWm3Pvgq9BWl+qWHWr5hXW4WInbT7iwCyZsaP15CMc0ktyTfMqFR/yFW0kCAlMv1wHzWYsmjXVhEQmMRmydddUFZG5AwLhLEU+eaoLABvcZltcVSS5IQnrr1EX6E1KnsIich/VFIHHV2p09gaZ1poQLxBKUgy1UYFaQNPf/Isb8UvnR974uLUCwcxetlNv/OVQ+mzBVBxw0uS9bsw6mYqQL6U5Cu6crgLZ9/KCBWJNVKpNmz5X5i1ZLSZNiaV3SVAdajNtb2zWAOUNgPyBgc677AXSLMh2BCmyfOP7EXnLtlV/SB3qQBBz7Sb/iVn+TVPU5/6Dz5rxmuC9FH7lOmRecxw00MnbU2lmTFKjhotOOztFSq3Jbfly83NrjHIhItT4XF4nKEWUgB79IRt07tobp9Ls49wJkRjO1moyZSM4l42+wophy8jE/evrxh8o7o0bLslXrlHSogdXDYIArYTdiUY9nhs2bN2t6GzVqJKM+fgcHKuTLH35+jSyEJj552pNSXMzFXinntXd/J1w5rWTs7pJ0eImNQNhD2k3eGzcTW3Hmy9bt26RevXpqPudaLU0+HAcSSlQ6F+vvidRpUAglMSFrMZfKIli/aSPBl4b1DglN3VpMirtz8fSRqAtAvN07t5Q//fZ7MmzYWHnurQ/kLWiqF51/MiJPYF68I7TbxvL6yHHyyFPD5Fe/vFIKyvKkU7uW0h4m4tmzVkly107p06MLcMNcMs3CCJdWvmEK7MIQ2HcImOa677C2mDIhAPLIwzYMnnqUD1LK1/lXp4WSEKIdcod2DbE4B9tfoLGUYxHThvVrpRW1FW7HoaaEXr5Oozxp2bihLFpJ86TIkoVrpFmzJqrx1ofZdCEW3gi2mGzaBbMotNIEiLZN+1YwHS/GFg9s94CGtHL5amkGGaAQJQymp2WLpjJnwWqVubMMWlgpTzZKYF60RJYuXY6Tlqh58kPTa2SvZSTPJKo8mC0b1CuWKy77EkzhuzTl1AyblzSQTm1bYaX0Znn6uXfkzRGfyNTZS6URtht17dRR50d3bCmT9z/8VJ4f9aGafQsKqNGTwpD3gMRSFOiI30fvxyCONDl4KJajhvSX1jjQYtWGLfKr2x6TkaPHy4j3x8n997+MhUJ+3O0HGqmMsFx6dG4L0i2S4e+Olvf/O1VeHPaRlMEUcDhWQUdDuPKrLIPSqMlyz/Addz0hH2NbEA8FKcRc7HbM66r2CaJMYBHTmaceC/N1ucxYuFwWABNVkaFRDzi8KxZSrZRF2BfdD4uq9FSv2EAgAr9dGgL7FAEj130Kt0VWCQGQAjvgRNyO51WnIAAfn3zU0fLeSHTmY6bJf54bJu3at5YCzH1SE60LE+rIjybLlk2lcuqQQfL8C+/Kfz+ZIg888aIcMaALzL8VcvJhfeXV1z6UUZ/MlFfefAMdMbRGbEk5AQtopk6cLsPfGCsPPP2maqpdO3aAXJzEFJDWsUf1lgnjp8grOOTiiWdflPr1MFcJDbdNyybSvWsrEMTj8tGnc+T+R5+RzVth6sUcqdNy03NMOqHGPahfTxnYo4PmvVzN2uXYY3qKFIG5nn17jNz70ggsOqqQr110utSpn5S+nNvEnOzDT/wX5L8N+1x5ROA2JVVi4wchqidydQ+/vLYeJsGTHJs9Fithj+qN15wv9YDdwtVr5e7/vCn3PPm2roouK8OK6AzOF8vAAZh/hol9y5Zy+fsTr2FbzgJpUVQs5593HAY7scVcXm2OyNN8w+cKzLWOn7gQ23VGyXPYasR59MF9eyI/ztrA+Fq3bCR9e7I8EvLx1LmQQrO0YGFTV1i5K0DIWGncoX0gHVKtV8tQcnZrXyOQ/9tbbvjtvo7U4jMEogjwwIOGh9SRNtAOU2ZE0kSFNGnSUDq0aQ4qSGBRS5F079EVW3OWSgm00UvOPk5XuiagQXbu2E42bNosXbEIqN+hXaWgLrZ7wOx6xBH95KRB/aAdFkqfXs25uBbHEJbClNsZc3VL5czjB0kTxH34wB6yZNVaada0RK688CypXwzzKA5BcCbqBOZuG0lvmFFXLVsrXbp1kOOOOlxKYMptWL9YBh9xmBRj8dRKaNWH9uaCqGZOqwzmLrljlppjty6tkIbOqmzmgQC7d+2C7UHbpV+fztKiaTNpBfPnoVgV3apZI+nXvZNcev6JGBh0h6KdL/37dZEGJXWlb7+2cuVXT5EW0Kzbti6RHl07Kk7tWjcDAbVHeurhl0h/xNOnewcprlOAtBVI757tpD9kFmB/qR8w0NLbFPk9YcgAaOD1pXv79nLsgK7ytfNOk5KmmLMGmfXs1EZ6YRDgSDsBc2wrkFpnaVA3T449doC079BEOrVuIccd2VO+cfmXMHfdQI29CeSvW5c2atblOcUsvz4gyB7d26t2X4iFVL16d5D+fTsB187SCduvevdsJeeddTxWbPdRbb5+cR2EaScd2zTGgqm20gzafQk+3dq3UStFw/p15ZW3PtUtR1dcdCri5ECLMdFxIOGuonXNrg2BfYVAomLTdLZFc4bA/kGA2lWw0jdjAtLeyhKpqrwM+05HxOnh2bkGKgzlQ04p5mALsZiG4Z4b9qHMmrFUbvmfK/AzQxPIlC6Vw/RG4g78UXvUbp0qlU5axnMTSSPk0KTMOVySvk7JwhztSS8essa/ffoqBYhgoc8y4eUCpfKRAZNKcnd3Ix5v3H+G51XmIRWWR11wXvuzafPkj/8YKuedOUSuuvB0nWutti7Fo7ffhkAWEbAFTVkE10TXAAF2ppk6VE9g4eKimKw08ooRgYaN2AbBGGVYlfve6Mny4dhp0Hax5WfOArnpO18HT+4Cp3HLTSAjSIs7nykeJxnUJUxJiEnHPyYluI0rT6yOOGj6dIuy6NkFIrFy4VA+jxH05wGrlODAit3CFiElkrsuNsJH8xzDQmVFscBPb9uNxOPz48zzXkYG8oumLRyAMO1AIigTxUWzSixw4bFl2LSyjqQrkOuxcW8gCrB0kHv4tMw+GDNJ7nt0mBTCpH3qMYernpoXjSeaTrs2BPYDAqa57gfQLcp9iAB7eva8+MYWTVmI7R58jVrbds2lQUOcwUtiIgGYO0ARIDmjAMMy4hxzKch1hoz68DM54Zi+MNH30+1LlcvRkf4BmjFLVi1HwMi1lhewZS+CAE22gdNFVMHWHsPoYEMAG6dQlDwEg6uGJVEXyvtOXdUdlq9qzgdbviy9tQkBMwvXptK0vGRGIDRF6oYdKDj4oB92q5QzB7G7BzACfMMQt+NQo+WWIexv5QKxlFkdpWxLhg/gAsyNpBm55kY553YuI2ZfrnnRThnbQ8wYfJBWC920iw80V53zVg0V89ehqzyXe5Dm1JJ9ECNg5HoQF54lvQYIRBfQeJK1OdYaAHeAetHyRNqCxUuVBki+bG1x0wFagLmTLBvi5U5Z52ZOo0RqpHrw14GaDJCUWKOLoA7+bFsODj4EjFwPvjKzFO8tAqbN7C1y+y9cTRcledINz0BG12blvf/KzWKOboAzNAyBHETAtNkDu9DT7L5ctBRzcTNwcPRj3Jv9NgT2NQKmue5rxC2+AwsB024OrPKoNjUZuqtK5ZfBT7Uy7aEhkB0ErCZmB1eTaggYAoaAIZDDCBi55nDhW9YNAUPAEDAEsoOAkWt2cDWphoAhYAgYAjmMgJFrDhe+Zd0QMAQMAUMgOwgYuWYHV5NqCBgChoAhkMMIGLnmcOFb1g0BQ8AQMASyg4CRa3ZwNamGgCFgCBgCOYyAkWsOF75l3RAwBAwBQyA7CBi5ZgdXk2oIGAKGgCGQwwgYueZw4VvWDQFDwBAwBLKDgJFrdnA1qYaAIWAIGAI5jICRaw4XvmXdEDAEDAFDIDsIGLlmB1eTaggYAoaAIZDDCBi55nDhW9YNAUPAEDAEsoOAkWt2cDWphoAhYAgYAjmMgJFrDhe+Zd0QMAQMAUMgOwgYuWYHV5NqCBgChoAhkMMIGLnmcOFb1g0BQ8AQMASyg4CRa3ZwNamGgCFgCBgCOYyAkWsOF75l3RAwBAwBQyA7CBi5ZgdXk2oIGAKGgCGQwwgYueZw4VvWDQFDwBAwBLKDgJFrdnA1qYaAIWAIGAI5jICRaw4XvmXdEDAEDAFDIDsIGLlmB1eTaggYAoaAIZDDCBi55nDhW9YNAUPAEDAEsoOAkWt2cDWphoAhYAgYAjmMgJFrDhe+Zd0QMAQMAUMgOwgYuWYHV5NqCBgChoAhkMMIGLnmcOFb1g0BQ8AQMASyg4CRa3ZwNamGgCFgCBgCOYyAkWsOF75l3RAwBAwBQyA7CBi5ZgdXk2oIGAKGgCGQwwgYueZw4VvWDQFDwBAwBLKDgJFrdnA1qYaAIWAIGAI5jICRaw4XvmXdEDAEDAFDIDsIGLlmB1eTaggYAoaAIZDDCBi55nDhW9YNAUPAEDAEsoOAkWt2cDWphoAhYAgYAjmMgJFrDhe+Zd0QMAQMAUMgOwgYuWYHV5NqCBgChoAhkMMIGLnmcOFb1g0BQ8AQMASyg4CRa3ZwNamGgCFgCBgCOYyAkWsOF75l3RAwBAwBQyA7CBi5ZgdXk2oIGAKGgCGQwwgYueZw4VvWDQFDwBAwBLKDgJFrdnA1qYaAIWAIGAI5jICRaw4XvmXdEDAEDAFDIDsIGLlmB1eTaggYAoaAIZDDCBi55nDhW9YNAUPAEDAEsoOAkWt2cDWphoAhYAgYAjmMgJFrDhe+Zd0QMAQMAUMgOwgYuWYHV5NqCBgChoAhkMMIGLnmcOFb1g0BQ8AQMASyg4CRa3ZwNamGgCFgCBgCOYyAkWsOF75l3RAwBAwBQyA7CBi5ZgdXk2oIGAKGgCGQwwgYueZw4VvWDQFDwBAwBLKDgJFrdnA1qYaAIWAIGAI5jICRaw4XvmXdEDAEDAFDIDsIGLlmB1eTaggYAoaAIZDDCBi55nDhW9YNAUPAEDAEsoOAkWt2cDWphoAhYAgYAjmMgJFrDhe+Zd0QMAQMAUMgOwgYuWYHV5NqCBgChoAhkMMIGLnmcOFb1g0BQ8AQMASyg4CRa3ZwNamGgCFgCBgCOYyAkWsOF75l3RAwBAwBQyA7CBi5ZgdXk2oIGAKGgCGQwwgYueZw4VvWDQFDwBAwBLKDgJFrdnA1qYaAIWAIGAI5jICRaw4XvmXdEDAEDAFDIDsIGLlmB1eTaggYAoaAIZDDCBi55nDhW9YNAUPAEDAEsoOAkWt2cDWphoAhYAgYAjmMgJFrDhe+Zd0QMAQMAUMgOwgYuWYHV5NqCBgChoAhkMMIGLnmcOFb1g0BQ8AQMASyg4CRa3ZwNamGgCFgCBgCOYyAkWsOF75l3RAwBAwBQyA7CBi5ZgdXk2oIGAKGgCGQwwgYueZw4VvWDQFDwBAwBLKDgJFrdnA1qYaAIWAIGAI5jICRaw4XvmXdEDAEDAFDIDsIGLlmB1eTaggYAoaAIZDDCBi55nDhW9YNAUPAEDAEsoOAkWt2cDWphoAhYAgYAjmMgJFrDhe+Zd0QMAQMAUMgOwgYuWYHV5NqCBgChoAhkMMIGLnmcOFb1g0BQ8AQMASyg4CRa3ZwNamGgCFgCBgCOYyAkWsOF75l3RAwBAwBQyA7CBi5ZgdXk2oIGAKGgCGQwwgYueZw4VvWDQFDwBAwBLKDgJFrdnA1qYaAIWAIGAI5jICRaw4XvmXdEDAEDAFDIDsIGLlmB1eTaggYAoaAIZDDCBi55nDhW9YNAUPAEDAEsoOAkWt2cDWphoAhYAgYAjmMgJFrDhe+Zd0QMAQMAUMgOwgYuWYHV5NqCBgChoAhkMMIGLnmcOFb1g0BQ8AQMASyg4CRa3ZwNamGgCFgCBgCOYyAkWsOF75lvSYIJEQqKkQS+Kbz32HQhFQEjypJo9/wYXn4OM1/lYErSct8o1J6Am9MM13wlTlwTZ5HM4drzVNUKLqQ6O+0+JDnRJ6DIJ6OKKZVJs4eGAIHLwJGrgdv2VnK9wkCAbEqgUSIJSS1CknECcWnS4P4h6mmluafPz4PwZanSJvRhqKYPv+phJMPQz8MFPHg8+UJM0isk8u0BngEQSoSZRpPKt6IrAoSb7mDQDk6QtSVSLpSIu2GIXBQI2DkelAXnyV+3yIQYaFQM4zcU2KKNKlMfjIlWAk2+iCdMDMFCe9FiQ0304hb40+GmmWKw30ag0gjnBeVG403Kjc6FkiQQEGa4fNw0KG3Yy4tk/GH9tsQqFUIGLnWquK0zHzhCETJgsLjv6N8ETWPqt89SE3oF8SqhLUXrjwTeUFWkOY04qX4eHqj9zKJCpJUSU50ZJCmSe/BIGEvsmtBDIEDGYG9bMUHcpYsbYbAF4gACCh9jjSlZer9vJoyKPx5wspIXBEiIhnGSbyqLEGWkh0/TEs8XHW/48+CODRfGbMVvxn/zXDRNFTRvQSknoZrVfmz+4bAQYpAFbX/IM2NJdsQyAICCbCAJ4KKBBfpOFJJZNQUM2hr6p8sGCQuAyelzMn5zm8mrTJT3kJZlI8fceKOy4n/ziAzXTONJjY20KgUmfMLXxmkRm55/HbjrXoh9tQQOLARKDiwk2epMwQOBAQcC5RJuZSD+wrKAgLNd3ON5SCTBBipAsSVX0FyhPOaZJTMeE95tkKSGNZiHS0uE5KH+1j2E6qgvE82r4AmWtkEmwGPII5SCMpPJlUeXTlE5uF3Mi9P8qVArc1p8jRcAnHjL54x/WkOgpi+fPXAhHNxknpMeQu1X3pyzxhHKj+4SuQjHIkf+GFwwrwjdB6pAAAgAElEQVTn419eEh6r0J7TE2K/DIGDDwEj14OvzCzF+xoBEEAFiKF03jJ574qfS0F+KUgBC4WCxUvlIJx2Xz1T+vz4StxzhOVJNC2pAbHy3orJ02T8DbdJ3SRlkZwRh5JYhXT41mXS9aqvSD5JPL8GxiWEBWVJ4c5yeabJEbJRIJOi9H6FnPDbm6Xzj78pxbG5XBLd+hmz5JPrfo+4StW/qujBQCFZUCitTz1O+v/me5JXznQEaclIiHgGTZ7/tq1fK6MvuVnKSreB0plpTYzsBFnn5deR4x/8o9Rv01rKCwqiy7+cP/trCNQSBIxca0lBWjayiAA0tTyQzo5d22XhtIlSEFm0kwd6gD4mhxzeHVoZf5FMlEVdgtSeDJIkYeE5dFF9lFizUdaMH+c0vFjS2y5YBu0uCY2RZEaTdHy7TxAg4HFqkvAhi0d9JJulDIQm+Os0UejFMvXWh6TLTddoMtIctOymvXpL2aYNsnz2gkqPoevKmnGfSe/vXCRFLVq4bEUFqBpMUmX+mC+kAoOBJUPfkKWfjJWduFVUUQDaTyrJM109LzpXCru0wSJmEGtcU44lz34aAgczAjUYFh/M2bO0GwJfEALgkXyolvzQbKsNR8mFGiwd7viJWU+s3o9qeiDWgG+F87ZwajrVJ2RbynSfirwdUlRWiHv0VwWxMqALHkgqkCUPvexk4Q6JjJ/8vHLZnFgnm8ZMUfJLc7BgV5QlpdePrhJYjkHIqTQwPYy9FH+n3/kfKUNaSJBpTpPHtDtiLS/Mg4wymXHvMxq2iI/xO59y4YXeBvzmx1KchJlY85wuzn4ZArUJASPX2lSalpesIxASJAkjxjVVRp7BjMr51ChZ5ddUVoZIqDGXLV8j014bXulpEiyXBOnP+ufDjt2iPrggC+lof9F5Ur+80A0Y8JxJieZt8t0Py6ZFC2EaroINA4LlFOq6Ye/JmsXzNBbP5Zo1pKHbxedLUcfWGkEloo6my64NgVqAgJFrLShEy8L+QaAKqtmrxHhudfzlmmXIZXGNMxZDBczHc4Y+J/nK/JVTRfPujJfflOSGTU7Prkiqkk0CTeQXSHHdOnLcM39TqdSmKcGnh/d24jPxp39FWN6lTurjCL6DwUP+jjIZc+2fJJkagai80sBb/59+B6Zu/GDcSuWV08r4zBkCtQEBI9faUIqWh32CQIQzNL4oAVWbgN2QYzSs0xid2TjUHjNovtEE5IH2pj7wfKAppqeKpmFnXC6XxR+NlTxMxnK1ruNhkBtXUeFHyzNOlnZ9eodmZV3XFOG+hcPekS1Ll0Aau4wgDv88+Lng7bdl/cZlag72j2jq5u9OpxwnDXp2kiRWWDvHQDVGMAhjX4bAwYOAkevBU1aW0v2BQKT/D6dU90c6YnEyLbr4F3bfTZNnypbli5QMnbZLk7P7eJojUS978Q0p54pdzII6yqVQUi8oEHOzg+75vVInF0PRv59O9Sbcefc85qaV+cAPGBC8HCunkzt3yWdX/1Z2Iaw+pmi4JBJVih9H//XXuIkNOHsw0AhE2JchcFAiYOR6UBabJXqfIRDR3rIX5x5GAoJKYJtOohSG2oI8mffGe0qmnFt12i7YLFgglVTRTv7sp4fBLAuqdIpxkB3XBSRA0g0H95KOpx2vmiYJlo5cyDXO/D31n4+paZnzxaFuCmFcBb1g2CjZsHOjLqKKOm7FOeanN0idru2U0kN12LNvzL/9NARqCwJGrrWlJC0fBxUCuqc0dHvINAyLLS8VhflSDvZcOewtXSCkq44D17J3l8ihEe4+tcrl740O/KU3/USiEAdQJKTLdZeHUqLrlzzBzn70WWzxxUpi2pWVeREr0rPk4ecy4s/V1T1u/Aa8ReJj+vdwPJFRuN00BA5gBIxcD+DCsaQd+Ajo8p/4ZKxPNjnNk2gamZKXuO+VHnfTBN3RSZWBwKKkUp7gtHadLJ84TbVLOmqYJMXe110tpdBQC3HtSZLX854Z7n7H4qefgjKsHD75eGl6SHOVpwuedO+uI2dy6eRf/k2S23a4lcNBvrevXC1zR32g8fu4mA4uZOp+1SVSULcBlyzzqfoJTcrul/01BGolArtp2bUyz5YpQ+ALQ4DHN6T2t0bEkonId/qNC36rcySoV/5W8CTTl+42jRGzyoA8mninP/aiEipXCnti4w6btqcdJw3hLwl/fmEUkzDtSSx8WrXWpSRCeM7SC7KGRjzk8dvdc/zlyVR0nmC3YvHUlP/3EJLgTqjifOvE3/xdxwiMn3HRRE3Tcj5GDz1vvFrz6aU4wSkM9Lc5Q6AWImDkWgsL1bK07xEIV/b6qKOEGBIrH3qN1XtMmwCtlPDgvInYfZxNDH5KVODAht/9C7wG8zAIzKehKe4UtmshrY49CqTGIxycIwlzTnT60Jd0njSpBBlxSCfNvU1OPEZ6f/UcPUSRC5Lo+EXSpIyJ//dPKV2/WQ+g2DR5hswb+oKUReJnpwIlWPpcf5mUdOqEhGliUxGl4ZG6bVeGQG1CwMi1NpWm5WW/IRCdn2Qi1OTr35oTe3sO36bDw+xr5GJKnq7cBdMx/OrRk2V9xTZQaTKiD4s0PeZoLHhKSKPenZAOfw6UI1bGOfe+58B10Gh1HjRC7pCrC6Aqdsnhv/iBW5ykRMizlYPUgii573XB869By82XqX95SCWkTglWATj2UOTIG7+PFwLgN+LxZutwxXUlbTyQb1+GQC1BwMi1lhSkZWP/IuDmJx0T6h5RkpHaWiPfnlDwXYE50xq5GAkpSYHpGMecfz2JX4zDx+tIrPGJA0G+CWl4aPeMpuc1SxfJhqlzVRN1c75c8etSU4C36DBsUY+2cthPvh8k3zErTcPYsaOhFr8+SnaVbpUFLw5TOe6wRHrnwEHkiNt/JXktGjqhnpmRZ8WFv017ddjY31qLQHzlfK3NqGXMEMgWAiSdqY8+gw9W0oI9yBskmOr4g4SkBzyQbbxWmCmBITE5oTTl5mOuNLl6jUx95TXVWetCAEUkefYxhstdLzxDSaz5yUOUKMsCGSRF97bYCln+ynBp2Pc6l1DqlUwGPCQSBZi/dQkZcPM3Zfod/wresePuKcHictPISbJ2+mxdtKQH8OM/80TNukFFA+l2/YVIJ2ZeHZu6wF5b5+CCcVWX70xY2D1D4CBCwDTXg6iwLKkHNgIkyigX+tTGOUQX/gSMWmmuNpbFSmZUmJR3gSHnPf82SDWQo6TIa5iCy0ukfldsw8Gxho3btpcGRU1CiSRW+uNn0ZvvB7OxKbNwgouXvLYNv+XF9aTXD6/R/bMIpXKYdn42JDbLjg+npA0gSKz14Kfnb74F0tW3AoRx60UECCPWdGjsV+1DwMi19pWp5WgfI+BohxocI/a//Le7k/rl/MXnaKtKsl/Q5Ek2kVcohbAoz/nDo7IDgdiASX4kdRJ2u8tPwwvdqcmC2PILpd//fF1X7jqfTpvm6/MWT5gkG5fhOEMkJCRwSouo25Td5/orNTQ1clIl88gPT10af8vfArJOdSO86nv1JXgRAGJVog4YVdV5FWXOEMgJBIxcc6KYLZPZQsC9zzUlPaRWqodwbGCkl4BiQo8pjXU3jBNoktQqvSl142dTZPmWxWpW5t5VrwVzFrfdOSfB3JpULZb/u191oR5J6JyLqwwP8EI7WfDIy7ILCeGe25SLpgfvYG3fUgbffG0lEy7j3oTFVNRA+bZWRkYSH/CXW6S4aWNckUwj3UuARyQiuzQEajUCRq61ungtc9lGQF8DHuEjN/tJBdCZWx3tRMnVeQ73pO4ugSHxBfOi0B+XvIcD+L2ZlhwGkZRXgE+T44/AEzUAq+T8tm2lY89eAQG71JGMSbgz//myFO3ETCkFKL8yjCda3Mcq30LssemOudeqFmdwy40bKFRIXVx3u+pSyKica02MOUMghxAwcs2hwrasfvEIkI6404aLeXhN02mmD7VK3udr25QMEUa1WseBu09YQLLlefmy8o1RIDtHggxO7ZHyWhzWV+oeUgKzsFu2pEIrdkibb3w51G4ZH8mVZLlt2zJZ89lUnAeBlGg6AmLVr6BrQGIL6zeUgbf+JCR0lRs45CbM75H/vB3ztNhXizSqrEBc1L9dGwK5gkBVA9Jcyb/l0xD43AjQNNvp1BOk94+vhvbI+c/KrOLPEuYzEu3KKbNk3M//L6PfjAlSsypkr1gj80ZPgDkY5Aft2BM1w3T7HrRGMG2enjDhpCTKC6TrZV+W0b+6Qwk1uoCKc7Uz/v24HP1wX0yPUjP2hJqeggTU4h4/vFSm/OEe2VqOwyMC3mQUXCnM/LRp1kE6XHo65ORDTpD/IA3p0uyXIZAbCJjmmhvlbLnMEgJx/shErIxazxKOkK67rkzC1SfT+Xd/ndnZEx3DpV4GkC43/SUBqRi8CVvDKrFSppNbVTrivBnPv6rR9GRzrFVBaPdzBAHTXHOkoC2b2UFAaQx/itq1lGbHYV8pJj6j20z0hCQQF09lcq9qc+koDbRONSZHSLdSKtOIKiEzH39OihCEZmBHbDzAgSckVciiR1+WlS+OlDLwZEHAkbzmQUw4Ol9XF7tQjnxpvJ370usy+K7fSn5DdAVqM6ZGHJAzv4PfeVh53OunV8int90dJJGx8+gIHPCPqx43XykF+VjShD24zGeovQa+7csQyDUEjFxzrcQtv184AjrfqkcagmhCxY8XXHbE/Z5Ok0uRrltEVArS9St9q0xUoAFyblNKS2XuvS+oVy4k4hGD1D556AOjWPTh2FCMo75MUlWSEjIPgChGule++7G0P+8U8G6EWBmUcQdEyzBFDQ7hzSC0e1FAOZ7TLF7QoD4eka6pBetXWvjgjn0ZAjmDAAed5gwBQ+BzIEBSDedUQTR6/q9fEFSdVgqfu2+Abh9qOd6As2bsx7Ju+SLdY1qsxOoctdh057TZ+F3/23t3L0VPyKKX30RKsNSqHB9yZ+giZuIgj5kkRzX1tDirzXtVqbP7hkDtQGD3bbt25NNyYQhkDYHoXCqJxm+TqUmE1c9wQgLIzmvF0+55Vhcl8ePDpY7ET8XGAx8iv1IknEacVEp5I08WPvcKBJaBXrE0KTyhiTFQE0VuAg1W540jkv3iqBqveI6EtUtDoLYjYORa20vY8ndwIxCYlMu3bZU5L4/A/tR0hiwPaDa6fiiqMJIOfYjoSmGCUoZnBSDUHfCw8r0JksSRiQm+O04du4ZKKnHwzL4MAUNgdwjYnOvuELLnhsB+QsCdQewiX/bWh2pujjZYzvXyXvOS5lK/Y0vuzJGKghQpklY9sZImdy5ZK2tWL8MV9d1kqAEnEW7Ov4bKMScdCQE8bD91GtR+yrpFawgc9AgYuR70RWgZqK0IqKZJdoQquvjFt1SPdBZavanEynnT416/Vxr37YNnoFP4VTMuP7qk2C084mTqjmXLZGjf07DoyhmVvXh2AjNHvC1Dlq2U/Fat8cudBhVd0FRbMbZ8GQLZQsDMwtlC1uQaAl8AAro4Cv8XvPiaFEMeFzPxhpIsPvUT9aRpv65YMQzCxOvoEnrSP+ZO+UYa/ObsbB5UWmqqddq0kQ6du4Wpclqt+8uzhmc+Nwxv00kdnSgBCX8B2TARhkDOIWDkmnNFbhk+WBCgWZgvVV808kM9C5gH7jsqVGVWXe+ffgeKJk253G8KYuR2mDzoovyOfdjYe/3qe/AXaLMqwQmi/Gl/fVAXT/l7yuDmDAFDYK8QMHLdK9gskCGQfQT01W44q3fB3x6C/knyxJ5WROs5j897fOditf7ibipBnnlDcuRkLI4pRIAO550hdbzZN5aFLRs2ydoJnwXc6tcjZz+fFoMhUBsRMHKtjaVqeao9CCxfK7M/GKPE6h25k2Tb8fhjpbBZo8D8m3qe5lGJFs0cRJsPO3KisED63niVkrQuiAo4mfOu1F6XvfWRW38cXXJce9C0nBgC+wwBI9d9BrVFdFAiAG5y+zjTm4qnMt6t1IjSzKlR02rqxeTUOrnwKB//MtBiCNXSF96SZIZTGki2Ha44F/6KdiMhmjqnjXa9/ILwHa/uTCVGl9AjFJcO/1DJ2r3ZxqVd9/EGiYxbitUUXaUz7bdKaOxBrUegUr9Q63NsGTQE9gQB8EsC7FrO7SlYH7QLLEOC4VkL/HbE6+Yw0w7IDzU/LiqC08MZuJqX1yBUBKSmyIMbvCzK46cMrzIvLcQOVRzsMP6uR5XY/DP/XQdhu553uqarvJpTHCrCza2M3zX3Oj27SOtefZW0qbk6wnTHGC4dP162rVopSVVpHaPqqYj46eOJptcfZ+H32zKrqeRY90I8zOUmAomKTdOrGzjnJiqWa0MgRCAgGbSScihpZYlSyU8WQs8D+fERXAKrcbnwSPIK1fTK+7ynjm+bCfy5GyBUkFp+Ev5x3GCysEgJN8qP+QwKeeU4LD8PB+FLXinCpHbNUZOkH5p18YI3eg7I28cQ+ybRR1ROHuafvxPH+ENkRX4dpD0gUfipSO5SmcmKAskPTmviiuUkDjBO7EKMeDEBkxfSJvJA/q5IFGGQwCcpUq4iNXbbEMgJBIxcc6KYLZOfFwElRL7tnKuH+FoaT1jBnCZv67xohMTS4iT5BgfbJ7FNJq8gHycOcoGSMnGa110gqSKQcgW2wlQUgAH1VEJP1owDmi+DlUFf5Kn9cLs7ctERvoumjLSMdPI9rQm8aSAafTlfJoAo9AALPygIyNe97SZm6sUzvpydgwl9bZ36BUlzTJGerbQ82g9DoLYjYORa20vY8vfFIRDTANMEO07JHJd/5ok3IKuMnmNxpLRj+E57RoIH0VVF5hmFBzdVaCxstXnLMGgISNQpqv55mk6rCnVca68uWfbMEKhNCNikSG0qTctLlhHwqlyGaPhIiS7ix2tuqnXiQ0LyxBoj2NAsHCNLan+hiTntWYTw9pRgVWgsL+HviIbs0xg80zTyWkkT314Erl36fXcSyIhFkQE1u2UI1FoEjFxrbdFaxr4QBKIkFJCFHoXviTMaiZKRf0DN0D9kM4s1NZUbkBCunAk1ykapZ5XCxjMWI+r444y/o4TJVPuoac+lI2GGduHglh5eTGJOSQw16zQV1a8gNnbNiL3dzAkEjFxzopgtk3uNQEhcKaII32ka5dIIUbq44k0rSpY+NYGfkKijjB0PHycqd7h+xnxFBwQZPeCmVy41D8EqZvoNSTa4lzaIiKSJcfAF8f55lOBVBv+kBa4qJXbfEKiVCMRbcK3M5H7NFPcxqIsO99Hp4D8XwXDkn4RGwBWZ7oPVK3hNCe/zt7pqNZOU3NTJdbinnWYQnF6odPA7prHoTZXvTHuhVsbOl7f9d3Adngbk5SN8hd4M4oz6D/0EsvA7Cb/lgIR5c1oPVp9qOn14PAzChfnJICfMXwW0JKZf/QTpoDg6/FQMcZ+y+OFKWeePgHDFLp/jm6tz9UxefJhplIHuL+X9QLaWiYbHR8/y5Tf/0Lly9pocw+k100QBQVSaDv7wjvUjpiH6R94f60eYxwBfLjxy71kN4gjl+fIMb6Ti4lWQlyQWMoXycV2al5QyxZEemLcgXxGi1vxg9bLmAX/KlWBd9lLlweCBHC3oVHmGfqJ1JNNzBlfRvAjEsX5qHeGHcTi5TINrP8SUgVyYVHpQP1CWvtyTWO2dZhKvbiDCZ7oPCSK0LgT4+TSzneZx4RlXutExY3DqD39YrgxLrHCR+rAycFkZZdJzEM6FdiKItTpXryKP3KVPi9Z//ud2Ma7khuwk0hPUafXM9AX1MWx3QZthGC1XreTmvkgE7K04XySamWT5LRna4tiI8oKVmDhKfeNmGfutW/Q+O0p9GXVhoQx+9P+w05HHtNM/Gk81HUAFGr3XHtZPny5bZs3X7RvJoE1WYNlnOc6abXnckdKgeRPIc43IzePBEwJX5CNNG7fJkrfeQ5TsMNIbmm7VQBry8eVP9OG96L7O+G+fnzRIQAhliK/ZoX3lkC4dtV9ZP22GbJwxF31YNE6HU1xmRnhj6ajftrU0HzxQvWofjudbFiyWNeMmyeYZ891n9mLZtmS57Ni8TraxUwow8fLr4aJR375ScnhPaT3ocGn/pZOloHUztzoXnVcCW2R0ZSzl87B8vXZpTmKLDY+F+OTnf5HS+UvUzy7sWeUe0ZP+8DNJdm+HVcfwH+x75XacjOULvPO4/aasVCq275QFI0apLJ79S3Mt38WaX5qQFqcPkfqNSvAgaMraWUdd5d+7UAYLH35ZVr4KmflMP45ZBEm0PGaw9PzhFbpaWAcO+icVPrljlyx947/AAdt4kIYkBhh+Yw595QV1OC32SPn4VcjR5x43X9YVlAk8mxzaRxp26+y4dMtWWTjiA/ADtv2oxdlhzaviTl2l1cBeeKFBhazCGcylG9e7pOtyZfpD6WIPFWHpePbxkl+vgQuP/DpiS09N2i8EYvvCa4Rk2bD3JLljW7pnxoG21uTUo+WQJo3xjHF6zPDNd/nBzfrjPbJu0lTNi2+r3W7+ljQ79nBJggjzK/jaBDjF3YX3/lxe3eO0vxTPtssDP7Zuk6Wvvyur8VrCle98KutXLRaUkBMZxNkYh420GnSoFKNOtzi6v7Q//igpbdNMinfBA9s/tlghm0EgpiNDnHZrjxCw1cJ7BNfn9MyGoyNKdsZJmT30RRl1/a24drVaT+xBgz7ruX9LyzOOQyeHDpNhNFyqk6sqFdP/eKd8/Of7tQHzkHe6fDZA/D5r2MPS+rij0oNqY8YHHkpXr5H7u58ohbjmtg6Ewt9UC/MaWdjoSQ7s6NnJwx+auPoPBwmR8NFOhUR2wh2/lJ7fvUIJYvLv/iaf/e1+9FEuLk9TVeUx0/2o/B5nnyTHP/1v9UaNJoGOY/Q3fybTnn9ViZbx8CQi76JbWJhrZisf5bMjGPDUQZidyFfvr54j/X59ndTp3kmKuOG1KoeiLMsrk+GNzpDlFcvVF3PG7rPZkQPk7OEPYjtsXb2v/X81xepJf82UOfLqMedrGO/4jGV83vCHpPUxg1BmVaTJl3Es7KuDL5LVM6crJnTEkK+v+8aa8ZJfyIEdSyLqkLH1m+T+jkfre2BZJfmuHR8+6pOytA5F6my0XKPlxXB+kBb1f+ztv5Re112u25HK1qxNq5vRuPp84xIZdNcvpQCDizE3/0FmPPBEWJe8bGLFz5kP/VXaX3g2U41HJFd+IbHVtC1aZUrXrZaHu5yoCEfbBGUSs8sXjpWCxg0jyfIyUUbr18jDnU7QZ65tsDaUy+EXfUUGPPYHKdiJRGDwm4YJ06MkC+frR/DT3XR/y5OlsvCJV+TT7/9KNuBWpu1YlBvF1ZfddjzofdbJ0vuGK6TZ8YPQTwSDs2hfk6HuROO36+oRiLeg6n3b08+HgDZiQp6vGtysOx9BR1WunRU/JFbqAtPufFTvhAtKqmn8LkGu5ZUl3QidJ/+wA+FnV9A4+Z7PSo4NL2i0POmnHvwzHQzHjsTLIAMwbfz4e/pOUN5Xoe5byQmEFg+fp52FC1uo8bnBBDuDOtjvyccM4wx/kBX4DeMK8lLV72i6vEbJOBJUc3jIAaLjoIEdIfPINPCjymOE3ZgCki+JlWmjpr5d84fXsb3wurw44Fx5/5s/QWe7wWlUAXbORzDshzymobxxucahXRY6LJbJik8nysc/vx35hV8eyrA7UxzSQjyLkI3KeU9IXeIPi1+eDtYiiYmWdfR2cL1t9iJZM2O6YuLrHmHgZ/koHH/I8Kwu/lszCKsDywEymBc6Wj8qpyuoJ7FnfNcs/fq65MIF5a5+02URe9XMECGtJfWDtMbjy8cBG3mJQtkFs3bvay/TdEf9MI0cTBUCy1l/f9olHNda7/mJYhXkK/rFYzoWvDdWiuGXdZ1WCS+f2HU851TJa1o/DOLaE8Hj6wErZOZjL1ExDNu3b+/TnntFdi1dhfw5rTVSDbW++HapafR7nHGpJnDIWzXmM3nxiPPkbRDrFtwPqDGVDi1AV6a+vjMm9i+s4zg6RBYMHymvnHuNrINVJ/Ae4IFIGTyoL6FQu9gjBIxc9wiuvfSMRsbGkvqUy8ZPp8iSOXMz1uAFH30spYuWRdvUbiIOGpIf7UZ8s4BxZAH6tFRLIYk4RxOcu2KXwb4+MhsYSolZiau8r31VJG5/yQ7Zy9C+TEkFqWDi0HP6GSsffjf9XYYYeMvlSbUDvUSeId+N2qFjIEp+SIH+mmnST6TDJCB+gME0OnKE9sI8IOzSZ9+Qd77yXUmWbkf5RNDSwnW5pyZPE6bPB8mfcqjpTHngaVn2xjtSUeooKlIslfKljRP5IfFEHbNHWXy3Ky0GTstxcau/DPWA8SRwaAU75tkPDNXwO3kvIpjnUSx/4T3ZwlGIf5drxIMeWAFBXrnxMWaIrlI98Fik1yVOLbgExOudliNYyVlRXLn5euKTrEc3gu5ojibmh3TpKq1h8VEIIvlyVpwKmfPZWClbukLx0YFNTSoazK4rXxkVeo2grPW24wVnQbtOdaOpdqZDNZn8+/sytmMOVBY9PlwHKJlcGtlqzXOO+Vzz2RR59YxLZf28Bbjpppn4NFqPo4NjX9+Zdu+HCOlvANX88P4g3GjOWKeCCO1rrxFIldpei7CAu0UALYWNxX/Y4c8b+io6XNbgaKV2lZ/yZj75Cngn6HKq6QTCzjldTNhpOTOWb8CuxbhmxahTLYidGWOjGCz50A87jzK0Pv0OPhz50sU7VP+b/ihHv3GTpEQS8OE1jkJqlEGCVX1MOT+nyzuMKxp3puswnUi5e+6w1oz4Hjsy8qdcPqKyVwH2ZRj+Zlz85AET/abHwJEQeKzhdiSVHfXiiZNl3p1PKkY0W2rPSwBICLGyYn6CnCrBUov4+H9uc/eUkNPzH4lWL6OPvRz/HfrVRVjVi2Ld28kE7CiVGXcPVf/FuBeVtR0/Fg0dLg2wSEZrDPMU8cATnWjUiFMAACAASURBVKhNUhbL1ZdztHx5n5i6epLKm68X8TL1YVkdouWr0wxcMFTNC9ujRE3cKwBu9ysvCpPN+kfny6Qufi4aPd4xNXMYLjZUb5UdZPLs5+UvDte00fn66QZbCWl14tHhANX5SIG6cuwEwL0lDYtou5n9r2fUgsX6U301CBafYWFSKSrmpB/fDpkYsCE/1IR9YKbNt0+mhXWYv5PByWDp2GNwhmcDr74MR3DiqMswYb7MMpO+y6P9rQkCRq41Qelz+3HG01DMth0y9SHMDaV1be6p6+QxF/nH+yUPx9tV17kwRDjCDdqEbyOZ+TjSU/JSPeODb8alWgJ/uruuzcZMl2zUSkgIH+0o+JudLWX4eSl2amH6XPa0QyhHh1muC0o8GblqSHm+w3QddCS9Qfj4lztbN3U31PI0E0F4NZs6p9nGB8t41MRGRx2D+aLzAw/i4DtU3ueIH+uS9JvpHP2HO2T7nIWSLGA+PIsTE0pPOZo3/R19hN/rl6+QT67/rZSiWnAioDoXxS8lOT0OXxChmTleOEEERUjmkmHvwoxYriZOxuzJwpuH1+Hp2vc/QdG4uhAmXuFxaSVJRdPlS0mxVYw4r+0WXfncpzRQ79vnGk9imPGJyiLaaYOv9O4qOhDTOWccK9n5jFOkXrBASHkLcoLlQlpnl7w0AoXv5cTT4tOU+l7/6STZiNqSHxAx6ycHVXXx3eXMk6SodROtE+q8OODDuObf9ZTolKrWGffQt0vWtxWrF8jWqfM0aJoVxElzQigWcWu8aDybPxonSz791EUXxOfjpx9nucnTwQ9tI+xP2A496bKcaZigK0Qaun/vUtQBtEcO5DVx/LCciVGsnrlg9reGCMRN9TUMZt5qjADraoxhlrz3kVZ8EgM7c1blaDVmx76tYrusHj9Zmh5xGAbYNR8D+cabSh/Dpjr/8D4jZKfGAExjgwbS4/ST0PJAT0F/T1Ox0g78uA4QjXD1RpnzKUb/QaOlPHZy7KwPya8nzc4eIoXKvilzFf14x7w16twJP1H1EqE+oI/jae8Mc1Vh6xZh2EwXOhgIOhmmseXRXCnMzDFfUVRdaH9HV0bix8kP/lXaHTtIO7+KfFACDqdfNnOmzPl/j8mi994HdIHwaOS4VYZFKNMeeE6G3PYT9EOVm5GPOh6av9kZTn/qBSnp1116/OCbLq0ZMudwTz3wxcW8BTnUsglz5jNHjzonnp7/ioIKmfbXR7VU/SAiqv2xHDmAmP7PR2XIcQPxcoDIoBDP8rFKuvfpp2FhsqsTOhwjCUcKjr+3bdkki98fq/G4ypXKQzOpK03OPia4wfBusZErQ9ZV17Ef0rUjgrJ+gFgYh0pyFdPjkEq7k1GAOpesmyc9fn+jfPLrP4NEXIhoGSx9BeRavgvnIRekVsemklfpavZ/nnPTBBiIlSE7SmDwtQt/e910NTCK5FEtJK6tlm3YKFNffUPX/GvaI4nQ3whGy8GCV0fIYX2uB7ioQ5Xm4F35sbQ4EOe2mdl/gcUE4SrXOJf0bmefJl2vv0yade4shbAQkTi3r10na2ctkOWjR8uqF96XLSuX6wCh5bGHSv2enfiGwWCQxfj4qfngw8VqfzMhUFUZZfJr9/YGAe3gXMvige1JHHK+ZsToiMbJuU63qIldiS6YCBrikjffl+ZHDkbwnajzLCpnPopx9W5SFTBlJl++xSOJhQ3qyfHPu1W2mbzqPaRr04yZMm/IBe5H4JHppSbY4fJz5ah//B5aKRYRaSOtznHWiWLSBw4JjNK54IfPDkMn2RxbBtzKI/rFp5JY3yFH46JH5jtmMYh4IcFhClKade0A7aN5muyObZtLu5OPlqn/+/9k7J0PKBlSy/WNRaXCRLd21AfI60+164uv1vVlxFlD7qBVTVEz7DavFAD7kb/8s7TDNp/iLm1VM0otxqI3N7fp6w5DxjtolRYSqApPOX/fMxEe71i5ThZ/Ng6maWLmVk4n+BIAat5IMMuRUua+9rYM2bwVq4gOwX34DTT8vIYN5Pjn7kqPJ8OvLQsXy9P9z0x7QgwZa9tvflkG/+N3GUJVcQuZLsfHd/v0FcXBE4HWN+SVloLeF54p4359h1oeXO1KYbMD/paP+URah/WK+WP+0ysWa2CitFwWPPqiJowSOGXgy6NEGkprrP5OC4fn1ADZxldiERQ1RG7MYv3g8NbXH0rhIIY1dPUrH0jZz74PoufKiKC+BhnUFyVo80VaQL6Fu5Ky6K030oiV7aUU5cPphgG3/EAO+zmIOuKIS8OWzaVhn57S4atnSt6fKmTtwkUy+//uxRYiDCqDgaHipBDE6lGaNPuxJwik92x7EtL81hCB9Mqaj+Xz8x56Pgy7XTsOLshw1To6Z7LwqTdQ1fG6MVb4oIMLiZVi94xla5jefewtMh/q2jYQYD+ZKRkZb1YePDitsWZVO1RuQ/Mj57egk8Fa0Pt/fyg9vnwGOr0UsUaTtX7GHO3Mq3OUleqS6TMVoB7K76PrfwfNAQMNJbxIBtMZpLooqn/m5UD08tffD/xS8yRv0tTtrAd+QMfUco/kwkdedX75ajy6gHwyGAOqjz/rT5UG02LJa99aOgwE8alL4U0lkyQ/475nMSjy9QbfPm8ROayWy7GadgtC6PgkIosk2f3/rtPX8KWRETzmJXEPFplFr/h52nLdykWiZQkTbW+vocyFUz6T5AIusoroOdoA0CtoG3dRVKCO5GG+fEOkWuujgFhL2nWS/j+5NggQxSNltVJ5CN+0Qzs5/IH/la6XpG/vwlNzXyACNeuBvsAIc1lUPlYVrho9TrZigweWEGhDr4fWw+7h6B9fz2as195tWLJI1mFFcb6aUKMNBj60ZcXuHYTgujkil3DNObLk+SA6p7YnWdvTMYdTSDzu7EzRsWEOuhATVx2xD5BmuCj8/poLgCLFVWUSmQ9PAGxwLGNOC5Qh4iUfjZbp9zyFPMMqwdXHmvnKA4Yqhe/mgWrLPA0IES987U2tMh5fnnHQ4ejB0rSkaSiFdZKLW6bcfq9qW+UwJasLAu0ptrtJ3hfyOG2bGZJbgIS3ufQstBqX9rBkccHBw8LX3pBdq9e5bS2RAkwvY2zdefQ5baPxcQ6tEb2+cSFMwkH36SNgbjg/urNMFj7/hmqTdNwyxYVwR930fdQjaLJBRHxM0/X0oa78qwQDHvOgYe7atFUKIqZjRksZ3FpTr3sHaLekcNzlQFwTzafIQZAO1mk6LigsSroeSG+YywoCRq5ZgbUKodhasOg/r+h8Bw1G7HQx+yON8KvRyYO1043a6dlo5mCTuLaRL7DDrSJ1++V2fNFTtCOLzgdWmzjt3IBe0IlU6zfDQ08YYSdEedycCG22bft2WibRdPFa5yc1vpQZP4NoveXy4RaClaJj5QIbyuQUAPvZj39xu2yYMAUnObmVyk7HqUrant2nQkwDfClejr5yBE5XQto9iTCbTY7sL4cc3iNNKP2s2Lha1k/EIRNkWMU34r7gAUBM+p7/1AwFGigu+bP9accpodHFqwWtDfNg+uYK8LQ6Fink8i1bZNZb7yu5ppyT1HbI4VKEk57KC4Puk7e9N4C34r1PdO+p4zdnfmfbboYTorhfNzpHzbnbafc+pXvIM9bfQC5N94nifF2oFHV8zDSuH4m51NLNbgGkHmNFIo1NI7FOAxyWrxpq4sCki7ZfnxMBI9fPCeBug0ca7Pb162XWky+hTru5FTeHgw5uYD9pdGQfFRUfPc+5834p27YR7QQtIbZtZbdx54oH7SQ4Z/n5MhyG147OkfU2HL3HMvGmPBeD65QbVaCD1QKrWTPCIYXasXIejo7JZfWgMjLyhKukYu5KVIDPmYkYBF5jXv3MW3o4RtRxNrBk8KHS+NBeYb2jZsfOmuQ/75//US0rDOXrss9ztLLG4t1nP8NphaAMCCaIqH7XztJ68GEZk0FCm3vX4ygHRzbhwBX58QS3FAuydLsv/EYtKPzd/uvn6uI3mmpDpwQLiwTWG8y583HWRg1H8iaxciDWEMc0tsbiOZ0fDl2ebN24QZa/+77be5v2DJ4iXgtLGkgR5HFw7iYbnBBeb8FnzLnXStmqNbCIuNlmnjOccRVyJHa7zB4CNesVshd/7ZccWek794mXdT4rdSiA60ibDegvRQ0aSpvmbdA+U62Ji2g4Ul302igpw/xORZmbP/FeMo50D2JEnfl0P2XAEwUJBNfc08medtmEScp3UYsCyYbdV6OTB2E9FjvzqtMc7ZgLGjaXfldjH6YaXFOOsrdgqmD4xddLGc/trbRqtGr5u3vC+sRtMRNBlHReC2eSSaItBvfTVcuON1P7e6ndffbMyyJY2BR2EnEyjQwcd5eOrD0PFsSpBsr0cACK+UsOX/pff7WSUHRgxDzzs3zOPNmKhT1l5aSqIIcI78c2S4a/p0kmMTqCdFuL+LvrOSchjlI1bjgXtFngk1y4QmZ+8D58pVs0WjRuKYUFWE1/3BHBnlIXhsvdSOJT//WY7hAq18jSh3KMQw/tBLO2P/HY4NTxyEwzEs08LRn9qbzQ40RZ9srbmucEzNZuKZ1Pp5MU/WXX2UPAyDV72DrJaLBKgvie/6/HVRNgb+z7Y45iC7u2hp+ENDoBJ6WET9ygtQCB5z34MhZKIFSgufoO4AtWcrKNREb5URMZ+5Wgm1K/3EaQdiOjBB8iXSuj15oMPsLVtkoU3rSIroq/MZiZe+8TKifKK15ux9OxkpsumuhYGr11grfXb1kvA3743dA7Y+RiNv2GjE2zp8uix4alLBS+ksRk7slPngC0c8ESWTx1WlowJlmP9GvdShp06RB5loqUdXPZh9hTWYlU9yQF2fXrBy/67ZPOa6S57ZdPIyXFNEWXHW6RWTHiQ124FoZTrdcJWYWD8DkvHh1UUftsP+BwKWjbCiTMcP4pw7i6M/cpWKbw01unfNVocHgXJepGR/TW1b3ekfxZn5bj0P3SDdyBzLRjaMCk+MC4xVn6RGmBdLv6q5quYHZVxURN25vwe8QVP5K3Dj1Plvx3tD43t38QiNad/ZOCWh4rTTN52C+4Y/EqWbVkGRqJa7y+3ehcTJ+uerBCi5OOkDkvYNFJ0Elw9L0dzxeOHiPJtRulsClmZwNyri2wpbaSpOeIHcsqbGfYumajal7VORIIT7o5pHcvadqrmyOnQAvx/W1V4ZP6+jBqkvxGPDirNsn9nXhbzJQ/3ysrxk3WDi/VUFxamO7255+BjpRPgw46YzJT5V2OeJJFhdLl5GNlzrsfqb7EmBmMi6ZYNSb86NfS6ZJzJNGgDrSvIF1VJb4m94HLrKdfUZJxDnSOe6xjLU48Ch1znjTsifoXYKwnHEZAW/3uGGmHwxL0MR+w/uk1PhnzW5NEfXF+nMYKJMOBWEBcyBdf2tD/m1+TcQ8/HWrfTD6zwUW9a1AGnb97sZtt0fzAUoTTqcqWLpPVa1bz+OfQcQjENRDdr/oq3mTDQyV4NlKKuHnNE6UWPvyqbnXiC+WIEcWy7jTuh3ltLFhrOgRWKvymfzpqnCz7coRZC1N0qy+dhnTwGbXoKMDMY550+Mrp0uj6+rJ9O7ZKZXCMi2W5bOFcWfnlb0m7wYOkz03fwtuTTsRAgiL8tjLWPnPZRMDI9XOjy0rq5jgyiaI5h6153itvaEOi72i/VBddaMshR+kG9U4XfEk+/MGf0sTg5WaYY8Eh22+MlM5XfNV1kpCne+Bc+8wU7UFzrypyZd4+ueM+dHxuH59qj0F+o9fcG8gBDDusw35yvZT88oZwe4zKRpiodpwChhoDOjacepNER6xzods2ya4l2HA/dbrMeug5WfjfMdoxpndDrtM79IfXSEH7lngGIt4NyfhiIsGtmj5TevzPt2TBux+GGoijZ7dSHK8EkPcu/5Gc9Ow/0CvX0Q6VzpOCiyxW8Ep6GYoct/N27JRJt90dPvTEyhrb/RoQC8LWwZQETxua8+a7wWxwSta8e56Vw//4E0ngiDznAvJiulKJyhD5vrnl8E9pgtHSonLZ/drLZcLDzyAxvvIE6UIlmvfGW3IMtrdIXVeGPF+XmuysR593OCisrlw4P1sPNa3918/Cs2DNBEGnWHzlQevdNGWmLFu6SOsMP/oIz0ierc46BWbfPCnGyuyW/XrL8inTNSFceeyOMGQf8aa0OO90rEIOAuqwjnHRxMw0ou5hD+3xT/9D3jj/u7iLLWOxquBkuoVyrBaLxuJEp699Io2btpQ+t3xX2lx2jtTha/e46IkegvRrYtIcK1QG4XFv9rtKBGz4UiU0NX0QaC6sihk6OGo2nEtZ9gzMfYGjddfPBXXFK7CSDYp15JqPTfrtjjhcfXlzl9d0l7/8FtpwMOdaS4iV+cxMfK5zYm6pYdA8qSs78R2/JpK8x5WhfJtOfmTfrJeti3JiZUNNhG9KefnYC+SRkr7yeJO+8kTbo+Xpo86V9665WYk1anrTOayg3Jo1ayFH3PpjdKi7bz7B1G3YTW37bBYOxhiMd5AeoeUcnX31SZw38gOZ9Ku73OFQ7AARWr/UZejwmLCo40ABi1pILgvf+UB24psYaWgEZ15A29L+zJMdKUPD6wJzI+ulatCB42BwLd54u2bMOH05OjV89/6jIN+pRKUC7eMrLjyrytEkX9S/k7Tu2jWcd/XZo+ZIHBa88a7LF/KuA2EcAjHv9gdDkVxpzdnNfOyL7f39K6WwfkNtu6ELLssA9uJX3gLOjnh9PLpNBp6bHtWPUvSc3zbnnhjK0D3VKgwH+T/9qiR2bnPTIXqPT5ykYGpZC7A15l3Peexvwl1SvgYyGdF0+aLhrCuvV65ZKe/f9Ad5vs0xsuRBHIyh87rEjuXKL5QthYRl6nPAdJjbGwR23zvsjdRcChPp2DK2czyv2LhJFk6cEqLCk4HoOIfT4Wt4qwZ62CJUaproWpxxlGskqOmeENjpzXvrXd0/R1cbNNYQjCouCJFqjTCXO42fWn/lj38FmM5cggDiJOrFx0f4lF8OIJ1mmiIv99o/xAvMVYEIBLCs/Ltghzx2uyTrOItEFckPbzNeP5esNLAD82rQYI7596+Fr+2mZsQ4mDd2y14/HH/3I7J+0gw1LybDuT0nNs6lldIAD7qfEnjMfuRZ1YSC87DUKzvRVkfBJFwHw4dAWNsTB+tK1LjT4xCfeDEYBJGiM3iKB9qHv6sanDEJxLsQI9tWF5ykKeJB/p6ANCfIyvzHX9U6U64nJGH9FjTK1Tj2wTmXWyVi+O191YW6/5lllXKuhrDcFr6BE7uC4RLjYmslNXfEu4CloBh7VEvxLmAQ7UlDNC5C7ygO8eAGDb0rPsCxkdRSvQuiCt+eo4fwV0grHG7y5feekgZFzdzLMXDXm5p9UMrngjaK4PYvppva+Zs3/UY+/cmftG658qcPIIKv9LOcw1TYxV4gYOS6F6ClBYmO3n1PHOn9khgJz378ZdWqvGNjZkWnZtT81BNxmH0wQsWD9medpI1E5xl1KKmcoY17PhZZpJyPLHKrFl0yd4QxAmXG3BFV9YfvAK6MFoR4YPqPdGGUol48qikydneo0XXo10fOGTlUWhwfnJ8cWQkel1/Vb5Y9y7t+n25yzBN/V808VTNcKLcPtkLGfv9WnScrKqqjBBD3lykOjwEHettWr5AFI3C8HnLFFyZ4LEmirc8/EcGJADxyYIejDrtfdmFI7l42O/1FQ1+SnVs2hMRUo4RkSlwW7qUdGRmTr5ZrANf9/C9pneD7az0B8VvnJke+K9uW40AJmFuJ8Lz7n1eSYamTlrzG333IECnu2UtjSA3gdLikBbOV87STJ7t2y1vEFBLot/dVF+MOEoNJXL5VqPkRA6VOMLDzAlhe3Bo1599PskRSzlW/9BtBhW9y+KHy5SVvyvH/+xPVjn1avWcSKweQcRHM32f3PSljLv+57MS0QarW4yqoZL4eRZNi13uGgJHrnuFVI988K1h3U6CBUWuYfst9qvV4584VxcHf2CpQxLksXWkAbQMvDi8Z0E8aY7HETrQ2T8huAQSW69/5b2g9GOuS0Kt5FVeNEnkAeooSKa9JaPxwdF/dR/3BP1cXJ3DyjOsg0rqoSrll8dAfO1inZUDHQG+8C3KijaIUnhp37ChfeuYeOfmjZ6TJEYdi5TYCut63ktzqbjCIkjY7PPS6Hc45XfpffoHTXoLqwcf8MPWrpkyW5dCG6ndp5UyA8KPaED2ELu1HqnPEPszlr49S+lSNH958OHa3HU8/QTtefQo1nWTQ89tfixCHi4CdPvFd8PhLakVwGXdxHggdcHVmYWaPc5T1D+suLZt30Ax5AvIWC7ynQZYMfUGKyjB3j/xNx9uqmC/mkB8Ocjmt0P3GK2DNgGcA6mU4gsZfVJh5Dz6vc+heq3VrAbDVCW/oKTmFmqpbI8EzpIuKi6TX966CwT31hhqmjcQ7+61ReIn6AkSOQ2bSitbXyshNpKuoTj3p+aNvyCVrx8npd98ujYqb6yBKTwBDDtLrCmMJLEJ4NvvV1+XT7/wU01aQGWsunmRdCPu7NwgYue4NatEw2gojFT4YsXKhCOdaN0ycBjPTmrRYlAhQuTtecIa7H/Z66AQxj9fp+sudiYadA3yQAPhmkA2TZ8mmBctkB84uLeeB60GH/HmzsL/Dh+hFYORghNseumNPYU8cbr+7T+/TTpbGvXpJGd7YwvIgUWYyGbLjoTZRhrIhfo0w+8iOhAMYzk9x4ONP9iEufHNJz29fIa1hUcB7VLSjdaVSM9SiReSzx3TxIHa6/r/8vls9yrKG56h/ktrEn/1Vz7CtD1/OLB2Pl4GiodzzBM6wXvrOx1p3vPPx10c+6nXvhLrmZnzVNI05xcYD+2t+4447QRfc/1IwMggSinsHRAeccS7G5wB5Z3sE+3X98SVarlHTqYMNxxw+N0wHZuuxkG0r4UxlUU9Q40K0dqeeFAhNdZncBaB6YWlSZvz9ESXQsIyDdzG3v/7rkJfOXKx3HS86B5JTO94pnPFSA5399AjZjIrIPbDVOmYAYfI4bVBcLC2xWOlLy4bLCff8Sdp36631mxYLlV2FoBlYy7Fu7ES8JSjmIUOdqkKE3a4CAT/FU8Vju71bBLTWRqpuUCm51oWd4oy/P6b7CanseHMSO3B25jt27ZDV/x0bIQG3eKJRl3baSOnfmSfdCHQnZC/GC5b7/PkmNCp0m74l7zaRB7YHd3RBfMZI5HAcnM+34ug7W5nXqnoIYoWNwEkuCmNHxvlG9e/m1aIjSB3HEFeAS7RP/e9Qadyzi2xftFKmPfmyTPkLrAMRuEhOH/36T7IAJ2sd8+SfpUHHzmRhlx5OzEYHVhlgZnTpSQfpawQ4PQdy6rZtK6c98Q8ZftmP1Sc1U4pluVPLWTFvjswf+jL2R/aRDeMmZoiBwaIxUDhWWO8sxQKbN3GdAk3nkeG1+dknyvIPxoFIsYiFWmvgqwxzfc0woFk6cWJQ71x0XB27at4sWT93oTTu1sXdZJy64jSm8mROYfbuhit9MkXBnLEdlUsPWAgm/OIvzgyvo1LXpngIyOppc9EYt8vm6fiGU5IMypVz7d0vPhtHHXJoFXOoZDyha+XbH8m2BMyriI4xKp6Ig8TboFNrWYl3sObHXl1YhjneBsDOHYWakkttdu7vHpHeN34T4TmYgzx8Um3dpV1DaBlgwIBvzi1rWeO1jx0v+4p0/tqXZeXHn8r0Ox+VeW+OUu/pc8V6iyjI4odfkqb6hh/c0AiZEYed82V/9wYBI9e9Qa2qML5i6nOMeNfslMkvvh4umtFWFzhqr2+fc41uwWHr8Q2IY2F647xbedAJ0IsWFCr82Lsfkv63XicVXE6vRMKnB69znZjroCPdhmoYHEzrgNr3amzwVeSXZjg3EGGHjzARWOLdv5tdcyZW1d4w6q+Lg88H/vRaHPTxjGzenrI00HTK04pWzZgmH1zxMznrg6dcqiifTFUD+NO9uNXNLhxNhdjnfP6pcszvb5axeE0aO3ZaPeh4QhdX9Y657pfSEXtqK8bp7d04B9aC54ep2bEQ6ff9pPaZSAy3dfET1Wo5BaFTF/hOzTc7uLk/lwEXv/y2lNz4baQQiPJVZfubWHeDhK8H1FwTjUqk5zWXyuSHnkojGTV7Y6Czad4C2TJroZIYsYhi1umCsxUX10ijkaKNg9Sm3v2wrqYOqylgZBmSzMb+9M9K6NFpIbZwZ65nL+GOm6RUP6jCqc6yAqu825x2iuM7Vx1SxEf8OahgxdJ4WG641v4He3D5DJ9WgwdL82cGS/9PJ8pbp16uy7S8KJ8Lhl740nsy0L9t0md8d9ja890iUGkwttsQ5iGGQATCoGJqHwVNavGHo6Ghpnft1EbZoHSeUCs792myMbvFFmVoIDoPiGfcA0eTnW8Q/GZsi9/hAew1I1auGq3SVUFU6aNWdBFsuBHHNMQbaZVx7OZB2kk2sXhSo/VASMb0uoGJ8+EFMHVxSk0lxBWTy0F0QUxFnXw5+lGuokw5bufQRUcItHLyVFnwRPAqNnrRDq1y+UeC1+ASi9eS+dLzhqukxQC+6D3lqLnuQv3g23dWv84X1KfGGd4XiSOTlrEAezXp4gt+osTpNRk3d+jyEX2uApB/7bzhluAge301Hl+PdjB0wlo++gdf+dL5qnOV8LzjFR/TdLph9nzZPG8pnqZ3idRXm2MltdKhr15sk7jm+odynKq0CAdtRJ2bwnTtmOcYk1gdxq6Nu9rpto9xmsGnw2NfBNlzH8HRk2paxg+PdYg5y8DHGF64wV6Q/qSuYHPUfciQAXLii3drPKncu/A8KGPHVpxp7WUHbcy1+arbUFqG7UdGBNJrUkYvdrM6BCow/xl3JIVEebGsentMJWJyI1a3BUQ1M4w0qZVy1MpvbgVhB+AoMXoYomtPXKSw9LGXdRFOTZy+CJuukvks0mjjgiKymT9udtAmVgAAIABJREFU6Yg6NrmaxR4XXPk3j7Gn0w4nLRqggHlA1eN9HuJ55m8MMlIkTL9MHFNXs6qtRywGjmexNj/raOl0wnF6x5Ws0+TY9/BVbKOvv0V2bd4sO6nO8p1tXnujh0j6qjocI4wsjNSVNV96fcKTd+r8no+bAyjOu7FebCxdo1u34t2dvoY7iLcMq+cqYG7cvGIlXgju1Fy+qD2T81CzrlG+G6z5uy4EUST+9MPPOrwuMbmV+rAGSHXImSI4UO4paSD9KK/mPQ/D3HWhDl41C3yijxOyfc5i2TxnoT7lPT1xGI2yyymn6P5zN2/qaz0MvgyXKJZFH3ycthNABTMs4iRteuyIcfTj77sy5iRByrHeLX5tBF7YQawRkdbz4Nt7c9lyz31r9MlDHtiP0LrAeIowom+DNQnc+sVUldGUHPjlrO82ZdKgniggiJKNsVKf4SO375ogULMeqCaSctRPIm0lQKQjK9ulZwJHD+InRPHfHrZKGkOIp6vsUXgnD38Xdsp1e4Y4SSRoOG5UWlluXCCpTTWfkDRcGBc+7nvvfuvZroFLdV28wfQ6zZ3GYY0zSH8YIN7h8EHYwYS+qr2Ieuf5zlzdfey/flmJmtnh8a0yLOEZdz4IbRMhVYsLcIwQKyPMtJgqc0LcMIpkXLdNMxly560Kt9cWo2FYd+LZi5J4AeYYyqGKzMM2C7dy1c37eRnRsP46ei9eB+M1hBr0gkdxAAGcElQsz5nzt3/vRutqWUOQ5XWXK+HEh8Srx0+SjZ9NChOruIBget50KaofbEhaT9MRycMxiMteGpFWLX1tps94WVWFBP167N06C77lJk/WjIicDcz4o/WfwsMI4iXFVAQpUcuK65fq9+mJK5KtGzAyPbSg6YAuvjCMZVvTDFSVsRy/n+rZchyIvc5+mu0SJ7BQk0EjWDpunGxObMGINFXxOTrl1g5X3Z3ZSE3AqMjsq3mtn+A6miYvxXe6i0a870a7ccKJZUQbU3CPizfc1gXcRWPih5ve/bX/ZkuP+otjU8lcG/ewB7915az6T7Vk32+U8bUjeF6u5jGmFz+DdMe/mU9NM/FQj/EOZ/eJYj/ExTt18Q7XATddl0ZwNNVRWd2J73F/vVe2rlrFGCurkpFoasY9Lp2c26WJt9c1F0lH7KksQFqi2owTmylPkfqFy0Rpqcz8631q+fBap0/SLuTI1y1f17CsCnBRf3F1j3WT6wGiHYPXcqg5T/u/B3BkJMkgMpDcPbT7zYfjDJi2kVwOPrhCn1YCrmnwjkOQxa+NBKGlsGQ7a9S+kzQ+brDk72Q5+9JwJl6ecFSW3CHzn381jajdFhhIBoDEzR9cEbZt38bx7Z9FsSbJ8ohKLsxb+OrbWgf0YIqgPutCSWqVWtURm86H47f/MFNsM8xLcI87C3Zu2Shrps9S60d0wMF81uFwIxFBpGYVN4KgXWZCgJYKc18YAjTxVcgOsNmi/7wUbFpPCWf1LUPNPu6ff5DCenXxi40ZTRuNgJWcDYLfvvLPeWGYLMBLnUk/HG3TcZTJhQmL3vpA2l9xLq6qmVNV/+7klzK02kRptEtRcZCc2VEjSsB8VIYtHdh+G3iOdgMMmeqMMkup2V0nJV0WVwjTZMbTjPKwBzHl0vOr5My8EQdcV2AebEdRmRRzr80eJtGZ+miozpce375YJvz1bvZh6tifaWPBNzvNCbf8RY5/8LYw3kxaXNAfppJezZXOvUFuAvsiBw+9TVZ1PSXYEuRwcRpNCnFXc9IFcv5s3aRZsgERM61Eypcv/fc+boi0v+ZC1KVUOTLP0c52Jzt2lPnIb/88rFleq2J+Vm1YgVXLk6Tp4f3TCLiarO3fR9EKDlJtPLA32iVe9IBU+RrHKZld/gcxw2+uwO157deBAZBMq3IcBOFNQ2CpdcNhJod/N+B1AnhdDAy73/AdaX1YXwirfhCyZuYcmfTnf6sZmrsIVGHEN+XMfvZNOeq+P6J+B900EwpSH//z26XjpedI04F4X215IRZFYuoA8eiZxHRsu9yTjO8ykC8H/LPwykGezhR37HPq9+uJCCFb92/j2/uj9yh+8cD2u1oEjFyrhaeGD1kZdbRHrRMd19LVMg+nMnEUy5EiHb3wd/vjj5YuV3wF3quotZEKXbdDS5kLcmVX6DtX7tUj0S57EXvz7r0VK10bugiq+MsRM1+vNQ/L7deNHKu+tCPXNHP4GyVMJ4R3aCJlp8sXNPe64Rr3IK1xUqNMmbOqiH6PbxMVQsB+YuZjz8uKUeMxikeufZojEjPdKwMZD7jlBsFZEmpqo6zqXOXnPEgdYdu0liNv+4l88os7dEGKH9xQFuXOefY16falk6TtBWcCx/gAp4qyrTIhbtWwf1y3eQs5afh/ZPhZV4XmXb+C2PtJxYArZWXWsaQseuFt7Q/D53rfVc9OP/iGtD7zBEzFYWV1uDWESHMgEnhESK6e7f3mf2UW8kgS8p0Er2kFmXPXE9L0wT/iKp5vn7oD9RvEWFhP+tx8nYz/yz1hmcY5h7+Zz26XnacHLPBc66jTc8BRs+be8biWT+qNQ6y3XHUtMuBHOCCmeRMHfjVwtN2+Xabf/m89vISOcdOaQPml+Ld61GhpdurxrngwwtuB7UIT73lMPyXw1+rLp0qzY46U5v17ScM2LSTRorHK4daf7UtXytIJ02TFC8NlDhZBVm7pLs62OI6xAusHdNIhAobOCFVuIC6Q/d0tAkauu4WoBh50PoT+OKrFnBc0TtfoXFjt3PgUf3pDI9K3LFdVaX07xvPmgw6TFokmsqZifTgnw9pO8+Q2SFzy0ijpfMm5VRM14vSkMOfZVyIZ0dTg478jj4JLPuWovCm6jpBcg2e+kXqNpnLovb/jYWG65z31+h4LYhcxQN+MQ2Pf7p2Dm4MMXAUDHnYqeThDtu93r8b+1mGyatLUNJKhVKZv5NU3ycWn4EzeRs104J9yNYk56t/pP748uLK1+dGDZcD135Ixdz+Ist+NPKdyYyRUiJOUhiNtHORF5tWQNpJF65OP0bnDvFLkNzjuL0qQ3PPKU4o4aOnzo2t0AOE0algGqAhBBuvdrGdflsF3/UaS9fFOpxjxRHN1QFxHVHMmlVpn3+uukE//cnclsvEtgjntcuqxeMVjCUywKBuujlbn2gsPjyhbvEimj/lABx5+kMmn/HQ6+1QpaAli9ZpgEDrTV6JesfT74bdkwl0Pan11snTCQRdKTbr7CTnttBNBfqWw4ohMue85Fydiohl7DkzH/LidByR6NyhWKxiEcGDNQVGcWKMD406XfiWo/+kpNGLNVGI1vxfHvOYhzWcKAX3DhOsA2anNfeAlncNiU/P9Ip/WxZ8252AU6s031WDIeUa+oqrrLy5P8+UJjY2Hpmc2kj13vrP235UleLGc//HOL9KpQfIrC6zBnXhWGHNN80d/8fA1iDLwwiF6KjRXSupZ+djOcOw//zdtTi2aHuIw5/5nax5NVT5D64HDOhHM7/X62bf1zT01baS7Zs6T1esWIxYQaKxou+Lw+Dx05HpfRwJRD65EmW+d70NH3nBgLynp1FItHN7cSM3Gz9+v+mA8Ovu9R7wqKL7o+35Gn9llVWa7KmjWTMkzBlGk/lRIU1glaD7RA0xC50KUwZIy92kO/NJLhk+5A6bzN/GGIa2Qu8eHOnDnq74Svo0oWm567CS2P21ftwaiYCUoK5W5Dz2mfYsfNDMG/uaEDw+r0bUHQafDJOzQtKfS4auaj6cz8lnSNzALh/nERRyc6DO7rhECNW23NRKWm57YiFDxg4a0cc58WTFrJqAgtOiY8IzUy8f9vneZ5OFl2a4rCyiqigbIRsdOrQsWuNDsxHd2uBWObsET+/65H46RHfOX4ipKd7tv0NFyiq8/zZicoLFGTdlsuK7/iFchNPuoprWbRur3uTJNXNQVdU7TSL8X/8XFKUwHOwtG5dLoseWdePooIRWRmy+LSA3Syzxwm07Jof2kz1fPUg+Kf0RTo4n+s9/fJVtXrHHbiGIapovdpS8VQzQ9TAcTH8m4yiDZo+6UHCIXj3hKo3SLjrgn2vn1ZcF880xaZn7qg8+oKP9mFleWPLUKmuj3vwFtnK+hc/UnTI/mJ0hTUPiJvCLV3Hv/9AZ95msXO3R+mO9FL70J0zLCwZyYgiRaD10eovO7Cl+AUQTGFDQZrxBjBJ50L5Ham8kT4kq9cNwVrM7RA6+BONeb9gK+p9UPmLyGRzQ6QPvUwYM3+Qf1gvFzfnPKH+/HFbV8N5BhGIZvUFFX2sKaod4zNiY+iDioo/V6dZGuJ+CdznrbLSzjlY7v8HvuIy/qs7lYmcwFddE67UqPC5jyg5W/Ltz/Z+87AKSqrv7PlO3LssDusktZWHrvHRRRBBQ0KvZu7Mb4RWNJ8TOxxKh/TWKKGk1iN1bErlgQBERApPfO0ndhC8vWmfn/fue+N/NmdhYxkXzZ5V1d5pV7zz333PvO755zGztB9p+NlKqHUEV2OVsP7CsnPPaQsqneEU4ssEODMo9Eca8OL4F4mufwKdy3MRJgg0RLtJQGp+ab9Yj8dDnV3Sgfvi648iJCprXvwJGJPrVVSyk4/2weqKGBzk66nhnYS12DZReRj400zQdyJN81aRgHlJLTEIMPRhnGIUalroCG8vF1hI5xK4YJHuYjNZhg5MT4sdaWw2gOk4u9YP7OkT+jvK0nKicASj0enNw6FAqJMy4KpDs+4YbrSAf+6mZyp1lT5hoN8QhwXHc8/4Y7MYOW5XCCiyFVB20WXS5nHNDixBPnIQyGsOZNF65/ZHcZ+wy27UM5/eDFzt8GKd31jkoR2x0u/8szap3ZTkzWJSextCjorBOQxJcYniwTrugYIbPcdvm7nTlJO3amJFpsDQTYDS++Lr5abKKAMYoICWebRrkgeLN4KZLW9oQcSd2aVGhPYMFUIaRCuYfJOVpvFEErhlaVqS87lQ8uXn5DLU4ejjHLFFxF6kfd6UiRd8rxkt6mtZbT7qg4MpV9C5ZLSaDCzAGy6txe+tTzF9dhTJuH3CPf2I8pIobwFbft5Czm7nANM3/n0YCUZiVorPnVn/TdpnueVZLOPYftr8deD+0Qjca1Wxs7EGwXBsDhQRs/Sk758J/ix5yK8DFzjcATEUeE/7WPjkzD/9ey/1/CGFux/mEXm/c/DyswKgIqJ27G3SI1UzJ6dEUcTFXQ6fPkPaImGipJ0Jcg/S/5gSpXDarU+dHTReeVdY89bawH3HtCtRYEWFE17r/2RwqqpONoQSodJ11+uHRLablsMLEjGFbi/kvQo3XIzkg8PtVwOII/ZdOKpxkRrKyNJzwEFLxkQ2ccbgzAXx9+FTy5P64d6ilDQA0ip3TKl76Xna2WANMwPQOXS9CKK/x0lux6fxYmpZglLYJ68GFcTvOxaNv8KXixYFr/CHYhrdvYn+RgorQ7Y5K0O26oKkrmr8nwa4MoxwS3zZipnYhYmbH99bzkDN0b197wQjsbdiFIzLJYYjshQWyx2WXiOEQ19W3LkEm5vcGuRV/H6bgY7uwTnexy89e4M5X9Iw+cIIhAcdmuUPMNWPUJC5vvgvYELd5Y9RPlEbB7p1bO3PmqA2bb69GOVjCWOfYSPv9MdGNASN3kzq4bGcFOXZgcxLZAsfEty5bC8oHVTudhm0rUh3o+wpUcziLOBU9V9UhbuKlTrfjmJB5TZkCf7PfU4NCOtdLvsdul84RxanEzTS3+WN9s0+pJcpSFk6JsQfA5eSWfbH/DfnaDnPTyYxJKQYvCwzifeBw+3UffVQLh7/O7JnTjWxJQQNFPTD+8ttgUPW/cSD0fkmvrghifqU3ySU6vnrBgEBcfYETBosXbSjaeQNHwecxX2uj+MvJXt2LHlipVdFFuV6QrLSmRZpiZ2Ao7Cw0FzFHJRwjbfdd4GTT0zCi0BCbNSotEImhhokb/O27Awc/8mBkYlzsJwSU2oq+ZXYkXtCkiLrn4+VCZtxw7XAY4D4d20IyfquGnVIRUaIcw+JSMA3B17BKDTG1PnyipBflRcuOSnQQsY0jIwcQTBifY2PcEW/BI5dPn/lskpXUuvKBVUGiqWpHEzLqmnCp3F+NYOAPi1fiquv7qOmm3Z18UsyFYeRljAJJoB17d9P5wlW/yJV8JUIij//BrWXjlXVLjxWpV5MP10gkA8MTMZmARihxW7uCfXgcXsak7O2Mq1rzLse2falerqLHZUkOzPByQ0zKbiJRllzuulMz+Pa1lHKauWW4PyhCsrDZpwqVkOqyrbtFMhv30x9jFqhJ1wN2R6V3A8Ah4bj2kT0QmjryiBOW8wUYNvvQUGXDbtfqdxQJB5qA+AJY6zM+iKrPKCLpsWxqXZWE+TpcnHvtR1vxLTpOiVSvRSYqoQV9mprSfMk4PTSBy2vmF6SFtSvcOMvi2682xkGi7lEplUo1kpOWID4duGE+FJewGC2Ze6IpbRkXbGPG3h6V4/RZJxmBrHe45FGCfqFML/nmOcNuRw2XkgRLZvWCRlC5eKcUrN8rB5RukbNsWTKIM6URKE7TwkoFCNOvdW3JH9JTMSWOk7Zgh4k/DjGIUTMtmooVTuRffnwQ8obLVsZ/a90f9WKPEjxgfG3u9Pp21xD84bKiM4I+xl6t9V7GE8GHVqIXHzxijr/asBOah1/yjNmGWVnVq/v9qQB8eZdGPjzObrXIYFxk+eFgLdofeHu/k8gRO4qiFUuBsZnVdN6RfKCaQ5RirjzsW+C0g/BfZJa90bXFCjj1+pgoOClefYcKZcycoZkN1T6uZFqAZFzz8ZxACs7oJB+QfPckFtFh2lFeXbajVTIVZ303MHZbMRh7UpVaHTLXbEQRuWuBPwM5Qpl0ZdzBhVaFVy6EWuuXhMGOLBH+8AfDWBWuwMQX9Cw0ElRfqwgFCtQDQBJhjIczSMVtgOtsU2jnrF41E4cXRUQi3E3KFziVXDhO4dRV3uE01wEfMYzYjbprAjpMXE3rCQ6BsnyhvAHRZt2ZWggWwR0IafNTho2S7MSfKwIFNMAPNIGTl0w4UAwvpqCMFajyyNjjhqC29NQFYq16sreaa63C7Z1yro9IwS0ZH8D3ljcKgjlE2uIu1DonwCKaN4QICpHy9aGPaF1IVgHt0JE1nwo6PNGiLPnTyOV+DJm4Cvlu2G7PlYn2LPJrXmHI3XAD3TQMScMG1AcF898eHaYz8wKgU1UL4FwK/7YaS6jvrA7UVnPVBO3vb/0KucZJEFEHEwjHlDudlA52lj76Nh297H4eJ6EdxZePgk7FtS568WXK0LZK49G1rhy8t+kecjuD6rQrVzjWGz7jMHCYueWObYr0rn7jW6rCEH5deJE6U7G05OsseN73joZ3msCBi2kc4ldJnx4Odtn8xHK7RkD47CFY92/X3nXL6NhnE5t9g+Y+8fm2S9Bawo/SdQlT+MfKuR8jxvkG+rUTf9r4ebfeBUwL/Rgt3BRktgYYUGpUJ3tnAqoqXH913CA19a7YypaLSa/N3REAQJ3s7nfNV+JkWz9FctBwMeIHyGbAywAI7xyh7vD0siOn72MLF3lvZNPQTZsMp/5hmze69ZZGRn2/jKQxWzNOiH04XC1zO+3rKyKrn2DThshzp50cm4sTlY9LWfEnUurboR4vWIVeLH2Pp2AW0EznlyGeHaauaFP/YbUGTIr5FwuTPGztv/Cq/Vllis7JY+NafOKIIpwlnR77J27dSqx9B+YpJqDIz7bteAwp/C4iCeBG5H47R6GztNhkGVmebsetYk1jytmWn5XXyejihWmntoYOodA5+7OcNvY9m3b1rQAJHXvsNEHAfGwlEQCimccd+3PrR/Itij/1u7A+Qzx0fIz/Ueph1BBVVD3RAJ/zMLofzw9OPHoT1GVyQ9kfL57HlbjB/JWBoaBmcyqnBRNEvmH9YEVgZO5UTY9O6ZxyTxRESdkaz6NpltF/FKCCzJ7Mtj3CkevmZ+rH4qfc29kFDMrGATMvFglmAYiWPbgd8j2BPjOOlVSTzwgGiUWVCW7XlFqbvBFyLLokoPcYncctNqcTtONavnW9U/hoxTogTyWp38fm35cBvzMGbRbnB7zQqZ1tWjocqE9DUth2HJ40Ku5PDE/WzjaL+7TdO+SI28wvnCeLqHbGoNMSKnYn9HYSrgG0mhn4sQ7HfTux79/6IJOC6hY9ITG4kVwKuBFwJuBJwJXDkEvgXTagjz8CN6UrAlYArAVcCrgSONQm44Hqs1bhbXlcCrgRcCbgSOOoScMH1qIvYzcCVgCsBVwKuBI41CbjgeqzVuFteVwKuBFwJuBI46hJwwfWoi9jNwJWAKwFXAq4EjjUJuOB6rNW4W15XAq4EXAm4EjjqEnDB9aiL2M3AlYArAVcCrgSONQm44Hqs1bhbXlcCrgRcCbgSOOoScMH1qIvYzcCVgCsBVwKuBI41CbjgeqzVuFteVwKuBFwJuBI46hJwwfWoi9jNwJWAKwFXAq4EjjUJuOB6rNW4W15XAq4EXAm4EjjqEnDB9aiL2M3AlYArAVcCrgSONQm44Hqs1bhbXlcCrgRcCbgSOOoScMH1qIvYzcCVgCsBVwKuBI41Cbjg2uhrnKclmxOTQ8E6PR+61ufBsc21OFS5Rg/EDkqAxzhLAKc481pDvAOf7Wd6OLZ1CrNexzn9ORzXbkKxpzZbBzLHHi7ukLdmYeejWcTQsA7FdiTBZcxBz+FDoGPzt1M19Nz5Ps7h0TbfsfzHioL8O+UT+z6qTLG8MN/6n2DkEHC+t9LEqwPNi+nj8B8unoN+Pd5I3nqP+ow+fNwiwPfhA7ettmPT1ufOMjmuw+0rQt9OFvUbK1++jGqbzD8m32gC2rbrhTANB09We4ocmB6TVxwZh/hJBe3vptrIwhkvntyc7DjKF1e+sW2+XkHcB41VAu5h6Y215uLwHQKoLrj7T7L26fdkz74t4RhZnTpJl0nHy/CbrxRfTkvx6QdPpWNpARtAqTQcSikEMMb/hw1UGOE4UelNsqj3TkqIG/J6xKP44eDFjsN88b4ecDGqzW8UZzFAFYeXwxUEJcV/VmHxE4KIosseoV+/TNa7cJ4x5YnLr4MbzYggwmeGB2ceBA+vrYS/jZZN1i4DgEHlFU4XH9BNMrzTjNk+6vMRjgNu6svAUZ7YS6dcwteof4oJwbSB2ETW/bfW4+HbjuETEkSZDt+W48tlz9K1Mv+hx8WP1+MeukOS2+eKl6KxOx1WGQy3hkY92diyxy9KbfgI10cc/hsQhfu4cUnA6lY2LqZdbuNIAErIUxeUnXO+kb1FW9WWoUJmBe/ftFm+evxZeX7YOVK1Zz8MHWoH/jEWL40iNQrYPOL7wysjE08VI4OtwO3k1jOlwXd2sLLiM/POmcARV3WOHdmKY5MJmkwJiBYGIIJpyiEwFAjViByqlurd+9RSt5W4oRKlDVlKpREGVvJK0LeyjuQR+VSi5KLxrLy1M8B7J98ELMe9UxbKENPwj3Ei8Zx5hIFVSTtpKwETNLkzH1DmrZUflboJh/vk8U7ja0K9rt8GTPr6zy3y8X7C1hvoqvgNfdJQOt76PEXqTBOYoLw57vWpo8zheHxsrF3DJ4HVmY7tx5TPTmLXod5rPoiD76R8707Z9M5HsuK9j6S6ulIkAKBmPZtGE529lYfJ05GfXS/4DcvtsNZ4hCv3qvFKoH6rbrxlObY5p0KgMkS32oOPuBq3k/76kJz45/slp20+9G5ISg7slpl3P2wsQgt+6wktrBNs1KwXI/qBHT+s2OMrlTDAOl+HryNWjAKEDQiOuJqpnYf1XgExJo4n4JEZN94vv2szUJb+/VVNFu4AxKUBJWzRs/PQbCydreQdedRzQTreGcUZQ8+2SB0K1unGpXcgOgPcx8EL5S0mROEFFb6zHM64bBchqz4VGI4kkA+bEWeaBtpFQzyThv6ZPCM8OxLYvNlsIX4YhBxZRzoIIBdVqVbCqPYB1Rbmn++t/BTo+ecsH25j2oDG8XnFD4btEkd5EGxenQ0kSv5OgcSTn7H+j7iy7fzc30YjARdcG01VHQGjljIJ4SNPw7fd67xJ0u+yM+SMOc9JEpJjFFb2vPiBEqKbLH6gC40RGn4fSRdPUTuVihXTVrAxGaoCtXgOK1PGCT+LUeRh5WXz6CAYfheQNc+/AuvV8c5W7vy1WQ7zRCUcm48znmXlKLmgegOixjjtfO38PD7DP5+HnyFJOB4ehhEmaIEIn1njigqSNu8xeTmKxEuVmXohHHnFxNF8lbZVnxrfEaIAITYx7ylrR5ooRA8zGtU/iKbPtPhjVP7YpGLYiE5DGVh/mtDko9anVVeeOO3TWJSoLxtU7TZu3zOT2LoO8xNnXNeZjlxYcT31ZOYsjCWTqLTWe2c9OOhFld29aTIS8DeZkhyjBaG+idV9tFI5SheAPvUGPZKa1Uo6DBki6xYtkmJPrQQra2Tvlk2yd80myevZTQJVFfLNH5+XrB5dZdBtGJeF2zVQF5L1r78nWz+erQo877ih0v3isyQxMRF0DRhtmv6R1IhPuk4cKUXzlsuyZ94QSUmUfj88W1qPGIhxKr/U1lXJ+vc/kYRgQBLbtJUOwwdJnadOts39Wmr3FkmzVq0l9/jB4iUawhoJ1dTJilfek90fzJZAYoJ0GjtcOl0yWbwJqcD7kPgwwaR89y5Z/fTrcmDZBvHmNJfWA/tJj9MnSA16ELs+ni91KLsPtIpXbZR10z6Ulp07SU6/HlID5bbjwzmyY9YXUrp1HwA4KO1OGCb9Lj9HvCmpWs4gsLF6y0755vHnpBS/KS1aSIexg6XDWRPF702QEL4YW95qxULWOxZ8IxW79kjbof3lYNE+Wfnkm1K5r0i6nDVBup1zGryeBtiCoVrZOX+JbPvoCylfs1FqoaTbjBkiPa8/X1I9iYq5u1ZtkKJ1a1EvPSRUcVAWPvqstOveXfr94lqthuOGAAAgAElEQVTwWycH5iyWdZ/MlZK1m4E/Psnq11X6XHmuJGe30PQ+FsDS7/wkOJXNB9zgZLa1L7wuWz+aS7iUNiMGSPcrzpSUZpmyZ/U62btuvbRGnlJeIYv+9IzJ846rERfE6mplw1sfy9YPPgVFr7Q5foh0v+B0SUhKkSDbGOqufM9u2Tx9hpQsWS8HD5RLUtuW0uvsSZI9aqj4QaMWbWrr9I/Fm5EqHU8YKsv+8pIULV0jox+4XZKys3R4nYCKaXeQL4jWgWnU97ZP58qGVz+Q2vIqSe9dIAOuuUDSEN/urKyb/oGEakPS/tTjpBhtcN2r00XQhnpff7FkDR8oO2Z8Ietefku8aenS9+pz0Q56qaYoR30VzlsiOQO6ShrmISz58/NStGq9tEcd9r7qIvGnJmtF81ticHY1gyhvEOXxJfhl+4zZsv6Vd6UKwxC5w/tJn2vOk6REtCUUSGWD9lpXWyur/vGy7JqzEM980u0H46TD2VOMVYxyR7n9NTc3NAUJuBOamkIt2mWAIpg++UpZP+dLVQY/LVsCrZootQlBeWvkxbJ1+RIAD57vWyoLH/6rzHvwMSkYNER2LF6kVm2X0aNlykdPSvnWHfLmqMukuHSXUqZ6oe5r3aOXnP35s5KcnAxlLfKH5n2h0D3S96xTZeW09wQ6DqDmkQTwccb0v0ne+NEixSXyx46jFIS6nX6KnP78I7gMyFunXysbZ8+TghNGy1nTn5A6AFDF+kJ5/bwbpWTDemMjQrnBeSadJ4yTya/9GWDtkeING+X5IacJ5m1qXnxP/dfnjNOk7x2Xyysjp6objwDrV6vLIyOvOF9G//6XsuD//UNm3fe7aEWJuAUjhsqZHz2DboJXdi38Rl4df6ECn5YdxBNwecpzj0r3KeMBrlCF2rcISQ0mkPmDtfLhuT+V1R9+LB1HjYTC/lJBrho8sec69NpL5fgHfyacbLbokX/Il3f/P3RIDG2671lP7ZH/GR8+rSC86N6/yLyH/yJt+/eXnUuWKg/txo2GPJ+Ur/7wtMz91cNh/skGben2XbrJ+Qv+KV5/Ip44YcAYtjWVZfLOeT+RLbO+BCZFynXWm09KwUljwnnmIc/djjynvP2U1O7YJa+Nv0JKCrdrnbNjQXDuNn6cnP76H1FWSBkCebbDSTrswEC+KDPKYOpLj+lkOvF75MGM3gLIkk6TJ8iG92ZADiI375wvCemZkIgBMWNpA2Jrq+XD/7lH1rwwTenxj/LMlpZy5rpp0iy3tTbMhzN7Kk89T58oy9+dIT5cU67JoNjnmotl/pPPazp0ObSN/2TFTPF3yJVtr30g0354i7QbOVjK5q+QcrQotl+G7HYFcvai1yQdHa6Nn86S6Wddr9/N1V+/Ky0KOkpdgk981dUy44Zfy0qAOXlD9eLXI9l5HWXqrOckOacV8DUoB9ZtlbcmXSMHinYYuSAOZgFIx7Fj5PSXHxFfWjPUmKkTk7v7b1ORQPSX2FRKdUyVo76LlB87QaUOKqUGWq52804pXGGANQeWiichQa0NgsBmACuVZrdJJ0rrSSMVVL4GCO0DsJLGkNuvl6H4qwLNHWtWyZLf/FWqoVycSno5gLXvtRfLyQ/8XCVfCXpzb3oQwAR1Y/lnqbcSamFHQeEEEkyzU4yCdcL8OYP5g0tvlZKN61Uxn/yHO2XoT65Q9+6qj2bKXgBDEGNg6976SBcTUWGO+NmPZPyf7pZOE0ZLl3PGS2p6hnQ/ZYICDoE1q2076TH5RGk5qDfyFel88WkA0sEy4ZG75NTnfyddTjmBHMj2+QulaMFSWOQh+fqvz0sFlJ0fCnryn++RU/54l2SNHSXdTx6r1ohaMtSFkE0irHuCmRdWOWW1DsBaAItkwlMPSovcdvrsy78+J0Wbt2u6jmdPlNQ+fWT8PbfKD555RHpMPFHHxrci/2JYtPYsXcp655LlqtB7TJog7WC9s656nT5esvv3lfH3/lROfe5h6TLlJOQelM0b1si+r1fC8KZcEZE8OsLXv39Bts6er3WWnpAufSafJG369ZFOo4fCkmJhMEaPJATWOtzaeSZAaF898ITsL9wGXkIy5hc/lmE/uVIpr/tkpuz+YqHyxfHcLlecIcOuu0QmPnUf2sHtVufCI+tffBP1zSyM25XtaxWAtWW3Aul5KvhPbxZpS2QFy8kI3sse/6esALBSBsNu/KGc/ug9irv7ZL8svvdxzRduDngjeCGy/G10boYOkOysPAWxQ6Cx8KkXpP2w/tIyLVs7Y3y+cfFSnfhXB0Tms43zvxaBlT3+yYek05hRQlb3FG6WHW/PMpOXcE9p2hKlDDlb+JsnXpIVr72ldTzqx1fKyWgr7FQW7dwsC3/zFwX5ADwLH158s5QCWBnG//4ueIau1U7Fxllz5Jv7ntTnbmiaEnDdwo29XvEBs6euCt/SALToGDb88wOpO1gr8371e1V2tBoKrpyqQBbk149EVMdnvfGk5MOC1Akj6L5v+GCWKrz2nbrK8XfeDKVdLftmfCVbln4ja597WwY/cHNYagTGzFCKjP/NHRJM9EHJr5JlUDq7tq0X/6FDEuCaW/DH3Hz4Fx5hVcYetUp5DRcu/ivbBzfdqhXK08BbrpZeV52vFm7hyzOkcFehFM5fBhfqKAmWVqjCZdrBV5wrKTlZ0hfu6hDcbVR6p77ysKzPGKCdhN6XnimDf3GDAhutg1a5uXLmx8/CpUec9EnbwX1hcX6ulk/Jth3Sanh/qd1VBgULN3hmO+l2KWQF5d0Tlq8okDpdeIAAgL2HpcJvAHlkAagmP3G/eJMS4G7NkGnnXa/WdfGSlZLVuZ20ym8jV37xqrqeOUO27aA+srovlDi6C6WFOyWbiyoR6EatAhRc+OY/pP2JwzRrP7CpeUG+XD7rJY1Dbjr26yt/fPdTob1aunWntB4+2LQDbQwmeFHYdW/O0DbCeFev+UiCrTIkoQadmkTTMWBM8lmFOBdOQ57jhkLGaBt05X44T0Gp64nHydDbrgNC1cqmaTNk3/bt6JQskbxxY6QO8cbcdZN4/JCz1Zla9/Q7snPdajm0o1jrmJ0b1pkPeXSfOE6m/PNPeI6HeBHyqfNZ6yGo46RBWf3idEnCw+xB/WXk/beq5TscMlrw/56QLV9+I2MAwj7UYSKohjwB6TxyiJzx/pNycH+J/K3zOG2/3dAhmvjGX2TXR7PltbOvV4HUlpYiIzPW7UfdsR1OfPJ+tK3hkt2xnbxw8jzt3BVvWCdB/0QAJlsts8dD47LQMqx88W2t84LefWTEfbcASD2ya/YCWQ4X8baZC9WUrVy3Rbav3aAdwQGXnCP9r7oQbuKAbH1thuzcskmWvTFDhvyW3xIbhBWYmV19zBN5uKFxSsAF18ZZbxGu43x8BkxE3rr2dlXUtASoPHO69JDhd1xrfbB4irRUCq36dNHvmys9q7HxRNneXaro8iaP0nE+AlH7U0bJ1iWLpah0r3iKykVapCsPCVCQ6d3aAliNRsgb2Ud79AwVO/dJYqvmSA9XmMUnlR51BoNa2Nbzg6u36jWfESSLPlkgtYlBSWyRJl54p2vLDikgpXftoGVhePPCG2Xsb34mbTF+qCk5mUgDqdhXAHRaZ1T6/IUyr9hSKGVb98C1d0jLSWq1AVhMeN96UE9ZN2eubC/dIR+cc4P0v/VaaTO8L2Iglio7c2mggvwD9ZAvISGpWQvxJJpPqs3QPtoJIKgd3LQNEU1Hhtb3we27pGzTJgkdqoIFFTB1xDFGRyDctOzbSfn1QlFjJBL/heA+h9LesU+K1m8VL9LzOV2SdXXITa1Dh6LGXQBguB9juLSwOsJSDOS2EH8tACkZ9j2WlXBc0A6UmuYJMNRx4uoa2b97h5Yto02O7Jq3UF2aqRiPZLkCpeg8sX2QM1r15Ydk38btcrC0ROp8PnWzBgJ0xqIY1vIpXmeP6A/XKmfiIiU6Wqx34xamyx1lwH3hmnWI6ZFmzVNl/6z5hlZNNfL3Sd22IqWpAfJjvOad8sFzomRk5agFyVzbYpw9EWVMz8mGhSvCJlpXBbsRsqhjoehFwfOU/Dz1PrTq0VnrDJArVTv34xk6hQBxVru2X2sSVQh1Vbx6jYJwSk4LHbv1whrmfIEg5BbaWqrzpratQhxrAlXrYX1MWwcxtqfdANf9ewrFU4J23bwZi2C8AKZU5l/r23A+cq8bjwRccG08dXUYThWS9L1RVPxQjcVId15mTo70PneKDP3ZDZKYnkZDSeMzBa1KTWsBVqj4gLq0avCxN28OYORXjwRpLZqr4mE4WHJAMixw5UxSWhtemLA6lyY1xYpFXY9JH0jPPDQvktJ8mKfhmEDKiUSV+w9oD58lmf+7J2Ue/sJxeNEqAemD0mvq6bLir29I4crlsmfRMnl54oXS9YLTZPIf75EgJjRFZnIyH1pKcIsjPy+Apxig9NHpN8guuFEZ6J6jNc88k8G3LxCQwbdfLRsA7LtWLZM1H82StR9+LiNuv0FG3/ljVfpBIJk1n0tpaABtYlEdJiWpvFAmXzLtROI58g8ARHFdunObfHbVnbJp7qJwWQmFBBZ/GuqFpCyFiulN4IeETD2xyqq2Fsr0G34h2+YskiS8YseIVjaT+DOQnsrfFFtpMVQdKNF4BMNmzdOVd7qStQrw3GfNHma+5NiZZ7VaeSxPSJa8+IZ8/QImrDkCJyexy0Drb/lfnpOZP/utaVpWHMrVk5oEDAN4Wu2LrwjECTTHyQyem5bLfxnPL9UlxWodsjDrZs6XtZ996cxWfO3RiUGvgEBG69fyDFPYajkngGYd0gfQLjmpzweA84JHdqRCqGN2SGiRkid1ImDinYakSMekDnVGeXoC9AxFZS/VZWWmY6j8fSFr8MfAaPzzt0s39bizWL9DP54mpSRr2wjg40pEh4GBgF0F705KJsAVgXJSebuhSUjABdemUI202KiM9NukhUMvZkh+vn+J1MBd6qdVQVcwfj1UajHKIqI88N6foMqY9OqgqGj1wtuHawCIJSuvN9JsVAciMFfOMvbBglKlShL4o6VDfvhMgcNOYFmXCrjki65VS7G0GzJYWma1ULp0T9bAymk3eKhatHUZyXL2p0/Lwnsfk6/+/A8tyvZ/viPzW+bIYLjYEsP0jSyUfyATLai3J1wuRYWFktGspYy6/yeShNmeb1//SwWeFIATOwLSPE0u+OTv8vlN98ni199Sq3LeQ49J9/FjpeWIvuKtRkmsMWNl0Aoh9CzCSh7P6P6mlFgPSbQ+IZt3T7lWDm7ZKhmA9LGP3CGh1ER5F/kznh/5ascIMjC/DuJUyph1/SrSl2M8sLknSUb/8efiTU6S9675uco3Kd0obGcqXif4UALQ1WoCHx6Hdat1w8R2cF7zGdzGtUjLDkhu/37SPC9XgYIhhM5U/shB6IQFpHzJOvmEwApiXU8cI50vP12W3/2k7MTEtMR0WLlsk9af1r/lXg3nqwT5HL+QUwjWP0GJ4NM6v6O06dVVo/I1c8+BO13LhLydMtdIjsD2EpGp8w0sVhCz3+kbdkwwK1pbttLGNwUCdWz8McGH4Q+Wlelbd+goWb27hdtdqM4nOUN7SBBmLSe/2R6bOsuC9aAOYOSqPLwsM3tldoiqjNhc3fvGJgEXXBtbjcXjlx8pg6Uc7THJAFxziVQX9P1BERE81Lipry/4tasFmdg8QxUXP/nywj3qSQ1Ag5VhtyMGWjcZLVtY0KiPDD0QDmJcbO+GraqgyEp6m1wJ0g1nhcDBSvTcOb+3DmNfB1WBquWKkJSbrdYK3aEDrrtIekydBCVHLQRqcD2qJQ6iifQ1JqfJ8N/eJt2mTpSXTjxPDuLR4r/8XUbd9z+Ib1y0pOlFXHU4ojBFi9fJbkzMIW8nP3GPtD9jvPiLy1C2X2j+vpQkWDkY/4XWDcGKHP+3+6X7hVPkzbOu1slci//2spw0uj/crLTGowMBWMfxLBcl+d2/eZvyTEWd3rlASjfvkCIAK8OYX1wt3bFkI4RlL+8DXKnok1MSVOHaIVxFFo1yLAs6ULhFJ0CN+/m10usyjAMfOijvyS9RxqAkwDKy69/JnR8uR9YZa2HHqrWoV3CPeqaXgVZ9EI3BBqhI7oZCQvPMsGXf/cyTpC9c5AlABh1WZYcN+bLzsv6f76plnoTrH7z0qIRS0mTr429JIcA1ISFJ643Wsm2Vh7RHhWCXl/T4SEENE8VS0tW1y8f5WLZz4qN3W++N61zHurWjwC6bCXY7cgqB2XC5Urxgx+ekO71G3ZftMpYmAZEdCU5I4ku+Zh2rnNBJ9TVLh+cArmfw2n7sIBn1+G8kBZMaaCWrpQy26LVJbZdrska6g/v2axHp4K8sOqDPWS+21aoPbDnojRsauwQc3abGXhSXfzq8GFip/PMRRflFW+43Ki8FViJmvACAIKy27ttb06947h24rcownlcjG/72tj5rPXiwBNIiVhKfQY+gpw4roqhU1jz2ulJmvGCzNElMToFbFq4xZLnhi3lSg7Wtq594RTZiko+CeE1Ax9+yO3fUdHRjr30ZaxUBVDXY0DXorZVDSFNj6chKjJMGoKgSAjXSalAvadmpiwImAZBpaS0wUJFv/eZrPAlK6Y7dGD6s0QkyHCfbgvWG3qoqWfLEixqXKYIEcYivqrxcglB+HENuN36ktC7oqGO8wdIyAG+NzjJ1BrXI8IgK2VeKMUGsZa1Bp2bpX18mF6pA24wbIXUYv1SwRdiF8TqWe8ljL2gnhen9Ps5TNUGf2TdWdiGsTWbtMO7+b1ZhPPQQZja/pKCl9e2HgKJZ03sCUe4gjEkj753L1siq595AfdXIxplzpQ7gzkCaBCIUIRJ4jbRZPbrrDOKvH3xOpKxUXfPsBNXs2QPa6LzVYpwey1LspTfFK1dL6Zr1svHLOQrMXAtK8DJcGvL2ut9whnZhKUv8eeFtKRg5ymqD70vdgVLI1IDzQawf1ulPnPjkAE6D15RcrBAiAKxljaCwVVbAHcaly7FcbQsmh7FsrLOcwb3gYkbLJU+aMCSHigC+qF+6b9uMxcx6xN2ACX5eDGkEkB72rNRgPJ3o6kWPrv2Q/qZ+wWvh+7PgRYJXB/W2+Z3Pte3nwkMTTI7Ue6TSLdbcn0YtAddybdTVF808Z90ezk1mYkNVWONsdmqFI9WsnMgSkC6TT5A9y1cCFA/JaydcgRnHJVJSsU+V7OCbLoxkint6mfdhZuWbEy+X4mXrpbQGk50Qht9wgUEtjLnltcyS/fuxaQMU3++7HK8WDhUvXb6VFRXir8bGFpi41B9rFb96+yPZ8PEseXnAFEnt10VKlq3DuGKynLeEk6SgpD7+Qt669KfSYRQ2nkD6vZs2apeiQ/ceMAVgX1QHpIU3S3aHimXDp1/Ko1hbOfTyC2TYPTcqiHCiy0LsszwXf1SinJZ1EH/VAFuC6FIsHfkILs7uY4ap1b1jM6xFvM8fPRDK0StJNE0IkhYSEcT5x3G84lCZTJtwBYC+VvZ+tVTVfMEPTpLU1tmSmJqmLlXS2vzmx/LbN/th4wi4rHFP4KuAHFrimsHUh3VjgUVmQVt9wPgrP/xUFucMEnZxtGOAv0MYu9NNC8iXBeJU1hgUkD6XnSnbv8FSI8T85Ed3ynT8Uf5T38EscSwzYpsh5kTBEvEL7aT3WSfL7vvXSkVlsTw74FTJA1AfWLlBAhhTvuDracpBzhhY9H97gezJcyddpM0rER04zj6ursSEHfBjW62M47zWTBW9+ML8QxH3+p8LANDzMMu9Qv5cMEo6n3Ki1MHTsGnBIrlu7aeSlpdnJbKSIi8COP0ikWAT5hNeo3NCN0FMePOEywF03WTNp1+oLCmbvJOGIwWk57dUJMhOm3AZJiMNwZrof8gIzGZfh+Vhh9CKn2g/SpdFlW/cJVtXr5IbV30iye3aij+7uQybfLIseO9jWTtngQROuly9QVXBKrQlLCX70YXme40SfCx37n1jlYB+x25oAhLAB1oNS4+WJyuVbkC6c3lcVljZWgqGPkGdLYmgE3H0uVE6tAD6X3+RZOd2Uldf0ZrVGKfcpUqn9/jx0hUbQbB3r+42kKbqIalNcxdKeXmJAlTn40dL/tmIB/8hrZuBP71aQc0oe6NJfvDmUwo2FSu30T8JGgky+g93SU6nAsaUwi1bZPXbn8geuFf3bFknVXuLFQG2fIF1iZrfItmAPHWyCHge86e74LIE3MLa6nTTOdaEGJNXCVzayZicdfKj9xqFifQE1jFYv9tmwnFahnKsBa7G+Nq66R/qu41Qhlu+Nps45GS3kW5XnYeZpygpxeSY+UpeIu5O8PXVIikCsFJ2KbCGT3rwLlREnSSkpcgEuDeZ3HahDr75WumJ/Jm+FDImwDEL29Zy1otg7HIC1kmaYMo1/KfXyuBLz1MwOLQV6Y0fNAz8pMTq73rJD6Tr+DGalHkr9qLiD6zZYqxK3DNPwxsSaMeBblCv9L7uUsnp0Fln65buKZb1H8zEMqutuqNT7a79GArwSY9TJwJ0MQ7KDBAvG2t8T3vhUd1y8yB2QuIzWpv2AEFCbZ2Oo2uOTIR8jMuVBABpuOl4ykky+NrL1HLkhLS12B1q04KF6p0oxOEUsUGHPJgPSWp+licDdRCi+xvpzDguOmBou5ylzcB4ezEDfvVnc9DxwUQnpJ/07O8kJTlDLfccWO6cjc2AboIUon7JUxusOR5z5aU69kqvyfr3PpXtAFZ2srZgxy66hTHNW8b87lfwfnTWNrUFaQ/swJpnxBl9ycXSDrt+kddwYMU47x2v3MvGJwF3h6bGV2fRHBs9qM+4xd1+HJFVUUbrEVv7jRoEdyw/a3zo/HD14zWTlEq4HGRzoYJhm2F9xZdEFU1AprqBUq6ple2fLpCi5atVAbQa0EPyTxqJbQgxj1XBFVZoBpYXoHefmd1KBmHDB46jNu/ZWTpNOQHxAFmcTBVKgGKulT2Y8Vm4aAV2pEmUHj+YIGkd2skeKKFARZ3kHgc+OaEJSBCCFbtxxudSinxD2Goxu0MHyTl5qKS0aomOApygZRVYTzgf6xA3SQ1cpS06tJHcccOleW4bLZ8q1UC1rMMawnIsV0nB2FkHrNts3qmdlk/LjaU4WZ06SkqbLDkIUC3fvlMy8ttKGuPsK5ENsI4OrtkioYNVktY5X/InHq9LLswsYWpaowF1KBuXn5x7kyz84BPBIhAZ/sBtUr5/v6S1zpKCKSfq0hCdAAWZcUOPOqz73LdhMwCrHXjLkdJtu2DNbJNMbHiR3rG9FG3fJtXgh/ss5gztKwnYDYv5ESQD2Mewetc+KVmP+OA1GePUB9HpOLhhG8rSGrsHdbA8/pQCwQspwS4ncxFgtr87W/ZieUgIm4DkYzlM3shhiJ+APDdLDTtQQPbWw/ohT8IiEweklr0vWPXbZi2QYqxhroZbOBcdoPZjh0li61Y6N6mOwwlwDRctW6vgktu/u7qjudWjLzFJ2gztB4sRXod5C0A0KBmQaUabduCQAETZWO2TnRa2UQS2Q7axPV8uke2YHR2AWz8lLwseiyHSHBOc7BnbO+Hi53KgZq1zpXmXjpp81/zF6M/USPMO+ZLeoS3aZZnsY3sC/QzUO5cVcTvH6ZfdAh48MuG+O+DxLpG0zEzJP20s2mY+wNDwUYmO3wF06NbDjZ6KseRWANuCSaOx1IhLoOA5mfO1bJ+9UCoh4xy0ofwTRkbGWo0UpaaqWra9Owsdko3igyXcHl6Q7OMH6Qx7usijANZK4/40fgm44Nr46zBcAl1zyOUDloLi+BiDTmKBctfzU6Gk1b4lPrBHDzdwOA4u7Hccv9VZwbo+lArAUnw625Rb3tUpuDJkd+0qly56W69VJ9GEAA8Eey6N8HB8jIHAjkt1QTKKzpZCjtxSUPnRh6psuX+xj5EtFzaXwDAo36qQTSdBNy3g5BqWjeCswI+4/LPKzHRcP2mWDJny4GU4DTM35QZdpKMSJg2bZhB0dZzQsMCkJKiWHY+0+/Tcm2XJBx9LdqscuXzLLOWDFpQX8q0FwxiOCwctIv8B+KhTAYPRuosVabJMuPfWEnTIf7jAph5IhWUl8OBdkKBN3phcy2/q0jkWybnb3G2KDmINnI3LciB/0zxo0fEavgXLG2GPyTMedzMK31syJhmVs5K165Y8qFi0g2O2pSQ/eMissfSFVrlfZ0MhsPAALnPOKhmynpu3jGDxhUsSVWZMnepvA4H14eXGD+QliqQjDzzf8OZHMv0KsxnKFUtnSKv2bbQdct0yv6FwHlYb8sD7wHYXQMUqIGL2POVinAWgjd3HtG4gS84MV5mRAX5jvER5PVa71briuli73TdQFvdx45aANaDQuAvhcm8k4OOkHIfeUVBVVYcAhaTKBr8KUIyHPy/TqJY30diT5/8cqzPAyhd8b0WImX1JV5sBc2ccE9enCEOFg+RW3mEyGoUZOXru+tLQ8UFBKk9hUDVgqFwqWFBtM73JK0Lf3GsEu8x6zR2ckM4Gg3CBoUjx3ECEoUsl6OSZk4UIv2FlrWxq7vrHsWSuZw0BPcIyVjkCWJWQcmPxo4LQW+pflTGDEuOSHfzaPGo0K7Htm9QneIbExnozKKJ6HJ4Cm0ebf0wniuRPciiLgrvGxyuCJG90eRV5tfjhHS/D8rLuWUdMQ6BwBjspWSN9bReWelGSGF9WlLESaXmsNhkDrIZ3W5aM7yiD3YCiMo/caJuPLkacmOCfbd4KpibNjZ3eMGqVg1Gt5WdGHHhgyUWlwPecUIbAUkVA05SXcbi3tMaz26R2bgx9TeiGJieBmC+kyZWv6RfIApqGCxozySkqvg28DaRW7R8nEIxUL2CkFNe0+uIGK3lEXzsAKk4CKlUbOG2S+ozBCZRx0uqjBthgWpuGoWfKrXypJW4Fh+J2YAziOPgOy49WlxqCOmZt1l2SnmpQXrwtm2AAACAASURBVFi/EfJRZYsjt3BZHUmiL636cj501KeT5/B1bH3Xiw8VEBUnfubhurEAwtzHKRsfNQiATBxdhnCZHW0tvMQmXIhIO9T4DdKPzzufRh2bZ6dHuXUymg6FUAzOBtRQY4rNI8Kb/Saq7VgPo9uT/bB+2ljq7n3jlYDrFm68dWc4p6KgUrB/7WtnufjOMZ5lv6KiiqcIDicSTYMeN118q975QHzYyikhu5l0xqxTr3MvvcMRifcuHt8ajwqoIUVnvXOmteUQm0dDz2PjOWnptdodsbHC93R97/xquVRhHWpSsxTJP2Vsg3Fj8fZfkX894jFyox2qlijKC+iIW782oB1Z3RN4rD54PRk63sUyVi9ubATHfbgMdn1C4jRWY7FOX1ttXZNb+TfYdpx5RrejQ9t3YEY3DktAaIeZyH5MONOhAW1vcdKRl3r5M56DbgNltus5XN8NxIvJ2L1t5BJwwbWRV2A99u0PN57Csd2/jOMI8ZWKI0JcWtR+nANMywc/jONwIdqpj0ih2IqLZMCaKlX+Y6NAmJilWLWMfKj/1A82v/H4jo3NbGIVeWwc3sfSYtbosAQwRsqZ135MTiHLDRn78UjWo8lIdt0wv5jgBON6dcbosbiAR5qGGGS/C8ezxjStbKIBl/LFC8UN/sYhHMscgU4Fybys9PXiWA8a4LVe9O+SNxPrmLFTbhb42vxYvyyr7gmNQA+MjsWTcSu/iJxVADFsOToUMfyF07ERONzOseVy1mPsO/e+6UjA6pI2nQIdsyWxtbqtXGyF6PzIGScMTBFJmcU7MZIDnVqgBVUQh8qCms7pQuWkI04AQQS848QdvtUZv4xPu4nZqcfNUlzOLJxKkDrM4jdsrdja3pnGVpKa1lZ6TBwbrGc6LhjzPpzMjmOP+4FiHFLmGQphy9POinHRmeC4MvbPwLIjuo650OW7hHgZUtsTqPAbU1e2bMiT08LiPZdvqvzx53TTm46KgydmqWXB2CuyYfPgJCCdr8ZsNW/eWGnscjvLHwMqhh7agq1NnHUbTxwxsmT+bFvmFwwxvV1PuGabYpmihh/s90qfGbOTZ8ksnKfFkM2P/lqdIDCrE5coSatdsZ0z6Ji2BhWOacuYDUz+eKyfLm/T/O14Jna47drj6BaVaMBHqije7Ujub1OTgGu5NqUatcHHKlO4h+x4Hn4WG8fonYg0qD+ge7Zg2UsldqbJaN4CC+uxFIeqBwonrFcAKlVYLbL3rc9lybNvSbczT8RG+lPMhKh4SraeAjx8BcTyq7Hr0SBDRpHa8aPSxcTXd2rFRyvHKE5UZoQqGzEOz2eYFtKYGbDfEj/e65j60yjOeon3nnFQltXPvyEb3p8t/a87X9qeMALzvGL4ttM6aGDPKClevFL2Y00x1wHnn4zzTHUtLwXE8sdBgXqytwoS235s2cajYSexxB/EyTOcBLT7q1VSiTW0ptzkAbJEZYWwrKtZYoq0PuV4XQMbDo486lnyjKRlQB06LVq7SA4yjFqvnSEt3epB8LX08efls1vuk5y2bWTQ3Tfh7ONxUrhguRRMHBV3U4oIgw1cOWUYK7cGkriPG58EXHBtfHX2HTmmFomjJGOohMfqGJs6iSCK5Qavj79ItmIzhXYdusq5S9+KdntSedE1immrf2szRg5iEwkutL9jJc4YxdIGDfaYZT0la/NFECA4OkJDih1RooBRlZRjRnQ0lUixw4qUVhmUJix4s2zFApJ6gBEBa2SAJLFjlxZBpqM3wC5bXEUZp3xRfOK9AkCMtrfjRGl9J19WBLwv3rpd/tbvZMzv9khmVmu5fMNsGNXsGDA4+bd41ay4DCskH135C1n7ynRp2batXLTmQ7P8SeWPKFo2po8zEc0uK+vXmhAUSeNob1YbqVc+RxQuLQqBl8+u/JUseQ0n7zhkwSU9PIu4ta+ZXFEyD1YfZ8Rb5VD50xVMucSRDYsZ5tNRT3xuBwtEI9YkhRNhjntEP99/om6AwQm/3EyDoWOH7nLOktewLAfryJk4zBNeqnytUA+1He/cyyYtgSPsljdpGTTxwtmKwvnFxxQZikEnwVhagbqCa/W4ttSPSUr2LMqo8USHMuGavTps38ftKnjomvqRrWzpzIuygJhOlafNVwRYFdT1VUS5KaeOe+PmtMqidJz0I2UkIGhxIo9w49UdikpWrpMv//SMVBTuM0sklI4zRD6LMLBGscQb6y/KVR5DRvmOlC/mrXVLPmPzd8S0/bqav8VXOD7TYokLdjxiLpSd9xDX6BrnsKHCjgEBkncggl/7muOOPF6Q21oy2LI17xnd8B8BHhNPidgs28CqBEyacHo+g1XK8kU943MdokAW2r9B+0MniZva22IO73qFBzzE0OPDtg623zY81EECtnxjVJkScvJpU+ZzR0AZTflsOpFOCWO1xNaV3S+bKlN+92tp2b2TJuQCo84/PhtlwL7ASBzVZi25hMtrC491RhYaYMPBkXvZRCTgrnNtIhX57cVwfNW8tJUjE0Y0WlhBhsefLEVulB2BjNqQaSyXKa4D2HT+jHeewdaEc7H36mBJ6JinJKlXqNijNAoVdgNgUl+JW6UKx3fSsq6jaEXK6AkPAEZLZhH3Ff7ZgwBZr/ScOBa6P6u+C1WTGPph/sPycvCgeVOpR8tWRaQCCCeKMGHLPvzekZaxIB+z2QeVvQ0YlJlFj/ILdzbM+/RuHeRMbDdYhL2du54yDuk5hmnWXSpJMON0g4f1PUhxQg8PHbA3HmF8wzuvrIByhGcea/053vHSrlOrbNH1aHisV7dW+7Gf22DE2Dym75K3/66dO77nO09qBjoQ1olHOi5h2qG+ixUhn5Ev/hPzLoZzx3s7ETmIyD6Ig+FP5lnBcA93u3KqFK/cLB7sq9yqi7XDFM+FrZeJGbWN8ng45WbJSdtHuC7rceY+aOQScMG1kVfgt7FP5aMzIznhBh+zruO3XKl16IN74fr1wK3L0178WCivGz8gHjcCoIoJwoLVjSIweafqQIVsnf2VeJslSacRQ2FScJ9WqBagSZvhAyXvBGyHiKmznD3LST7UOUGYRjU41WTfwqVSgSPn8nt1k6SencwON1CQtVwliolHfhxKzeG+2uIi2Tb7G0nFea552CYugfzoLGSjiAI4Jadm6x7ZsniZpKenY+vEgdhiD4dNg3/uiBQAWnixif2W2Ytx4EClpHB7xH4dYW40hz7G7rFV5szOKpTOC6uKVncgBVvZYeKzHiqOtHtg2Zbv2IXj0hIkd+gAScrOAnkuP4JMoNg5EcYLGQaxzeGW2YskD9v7pWH7QQ0UH5WnxkeWdX6pLQK/C5fBpRiUTj1w9me39mbfZe7QAyFzMlgNtmrcuXytJGM5T7tRw6Uuldt4ECANOuDwGfFjS799C5ZI0e690iKntWQP6CPeNByXjvQ9sNViYMrJaonSVV+LrRI5T8izt0S2LV8lVWUHcVh6JmQ6QLCPH+SPctClimDgTy+17p2biugz7pPLyTy6KQT20oUbevvXqyWldaa0HzhAPCmJuhsXdzEKog3x/Fyeg8oZ1LsXL5XS7bulTZ9ektKNgMTlLszXzpW0DYhyfSvvmEvuCcOteBa4EmRRLq4p5mYUxWvX42+LhHDgQ+ee3cWTm6ky5cQu3cwD5IPY5jG0c7+sw56+GdiiM3/IQN3VSvNBRMqtZs9eKVmB+i4/KEk4tLzDiCFCQOW5t7oLFcoU8qVABDjWr9ac0FRZcUjSsnEYA87Q9avAUYfMF6dC7Vy+XGpKyiWlWYa0xfajIZwKpSXF+3Cwr11gdQil6V264Nr06jSqRPSaVe0ulsd7jIVa80gaetrXH8CG9NhQ33ugTB4tGKEAevxDv5ThV10A5cMjwozCUKuAgIP76k3b5e+9x0vNwTJVgPmjRsiZ7/4ZZFIV+57qjVNB9u6SrqNGy+nvP6VKOoRlKptffFvevPZ2BRyFSNAc+b83y9Bbr1QwXP/WLJxy82Pp3H+ADLj6bHnvxjuVf7pvO407Tk5/6y/YAJ4pMXsZBxPMveX/ycK/Pq8KmHzw4PFTZj4tbYcMQBocL4eDu1858TI5VIuzWq04zXD+6zXrP5fPfv2ILP77K+pm5I69jw6fqjHuWPu5+HKy5Zvf/V3m3vuI5s09k9W9Cr7PfPkxyT91rFq40y+6RTbi5J4zXvyDfHbTA1JWvFsm/vbnMuBHlyKVI1hyW/C3p+Xz236rJdBS4Hn3U0+SKc//QWVSeahUPjzvVlk1ex54YokMuEx5/o84UWc80rAuvFKza6+8MOUa3TDfD0RmFfnhhL9u7xwJFlfIw73G6djkiT+5Sobf9xM9xGD6WddjQ/rZgtPz9CADdh7SmjWTSz96QRL6dlEwqhdI2AkEjAAXbh0PXS85JO9ffpus+2SmaROI2CwhXc56/wlpOwwn42Df3Hcv+IlseG8Gzsy9T3Z/OE+WT39fAZ9jlme9+pgUTBgTBnWTt6lbY6EqDGlwOjxsy1TbIjoYL557o2z51BxpxxSkPfG3P8M5wJfoEXcPpHWXFtJcJr1yv7x53o9UgqSXM3KIXPzaEzgKKRVDtR55+8wbZcUnn7GLiT9OifJJ89QWcuYXT0vz7gU4rUnk/lYDcTCER66d8ZI8f/aPpbSsCNRw5mwoUS5f/I5kdGmv/H5+xS9l5RvTrA23KEAcXZeUIZd+8U9p1qMAOcQKVZO5oQlLINKam3Ahj+Wi6VZ37bNh2UxS918VoGP3ijW62fmWxYvUyqFKp+UT4tIaS8E7Zcb3Jd5KHA9XrsezsdFsmjdfVvz+RQUiAlRiHZYqIKsANCmtYC5b2P/l4jCwNvNkSCtYrZWIM/ue38umF99XSzABm+zDTpAdy5YosNICMBAjsm3mF7Ljg9kKcKS95J4/y6InX1A1ld29O0DSL2Uo0bRxF0gtT5XBm3cvuUUqAKy0jToN7i+5aa2keRoOgG+RokqSQMNTTLhPbKKVUzVlBAAJWJOActt1lPZ9emu+BMOvfvlH3U8W9qCkYUYLaX968c1SBWDliTzpsMg0sOcQDh49FGAOgJVj0Wl413EArGDkxUMI1IsAGX3x4/tk0+y5oIPzPTt0QZngIUD86ZfchJm8y8AAQTEkn/7kHtm/bi3SBKUGfHGFce6gruJHxyEEKzoBz9JRfh88EYQKbizvhxWOt9KuVy/J64Uj+UCrrKxMPvrRPbDakSAsaQfb8S4ZFZbcrJvukbUff6Yx8mAtknagrlymnXyRVOA4OI6JstPCnbs+u/ZOWfLm++AVwIxn3OR+xcNPA/wojfpBwRSBbYvxd81egNNv5mNT/Lmyde4Cc7oOyrf2tfdlL4CVVLIy8yQP+1qrfGFJYqNmtBNzmH25p1SmA1gTO+dJRlIzlNQju+Yt0kPv2ZjUm3OoSpqDrzb9e0kOLGuO+VZUFsnnP74bViqWl4Ew2ya/oacnXCj7S4sUPOkGrsZ/X937qNYN67HGX6udiA49e0M2kDVCoKZMPr7p17ii90cfRQLbnBuatARccG3S1WuMkEQcujrwOpyvisDZvFs++ELdvHs/+1qVWV5uB0lplwcXGCd3ANr44Tu0ARXjISikq2a9LjcvfFtnTdJyXPj3V3VeCs6GhpIxq2U5Xsh3XtCZ+ciT6jLOymovV+6dKRd9NU26jB2ux3rNfwogiTg8fUSXPCDLHuf8QH66dYFMuv92AJhxWW75GrvooCMQKC2X2Q8+Dn5DMvSmH8pZ37whU2e+qLzwyO+V73wkwYoq2bkFY2Lgd/CVF8g5n70ol+2aJWd8gXjg8bjf3Snj74RVh/d16FRc/+U0ufPAMklum6sdgr4/PFeuK/xKpq55R86a/5IMveFydQ3u3IiTZHAqC3cY5kQpWsTleH7qs4/I9bsXSN7xcJGjHARjEyiQgBRt2Kjwxb+Jz/1eTp/7ovxo/1IZ8usb1XMQKC6Rxa+/R9UrPS/6gUxd/Y6cO3+6yo9h/fPmMIS6fQdk/fs4yBulb9e1s9y0bqbctvNLmfjP32tZjfKmHFmbXHuLJyjfif/4jdxUulTOXviaTF34hvQ8bZIC12Z0qnRNrg4PHFkIlR6SBW+8pfmNvPGHcsai1+XMV/8CVzesapDY8SVOvMGmIgQtduIwVUrO+MdDckfhQsnIzVPLee+iNegV6OGDDQS6fQnOHnl5ypXyyqlXyBunXSXPnXKF7Ph0PgslxWtwGhLiMN6FS6ahHbwp/7P1K8mdPAZFp6vfpGd95I8eIdd8/YGcs/JdrUdKZyPO+NWBZoRxT90rV5csl0tmviAXLJgGj8IE0MWRcV/iWEPE94OY/RkktGol1yx+T27cPBvenxTtdG3/YokOq5D2mPtulav3LJLTFrwq53/1mvScMkE9CYVfLVQXvG19hwvOetO6c0NTlYALrk21Zu1yAQz80BBtRvaXTDyj9VYIBcPTZHYuWKGKqs0Jg+HmgsJCa9DxWP3wjQIybmGRgvyuko5j5xJ6dZLeZ5+himrfzp3irYxWlqq3gD48emzXB58jXlC6XjpRgik4xgyWTU6/bqrAalfutTg0kz8IQMN+eY34M9IlC+NtHNukYvNUVOIfv2xfAoADX7Ta+p91qqTW+CSrawcocqOgDhXulRDyoPVGZbfl7blysAgubCj/tLZ5ULrcNAH5wtVLS4TlDsDVGYQrMwEnmtDqTcFaz6S0dEnGOKkPSz6yenTSPBkCNTzmnON1xgpr076jdMF5nElJKZKSxGPLWXD8gbbaX+hkJCVZR7fhyaZpn2GrSBQFllvzzFaw+GplB8ZYCYnMofd5p0pSVQB5doFFiHFUPNuzfBNAH+OWK2mx4rxe/Dv0jmslFeOtvhQ4PrPbK9/Mi2UmpNmBHYi0vHYYA00QXxU8BKjcZgW5esA6gSlUW6PeiyMKYGb3Nyu1U8LQ5bzJkowxy9YjB+LOjMnX7SvFNWobUQikOV27SGfUUzAzWTqefqLyXxM8CPnFqhy7+8EmR5ubImQnz/hQ2FboLvdhRjSXfCXiGEJSoLW6btrHOGMXXY7MDGmWinH3mNAeRxGGkhIlLStbctEpCaBtV67Zpm2T/of0dm0kibPhsZyG+wtn4Xg6dgzIf20dBxlwCg7aF5vY6BsulhadO0lyq2xpN2GEaUNFRaa8oNe8VZYk40g6jjNzMlmz/FytQ1q6gSpUPG9sMNU2gmD/xjLu3jcJCbhjrk2iGg9TCJ7mwY8YSxkKLpoqy198Q7Z/9ZVUwhLchd8EWJz5o2F54cP32yd3OMhR0fGAaoIsVA0m1fgls2u+KktCQCWW4OjB0nhLlUHlylk6dWWlcG+abeVWPzNNds6EtQRrrejrlQYIMhib7y1Fg7tUuqWhQJMTOKEEz5GnDz5SroOswkYHfEbyH994t3iSEtQiqGEcPPMlJOnBJAN/dLnMf+wZ2VuEMeLOo6TnVZfI2DuvF3+rDB1j9EDxkXcqZ8b3QaEHra+guuqQbIC1WAjLhZNwqtbyAHNzrFwClDQDOw+UCZU8LUSBYqaVrowxWAqUbshsnJPbCmesFm/eChfp27Lpkzky/O4bpPcV5wFEQnJo23blgxDXEoreY52sktm3s5QtXwO38nZM3vHLwU3bLOIibXkoua6JMrJgYQj4xoINR8NruKULt8tSlKd4MSfZHJDSResEXRV1jXv9nAhFOgbswunJv1Pps3qQQcXG7WHAm3Pd/2KiDs7pxWQwtgofyh9SYVjyIQ0Iys9ZRQCbDMjK1DIAE3Vsn5pjuGXt0bIjiNFyBT3kd967f9dOYQgdoGpMPMvuio4OarozxqHnPPSY1uG7t9wla9/4UIb+7zWSO3oYJr+xcgxV/htCp0w3xYC7P61dW/GthycB8wy4IAtdHynbukNWPve6FC1dLRU487VkwUp1X9OTwMlsQVilHDogGNeAJ/YL6PpNwgQurXo45+lh4eStuv3lsvKpV2HBL5HKkhIpX7hGmwSl68PkNL2x5Wq1kQin7lVTlIALrk2xVp1lsj9oKJ6Opx4ny16apksdNr/ygRl7hGLMwcHN8YKtcKkgjIFI8DNAy/hGndrWDxWtHaAk0fNnDMY5cOCAlGBmLa+p+/jXqgMnglCZRrSh7TojeNmBbkbatjxwmhSp/DatWK55cREEQYohtW2OWgkjH7oDLu7W8vnPH9D4i//+vFQuWyOTPn1GXchRAeASRF7Uvz64zj8++2bZOHeOjgv3w4zdUOt0qSvfJSm4p4WrB89ZNCI8OoAVxCknLQf+8WOm6AUzX5VPb/hf2fDBDCkp3y+zsNNPzb4yGfbzG6SyklBngNEJjgnoCJFEHcrMrk1drYnHsns5vdgOBBMFSOptu17M+1rI/Jm+p8PyrVK5dDt1nCS2ai7e4iodn6Vv3qdVZ+LTjWwRsn7xQ9IKCrCacRg6rXjKa9OKlZqKdjKhsRaRUnBYedxg8cssyb8lnHDUkHoSaEkysLNFyh5pe/xIExX5sWXB8aAzd1v064EJWa/KWxdjbH1foayfN082T5onF77/nOSNoXveUCI1ypQWqQ9lo1Wv7djSeHXFpfJyv0lSDu45TtxxImZbN2uOWcN7jVsewybsTLKMdrvU5Uy6pWYkMEZgX4W8VDBBDoTKtOPS9aTjpDYDk6bKDmme7ICZ9bh2WpYxmk4UUfemSUjABdcmUY2HKYSl7blmsOOY4RqROm7L7DmqN9PwX3oHaxlJDBkbQFTxA1RJg88qSsxMXDaepEwscYkKUEmwWFLgXmUy9vRPfvJe6XXeWeqK1kPQ8V8VX0BZmXWkhgBBjsFYVBZRmoqgk5KJpRYgWIn879w+XzxwHwdhCQfpEoWL0++DC7YGah7WxqDrL4I1PlBem3Cd+KoPyKYFC6Vs6RrJ6tcb/AOqyRfJExfhGsV0IDlUWChr5sxRlXfKvbdJr5uvUCt26/U/OzI1SKIEOAuNKCdOgkpo0UwmvPo76fbMW/LWjb9Uxb3k0edkwB1XS3KLLLXkPFD+BFq6tOkOr8KkI5Y1pWVzvU9LzVRaHCc+uG+/pBYUgApyQvnNMhlLVvpjhLjm2dfhRsb0NYjv2uUfS3p+e1lw10NS9Og/NI6nFvFoWVqBdVwLcok8gIAAxcbhCMlYpqLeBITbti/ENG1MZ+JYIlkAGQPOFkCH0/FeJa1AR2DWTloY/zhZiDwwP/OQQM1JX7oERsvCDgV+kAkPQQ/gUPfMMb3l8tVvyexbH5alz/xT4XjlM69LznGD4J1wMK5DCygXD1fA+Dbz9mZTpomy+sWXpBjAyjH/81dAPgVtZNHPHpHCP/1dO21c9kPWVBo2Sa3jiOudsM96XvPCNNkPmGbDuhxjvAk9OmAS3COy4/d/M3MKtF0YOagw7BbFIsfI2bx3/20KEoh8XU2hNG4Z6kvA7nZDESRCQfaafLLqsXXvfqbKoPvVZ8B9Z1yeUYnDCpDjRlBOTISxyWDFQdn0OifXYCJU/77GtxqVkOtAoYNSUqVF2/a6/GPz27M0Btdzcky3DoCmh4hriGTEdAz2r4I6TEUCTMs+ndVKpZWxfuY8C5yh6OrgquZ6TQArZ3eSzzoo08xBveW8mU/p7GaGHes3qR6j5UeMqIbmrCgrV2CgkizeXqjvK5FnEtassrgVWwsVDLkUKCxGi57eO61IC3hs1x8VNMd3aXElAOEKLjlNxt5xvfJTUlkqiZBl655diUoKDjtnLwXfWMMLnvZt3qJA1mwAlsuATkavzgpe/FiXPPaiVMPNWcci7y3CLFVjkVlsIZ0BuGLMVCawME06XOLs5ZTt2qf1kZrUXDswthXOtDWYsIWVTiiSo+ItoixaVt/uyieBYdMnc1XOtYmkDnsedWnqM1adRN9TvtFytMDWyoc/SagNrEbGFYCbs7d58hLaiyeEcUs0DB4WQVe+NzlVxvzhF5Ldvh14gUzXblX3dC3WDttB2w/ah2dfuRQuW6kWfGuM+TMUr9tihgYQvVlWBkjXySGsH2bqFFianPFsKDnkoZeRtkDyfrie923dorKphaCSWreUpBqMD2PpFNMnY7FY2CsRJVoKW1lxQxOVgGu5NtGKjS4WP33j5Op91bmy+t0ZqmgIK52njlcl61SDauxCc4QwpsZxMLrqyjZtlHewLrAYy3hKiuA6Q5whP7oYSsmk5LFd1BYegIbZpEJkwBVT5ZN7/yCr3/lYkq76pXSdMFr2b98jaz78VM6f/oSEsJmBmTBELUNrhZtX4AqKXy0dWg+WAsru3Q0TmLrI1nUb5ONLb5GRq2+SzE7tZfPc+ZKYkiFjHrwDaUIy8+b7xItJUJ1OHiGb5y2Q5qDHpS25+W1AGGNp6WkqGti98s7UGyW1Ywc5f9rj0jw/T12AKYjz0VVYd/rU67JlwQJVmvSecukKNz2ipUze1Mo2pg2FpbSdgRZNQmW1vHT8pdJj8nGSgY0zVmJ9rI714l0dds5ribWmrWCVbj9UInPvuBdjzV7ZPmuB5kdqnU85Qem2xESyFlDTB1CSVdNnSPHI7ZKcmi5l67bLhTs/UkAlT7ZlCUFKZkGepiVrL4w8R1JzczGBbYGyWVtdjl/mYN5znXLJ3j2y4M5HpeC08ZI7rA/e2S2C4O+RVn26SeuWubJr/25574qfyJgdd0haTksdS/dlpsuIB35qeQNgo5G2BdKsPy5XMTOIiY8EFcuKQzQDPOzeEEjZ0ryYdBWU32T2V1kxsA4Y7/a938h+TKyaf9dfpMfUk6QuEcCGThE5TclvrR4TdmTUawCeN7/0oaS2z5P1/3xP43AOQMHkcfgX61k7YbIXnyHui0POkhat82Tj1wv1WQjWcVB7AWa7TJ0lTvPZaou2h4X1T7dwc4yXa32DxxdHnyfpWa1ky6JFSivg4SQutixwQBoqd/yA19gOm75wQ5ORgAuuTaYqD1cQfMjUDTCjOhw/QteHlkOFUSsjggAAIABJREFUczOFtoP6G0vRUhykwo+e55TqrkWqgD1SBqVw6PPZql8IzDkDekm3syer4qWCSQCCcXKSHxOL1PWLWZgDr7lYFj/8kpRV7pMlr74py19/S3e68YLemrdnSo8LTtfZv7RIqVQ5P5OzY3UPH+RH5UTk1x19kPEJf/61vDHhYl1O9OlvsfYUvwQiWrNDbrkaM42TZM3TL+r7Ra9iQT8Scb5udkEnaTkQLmEkaN6zo1qjnC1csb9UkvZ/I8W7dkpOj+7SbchgHFLwtS4v2T5/vgz9nytk8aPPYqkPOIE1UpWWjH18KQFjHePCBEthhu9xQZltw+StA6tXyidrMFEGvLA8lHmPH55vvAUo+6D7sJ71p/cgD4+8c8vdmo4e88x2+dL1jAkwDBMUjHvd8UNZ+OBj4DskW1euUuDhGHLVtr0AasqOE4ggO1jxdO/2vuRsmf3r3+M5N/bfJnvw1/OcSbLh9Q8hH1i76DhxS79kbOMXQF3Rmzrn0aewG1WmBa52aWDB0UpGvfX/xfWy+9ZfaWdlxp0PagSWKR1pB//vddi5q5las6yTAAYfazGo62WHCe0uVcsPqxQAk0R84R9FaVn/BEZikJk+ZupUM0BQmKeMk32y5bN5mJA3T9bPxyb+SG/BtHQ/Z7IOO+jYrLYhLLtZt1I2Xnmr0mAbyU3MlK6nT9AW2+/is2Tu3b+DByMk+zEksBt//adOktWYIMXZARxq4Iw3uud1Aw5tjCZw1jl5wpQnBfR+l5wj3/zqj1KBjsP+rZulbMtmzP4+TZa/8g7WYeMLwtpoDzpTNrCSigFWErU7MTZ197epSMD365/f+OumUhi3HPEloJYotQ2tLrjVDhbukd3YEq87Npbocv4pxvrUiRqMZALHnAKYBZmUjvG+bfukFgDExSi0WPtPnSKnPPWA+Jph3A1JPNDyxbt3SmZeG2mH2ax5xw9TayqIWZX5k0dJCbb2o4uViqxdbgfp/+PLpO8lZ2KZBGaCws1ciRmcXPbSDYovCZOAOEuzbNMOWKqdJX/sUMnCIn+GdKzFze7ZRUoXrJGy8lJdL9vh+NEy5re3S86gXhLCBCB6ET07SvH+AJSfSLvRQ+Q0jPn622QDGEGjYxup3n1A9i5dgdKGpNuIkdJh6jgcuZYp7U47TjyVHknPzZFBP7oMgI2lQeXVkoL7PPCRiHHeA7v2YIvCNGmHDSranoQjxxQh4gQo5Vq4qg8Ww0pctQvgWa1jqt0uOQv83ioJKYBZaOxWQ/pISlaWlK/YJBXlZQq+vS+ZKqe++LAkYgs9BtYfd0CqJL2v1gBg66RNXkcZdPu1kj8Ox8TBL1q+rhC7CnWSTqOGSnYvbAcI+t0njsWCXCzvwUzb4+64QQb++AocWrBNMnt2lo5jR0qoeYrkdeqIjTrmSMWB/ZIDCOx54WmS2Rvuake5gnTjA+Sz0aFKb9FcapdsVdc2ee0+aoyMuOdmuFuRJ8zxUmzmkZIK+QzoKx1PGA1r3yuHMJkNGIMOWT+0uZOJfhHyKBw7aGhqsm8f0iamSla3LvrXCvWfBV5bd+4iLfr0QPuYiCVMdVKKtlGJ7SlpD7bEWPKwO2+UXhedgfZNV65X5jzwOCiGJA+7NHGzBxqMXU8dL5On/1ESszK1ZF7UYf74E6T2UC3y6Con3HaN9LnxYpUj2117eFmSsZRq/7KNktW5kxSMHyktunXST+QgXL6JWH6ViV3BukwZK17s+NT9stMlAFm36NxZRvzsOhmBWeolG7ZJS9Bqg3XQSdiqs35ooO3Uj+g+aYQScI+ca4SV9t1Y5gcMjYD/dW9cgObrYy+UnUuWydSX/iT5U4ybLB5NroOki1enY9CsUCQ1CoEWkj0+Z1uq3EfYCytIA+MyaHy6Fs093Wc+KGrbFKBlzBxowWBFrpn0BIVM60L/5WxPa09b0qRlAvQ1tMP/0u6lHQF3HtZ1kgMu7reDur1hjVKJ03tNsPJyNjOUMV2W6sIMYT0oedBJW0iLZ9zdl+5BujLp9qbLmuO/DLY73JZHDEN6yzLTmtdfFp8WEPKmVU+Nbzbot+JZtE0ejMr8ETnsQiUB8oGkeG7Lk3d2XNYD7/levQ/4R9+pu5XrN7F4RN385IG0WR78w3rm5DJafKxXHbeloCkXxkFdWO5/8qBB05kxUOal7l4uc2IbQ92xzuwZyOy3GTc0k5G+IWEQ1sQnfZ2JDr4Y17iLHXmhSjjOzLIZHji2b9oaPSc+LFmyhzMezmRnzCNj7vqJDANoal2TXxWenR4yYRG0GLD6ccH6YN3bdUAutd3YdW7ZyaY+wZvKgPRMsN3FZlUSnjMdTV6a/vodML5JF+7whlO7F01NAq5buKnVaEPlwXdd+Dm2LPzNE7Jz2TJMs/BKh8nH43O3HWv1ExpQs55TyUf0iFGQFtD6OBiJd15qKztY78ytPTkEd4xCMLPTholaJ54A3AxH1r9EQw1Mwzx4HcuzuSfAmveIYoMSLpUC09pkqNy5/heBLlhlQTU+XZj61DzDlSpz0IrQsPJ2FJUp4gUDBMaFaPKwOLdJWCBj8mBelhxJLJa+ysviA1e2VDRfZz04GDEHiyMd8lGgxkV4IplF3+wjjXwtggb4eGMxh3g2X4a0Q/Z4p/JjsNoHy6JbQTBPu+5wHS6OHV8TmRubvs4c5//htuPIC5cRZcXnRlYENx/ztm4pC05G4hgvj0uM8EZmza19YbcHkyn+VT4NobB87fLbSfFrtwlDO/IiIgv7GajooRN2YAZGEpEOhuO1e9mkJBD1jTapkrmFsSRABWa27Nv+6seyYj4ntXikx2XnYYcie8qIKyxXAo1UAjxcwRHo6qfFzMldtEhti7mRls5luxFLwLVcG3HlHTnrsBxhLSZ1bS8FgwdKs64dZNDdN2KrNigmh4V35PTcmK4E/lskgEEFmIG0BDl8QVDtNHSggmpGftv/FiZdPo5BCbhjrsdKpWMsqVbXCAJPMTjE8VEzrulwvR0rsnDL2YQkQD9+tAOOfhqOm3L8GDOg4ImlqxfjqXQ5R7mlm5AY3KL810nAtVz/66rkKDEEBZPAyRQcF+XEI1U0LrAeJWm7ZP9jEqg/shUZwwUTXANjIaoLrP+xSnEzggTqt0xXLE1LAjETi+y9UV1F07Sq+ZgvTUMWqdvQj/mm8X8lABdc/68k/x/KlxM8GCIrBhrSQv8hhtxsXAkcDQmYSbjxKdsdTLfpx5eP+/SoSMAF16Mi1v8eoqbjbtY92lw5lub99zDqcuJK4F+WAIY7MIFJ/zToeqpIsJ8fDoCjU7h3rgT+bQm4Y67/tggbA4HoLrvrKWsMdebyeOQSgI0QBZyuzXDksnNjHi0JuK3waEnWpetKwJWAKwFXAsesBFxwPWar3i24KwFXAq4EXAkcLQm44Hq0JOvSdSXgSsCVgCuBY1YCLrges1XvFtyVgCsBVwKuBI6WBFxwPVqSdem6EnAl4ErAlcAxKwEXXI/ZqncL7krAlYArAVcCR0sCLrgeLcm6dF0JuBJwJeBK4JiVgAuux2zVN5aCOxcwxmwO8L0U4f96ZwHmj7+Gdg+yd/xwvm8oblx5xCmfHhj+fQWLlr0LUtR2m0eQR/i8XooBBYu6/z75PAJe3CiuBL5HCbjg+j0K0yV1NCRAJLFBNba5fh/K9zsh1VEoIPMnqDRA2t7xw/m+obhxScQpHw+r/76DvQtSeJekI8yAh0nYgR2JqPujwOcRsuVGcyXw70ogVlv9u/Tc9K4EjoIEGmqmrvI9CsL+jiTdOviOAnOjHyMSaEhrHSPFd4vpSsCVgCsBVwKuBL5/Cbjg+v3L1KXoSsCVwHeWgHM8/Tv5vb9zTm4CVwL/CQm44PqfkLKbhysBVwLfIgGnKnJdzd8iLPd1I5CAC66NoJJcFl0J/FsScGCVe9zgvyVJN7ErgSOWgHvk3BGLyo14tCXgVPz2tTcQwExay2UYTLKuLbQI+SRovYvtJdpOxqiVHfYsWeds2ahlKfHckd+HFRVLFzQ9dUacQXyCUTOBPY6D7c3qFJ5TGkABPUGPOMsZtHgP4b0XRPjL4OVyGF7zF2n4yzchS1aMZ8vFA/GGg8VHMHwmIaUYK1lHfFx6rKU3nOTLa6XtWI5j86TLbKxZ3x6PzxBBJYfwTEuF9yZuHdLzvdcxcZhqihlYzNqNA/desWhFs+XeuRL4P5eAC67/51VwrDNAIFDNDLwJSiC5RnzVgApbQVPRBvAXSsL/ZVIX8gNkfOIneHhroJATjOKNWcsShgQAcChUo7qdOjlIRe7AizA4WKDgAfAGfQak+BNC/kFFaueYIABBgSSCil7ENTgWCzDMLOAAHQNYIY9ffLxEOhbPa4OcyqJGaXkBvEHE02Wwmn2dBHCvAKZYhXKBP18wgTmIj/EsgCVAhkIAKq8BHwVgEkXQMoOekgRAE+AUbZEJy2HHC3q9uPdoPJbCzjeIFF68E3ZSSArpSNPjqYa8AIoam39I6fWjzgKAQMbHH/jy4l4Dfj2eRPxWa3zDHuggWUBqwRrqFgDqCdYZ2VodCC87Vf4aiANpmY0bXAn8F0rABdf/wko5tliigrZAyheQN2ZUyMtflEAPVwMsQjKwTZmMK9gvklgn5QcCsrPcL8WHEqS4OkX2VKRJyaFEKT+UJAcq/VIN5U0wJOj5qJSh0gkNAZCvSTAq3x+AsvdaYABBEzD8kgjLEBodyj4hIQE448c9lDsAJFhNKAF0QfNbXCKepdFti9quMIfFRqBg7gwKxLQygVw+/NYxeYJHMnwJkujHO5S7sjoAEPeIH/e+WgKVR3mqRh4E4QyfTzKb+aVlplfSUrySkZImSd4kSUkEAAE/U1M8kpLql+TEJElMTJQkPPMRlwmaAME6AGANMKymhh0Sc5+ICJoewec3lmMAeVWjN8GOTjXi1dbCwq4FmCN/vx8E8a4G7yoqD+IdZGqBPd+FQsnCDsmhqloJoJC1daiz6iqUmVYo0wWk4lCdlOJ9TaAObPvwrBQ0kqQW8cpRb37tTASlW9sUyWuZCL4SJC3Jj7xq5FBNUA6W10hF6f9n7116ZUnSLSGLCI/nfpxXZlZW1rNv32ro20I8dEFIFyGBhAQCBkiICVJPewZ/gAESE34BjYQYMQX+AkjAiAFSq6GrudSt6qp7s/JxTp599jOeHqz1mVmEh4e7h7uHe4RHxOeZcfYOd3N7LPPty9Znn332bO6CifnX3t2Y/+zfG3j09aci0CgElFwb1R0XWBkqMBIPFRf+/+13S/O//58fzY/e3pv/6O/+Y/PzyUfz+990zLt376BWjfk5LMP8kKzaCxAjlOx4wPtb5sNTYP74MDRfPw3N7x5em98+gnQ/jcz0DqoXaneMN/+0MzUjFNRaWFLBa948dp5BpCAa5N+FYgpBSDOQk6gx1m91iNYT66SoP5AsVa5ViyBB/DejonMHVaCQJBvG+jrC5+8zSNUABM4jQHkhiKfVQbmD0LxCLdoQZTPKVbI0bMLfd0Nz/TQxrzGwGKLq/R6+97vm3U3f3IzwQftGULoDYNEFLsMetCKKZZ04wGD7X6Zz8/gYmhlM7Rw4DHptA54z3RHSzJGKihH3hugLkt/4BSQJnOYgSbQSJInBB6rzOJmZjz8szMPTFHUYCjG3+0vTH2Bgg/p+/P7ZTCApW+ibTxMOMKhQgTkI9+UR+aLMGRQ1TbqLOTCjhRzqe4wKBAHSvEzM34zQE52J6QO/NxhUYExgnp+W5mEM8p+in394NHdvNjpnhbv+ogg0AQEl1yb0wiXXge9eZ8qkje8F5Pdnv/wb8x//7H8FcbbM8wPIYtA3X7z7TF7w0WPRhaLB/QEJqDUzn4/a5ovhxPy5eYQWfS8mzQUU1z1e5N9A5X7/MDD/FJ/f3EP1Tgbm/Q+4/tIzn816eMGDpKEgaaIlUdNY2gLBhGJWJanCROpskBMSL6oSgFjX5Euz5ppYaTFeUrHiTtG8JFqcXJJkkF0b+ZLMeB2a1f4EsS3HLfPQncM0S1q0xMs51Kf23PRnbfP8SDPy0oy7UHBDkBZNt1CN3WkbxDSH8qaZODRjmNa7kKELMKwdJIDckZYKcw5yC1HWBGQ/BXEO2lDrqPt8DrMuBgxzXBuPx7gGfOYgW6RhO3k/2/UE0n0CUU+hXB8wGBlAbQ5w/+Rhbl6gku9BmC8kZjT0/cdH04bVYDAYwAoAxUwVDHU+gsn3+rZrPj1iePPx2bS6IPshlC/QgEYGgc7M/UPHvOqjbwYzKZ8kT9N1FwOhqz4U6yw6YbzxaOgXReDoCCi5Hr0LLrwCogAtaYY0PeJl/uP+tzgFdUdSg/qhxrTzmzYdnXuoYiGr8CIm5UFZwXxI820LplS+cl84AUmCBIEM8JL/k+tP5lfXj+bf+DFIDSQqU4y4+2nZMz889c330765e+pA9YJ0xwPzzXPLfPPQN09PyOuZBNkWMy0EFH4D4Qsx8iw+qMsEBLWEEiVNdmlCBhss2DbWwv6QOUdpAf8ByfD8XCZKoeFQzx5woP/WC1i1C3M0iXIGEyzNqgMmBiFj1tWA+8zyGSoSLNnGaIDYBKhbG58gAIYALASOSxBWp8c8rfMUp0inzkRMUTyHAmXl755BbiDiyQzY4T4S8CJEWzC3ORnDfAuwhiC5NvpnDFX5+DxBnhgoQMZSXbdeUCsSMPJ+/zAxD5gj5X3jF/bbwAQw6ZPQ5xOSf19M2F++HmFQhOJhqn790zfm08uTeYLJt4v6wt5tnmAmn80ezOLVAOlBuWj048vUjKHwh0NYGRZDc3Wrry95wPRoJAL6dDayWy6oUiRWmoX55gdJ0OyI1zRUHdUizZp4yYewkUaOFl7oocytkjxFBkLpwfgKEhBzLQ6vKPmNipEHPYtDMiEOaDieMdftsbl+NTU/X76YxZcgbZBuD9d4/wLER+L6tOibr++gfh+uzHf3I/O7Tz3zTz+BkD9BpYE0aGIegYw4FTtB+awDNazXVTL3i3KpWtkqr2/Fq5dMi3rRiYhXOyAwEt8SIwgqNSrPHoYXcxAzf3+cglRRScL18oI04QRk2jYjqHaevxriXqpNKPkFlG4Pc7BtmptnMzOH2hyD9J5faKalcob6xDmai2mWfgL5jUFqvR4GNL2WuQIRTl+IGZQwbLcjWAomsOk+g+SmMBksgPs8HJvPrq4F23sMQj5AiWLcABIdoFuY7sUEtAygV7toGzjavLsamJsrtGkxMa9gvhYFj/ZefzaSNn66fzF3DyH8lXpmwHliDHS6g565ve2Z+d0HKNeFefcKFodbzA+sUJZu1UMRaAwCSq6N6YoLrgiZwh0hzIUkNO/1Ss01kOskVJCtU4wkVXHWAVXJEhPvZIQzS/FCjTzaZMqVfASXCanhfpxuIw/hd5oj6WnE+VAWgp9dzkOCuD7DtS/e4dznHzEvig/rSnJHGR/hUPX1U8/84VPb/NXHG/PrR5DDh575HmQ8AWE8gaBfQRWOQZ193NgFSfLzBMKaw9Q7QNlj1P8JqpRzvpTUIbyA2/Ci5SIVGoc50JjCzPsAtoa/lVlS9SIp1dwYg4p+f2r6mAMdguxub0LzgusDeDR1MSfbBnYh0iymdm54hnuexhMockxeEgXk+QzCZlseHqkMQfDwrr55NQLw0OlQqOBqIfc2vI+pnvsgzhkHM8irR29lkPET5P0jBgOPcDqi+r1BO8T/CZaHKRRsGABfKPH5Mzycb+ikdAOzLyh3MkE7A+TZE/W6RP4L4P7zt9fmLczGr9/0cd9c8ppjsPDm9ksZTNBicHvN4YuahqUj9WgcAkqujeuSC6sQl2VwuQ0PsCfNqiTUOd1WcfAlSjMoiZWikxxJwvHzr3Y+kUtWrHeu8JPPT3KwB3lYLNCrM5aUSWBkWXufNfPKHKlITJhIpRpUb0KpIHfcx3lY3ABBaD6/npkvbubmX/6SNX2mK5KZYk5whjrcPQfm6x865v+Dg9VffeyYX9+1zdf3xtx9bJmbSc88ta7MC8rog8yGNK/Ce5fG7Xt4z3aAC4l/AsLiXCdbTN8g1jSE6XdJUy9NyCC/AGrxs2vMpQKER3j+dJEPFTD4CjiCBGHuZdoJ5kHv4YT0w8cJFCtVMvOFl+8zyLvPOVJ474KYuyCvOXj1A9Q4HYraGLgsFjgBc+xiMTNjEPUU574EAV+NoCbRQc8ciOAnBwIz/P44noJA0VNoXxeOU5hQNa9h3v3y9RVIsw/vaJA72vjqZgj4MdgYd2GWn5oZVHUPJPyTLwbmx1/c4l6QNdpAdTu46oBQb1BjOFNBPbdp5tBDEWgoAkquDe2Yy6kWH8E15ZEXhUTdPCwX0CxEiVpmtT/IePbFak3Ddt4zpEm2MHBUsO4+khe5NiUPb3Lm5ejv0eRTGSfA+QjK9Ecg3h/fDMyfd74HWWJZCRrGed4HzGW+B1Pe3ffNe3g4/zM47ryHF/C3mHP8G0y4fvMRjkJPLVkKE2AuNxh0ZVnNC0zANB/PMPCgwxOxgCXXLKesP7xrsVxl9gxyBzl1QYBzTExPoTa5JIZkOhsv4T09FmX75urKfPF2CM/jHohuan77Nx+QbkaqFVLnkp0JTMRLmIYHUKZ9LPNZwDQ8mQXmBSZkLhliX3UwKIA4hdkWJulZF/PbMAUDgRnMxjOQ6k+ur8xPsKymjwEBSXZG8zl8iXn86PO3MkB5gfMUvYTvoPofFj3zmibftwFE8gytwn0g+x7U8g1I+QrmZDA5rAITA+dkPRSBxiKg5NrYrrmQipEhQA2cj+RkYwdBIWThh58npaJDCiFRSWdV7JoArcIVtMTcm0aN6XgKUa753WUVz4cmaJu/6Nv4ZZc96ykBFvwBsiGxUllzDS7LukZbb+hsdIVgEVxPi3zplRzgPg4i4Dokjlbf3C3NH+4C83soy3/yyZjf/jE0f4D59+tH4BBiCQzua8OkPIAi5FpQCjkKfrgPibJsYX6VLlawMpsBaKo1mJuvXt+ae3hjcc3s51/AqSjomesxCKzzxvz6r+/Nw8OL5EtnLM65oprwiob5loSOPF/4Ewp19PpaHKh4XEPRTsYL8wGEt2AaKMtXKHGE+dRf/Xxk3rwZoD5Qn7ivI0t+Wub1WywfuoGyBSZDeDp/gpn6s5cR1HeIOVzUnVYM3BMEqAPa1sccMCaTcR5lwfv4zWBkBl1L0muw9TdFoDkIKLk2py8utCZkKbukhfy2RFhArgtdOrMwWYymxmg0pOqBipBhJPMkdZp6LkbOeerIpTobB+eNQa4TyDmain/+I6zp/WJp/k0QcA+jipnMI0P5Qt397oex+SPmef8Ac/P3UIxteEBzPWwLy3SeX7iEZmHGmKgckpiw9pXkOwqvzQITu+/e0osY50HKEowKP0fw6n33uEAwDqpCODjRbRlKu41AFy/wXKYptg8T8AjOT703gXkFx6khA1ZgUMCxBM3Qt1DYPyBK0xXK/eVX1+bvfTUwA6zDpeMUEWZ7ad69vrkyb15dybpZrq+dcDAApUwv5S/eGPOK8714DhgMY4D1rldwpKIlfoDgGX2YmgOQNN2/Bvr2yvOYaZojIaCP55GA12I9Ao6VqPiomOj5i3lEu/LTKlb6M/loR6u7wEsieg96kOTxYpf51zUxelUdrYpXsFR7aWJaTN+OYIXe6ZhFwzFDSqHFdLASFQyem/tJY6jFV1i/8uc/gsL/Me/BnCYNsd0FHI/oFdyF1RTmVUTB+AQv5icQ8bzTh/PUApGXBvggb5hspyib5tsuLAMBQ0h2oFihsnso/wHrRzmgacGJqn8NjoWZ+dWwZ3qjKwS8eAHJgajhnTyBc1II5dsDsYaYi6UyH0Jh/snbt+arrxhdiUuPYIdAM3s0K6NdbE+XwTw4N2wbLV7Or2A+5vxqCNM0skP59HxmwIyOBLvgGt4B7MDgb3H06sMMfU2bsh6KQEMRUHJtaMdcTrVIKCQgvPRp0sQ8IU2CNA1z3SQPkhA5gXOxPOycrP39cP9uzvOy3GQVy4lAz/p0fio2AmDsY0Ihc8ycoxXCtapPKF3IGvjwvCPmEB7J/BrQpAySvQbBfQ6ibIl3Lxx/zBMUqg2Iz9jET/DIfgag9/C+/QFzqN9hnjacwKwMecjoTRDNIGoG4FggMIc1U88YrjBEPpxrRR2mCAgxwTpZ8WaGPfr6GstxFmNz89PPzO0VTM0gxBEIlZ3ahkq+vu5jzpaRobh8hmtvsaQIjl8y6YpjAlJ9+fRkXmEumBGnuM72s1e35u01w1GyHSB03AquxfMARQ4wrjgRrYci0FAE9OlsaMdcTrVi6oMsygNm4TRakji9J3gkkXG8GR4NLieSQUfCIYMLDwGdsUiyDixRwzjoOsUkdDiip/NcglxwtnhhrsDENyDkLzCX2r6CC9NrmF1/BkH797rm/eMVTM2M4Tw132Et76w1ND/Ag/f/+QaRlhCaiveP4Vg1YxAJRLUyIFCux51BiZL8elShWELz1ec3YpLmRDA9jKlYn7AkZwBiD2Hy5bxrG05ODLM4hdn5maEUR69w78C8hlfwaHAtyraHEIhs0wAqtsflUSB3mr8Dmo1P9DlI6FI9dYYIKLmeYaeebJMQpegvPv/B3PV/zVUa9gARrOdcLXFQ0VZJsLIu1lJRLuhIZnmIkpnFiS9+X/R6tPCk5UT+OscfJE7eyx1pGLLQ1t+qfDEl05UXcNHC7HkY+lRM70zP+c9WZyDKmLvMMLB+F/j/+HppvgI5IkYhSiC50x2ZUaGuzT28h7+Fyv30iI0T4MD0zfup+b/+CHM04xrDZNvtw5v3GuuC4SjVxaJexnHmfKn8jpU3IwbIIMGDYNtQ1hKvCnO9i5CmZngJvxlKX/eQ/voGihlpA5iHeXCQEOD+HgZdUxCszLu6NkZx098VgaYgoOTalJ7QeggCP7q+M7f9Z+tQwxN8/3I+lrzqWaImrGTu1JlvIw1IAAAgAElEQVRaqyrCK8l1fiQLJzN5kqbvHGXafDDbGAmOIbg4UDw0rL+0w5/nd16Uc5uHnObHmZ55VQgbFzbmikFiDLz4ZhiaN5SnbxgSo23+0euO+Z//MczD43vzq59ciwfyF+9uxUu4A9M0l9EMuOsP1CwtuwwXQYc1mVvn/PATlgfBBj2BkxSX4oyxdvUKcaSHkKx9mLj7GCQEjJXMAQGdn1AvOzzw7bAm81iz9Ksi0AgElFwb0Q2XXAmSjX9J0vOUL2I6wVgqkP1B8TvFmLN4FgLLkyWEjyXnBEurV0BRYvWkGOc9S1yRKrCecdZyl6mIqRI3r9uKCDHSSYmmTarIHd5ZrJuNSLXZfO6kwyM+9iBhcm5U2iH3ohyp65rYIxS/kakdyLCeDizJg15GVLRwdkL0KKn69Ml8RFAM/t7D0pi3t1f4iYVEWOrD+FIMo9hx88FtxNlfYG0vnJhlPDF7mpsnmpNhKmagjJDzsUN4H4NkA9zTJimjbQxzgVld1J1z2fiJynH5Djd10EMRaDICSq5N7p2LqNum+iAZWDOwVZGcO+Q5OsBsrB/NiY0lwwRGdfd7QhXFlyPPKAFLciGr473opX3xEUCOduROwv6g6RgUh8gV0laiSXVLc/CjBHNoIRDExNyPA/Ma61tvoT4RFgqqE6TOUQ3SdkD0dJgag0QZz/gR2+dxRxwS+PU1gvBj7jeAE9QAQfu7xBQF0BkM2lZUsgwiOEjAJSrfNkmbX/J0Wu7GakJFoDoElFyrw1JzqggBujKRrkgc8h+dXyhdazgsOdmy+PLe97BxjenxuzsvS/w2na/HvuVXfj/aIcQaO9hOrm1tgwCfELnp6++fzGdY/9oFCS5AuH1sws71rQHVJwiQgS24dPbpcYLNAxDcH2biN4gfjPVGuAdzsrMx1CqW9UCxduDo5A9GtJpj6Y6Ee5ZnwMaYZq2871u8bvpdEWgCAvW8sZrQMq3DCSJgVSp10sosTJNk7Kj6pSrm2wQuzEOQ8brl/e7zJqmKnVT0YBOPTcuCryFjLHMLundX2HWHmy3AVPsFoj9xj1tGfeqBUfucq0XTKDq5VrUH0ryGqu3Ac7mPTQW4drWPIBUBo1NhOBViD1e6liFyowysOuhoLsniLjsMLMIAFBxo8dpcTO4JndZECLVOF4lAU/+iL7IzLr7ReImKpc8Rqg18aL/z5eoPmRPMe+R+AW+SyDax2j+V7fN5K7JfOrY5qd0eq/1yz7o74xVBlYr9XV+BHD/H3qqvEUcZ+50zvj8Il3PKNOVjqEQ1ionZK0SKunkDMzCW/nC9qihf/OS65hl25rl+dS2EuUDwDAacWHAZEbplIRG6MPDCsh12Jy0bIT3GEwZeWS3Ra4rAIRFQs/Ah0dayshFwplS+NPnylIPeMjiiEZqoXHNrFrK1pM8giYRa+Rd3Dutuwt3VnyKp81NkXFFZLUhiMSC4cfyo0zO//PIGc64D87cRQ3gAYuWuQIyvZXcRAurEnpXGT+lX7DQwJKleoT3c3QceTguc72IvvTYkK5cOcSA1x0iCPlQdzvciA0Qtlu3z6HXMTeepcCVEZrFurQwSzUgR2IWAkusuhPT6ARCgarRvSVEo8vHFWocdEqosySirVvCC3p+c1nVMU7B2faptQ1qaKKCS5iiMWaBbE0YYJExGYfqzX70mA5rPbjAzCxsw1yeHDPQA1ck5UnYXe3cBk+8MTk3DEbYQQLSo+QM2acfuNnRWWmJulutcuUE7/IZBtti0HSEcuWhHFDBgZ14oRszCYkbHnnhLRPMyDPikhyLQQASUXBvYKRdVJRILbYN8C+N/LrlskVy9NsXv3nu4Cg5KI7yMFTXZ3VH6xuxs814tPdjIW4BPR9aklFwdZDzsyMOlM4jExCD+LbBfNK6W9BtMvKBLZ4DAfCpCJj5Bvd7dTWH+pSAGWQp5gmxhGg6wfIeOT5S6NA0vERaRCRhvmMt6aGrmkqQWrk3piazkWrQnNf2BEFByPRDQWkwGAl6NwoZIZybOtaZZ+7yJMSO3zEskozjBLqmyuI4S73nmzzRUSpvpqL+onJnIppHr+1aItUW7N8qStbGbQwmaSlEaPvwXP52JmM5A/pC2rb5V9Isoa456osTKvEPZvH2BSElLLK+hORcb7ghurGuHbXK3sS9lw3uozkdsg/eI4BFTRHsaQ83SEzmUgdW1aSGDJfadnaNMgRbLcOYh1tUiR4ZCnCPDPgiWa1wXMAkHo8158oparNkoApUgoORaCYyaSXkEqIjwGArBrgkl6sAU9UnK7Z9UoEJJwRkK3H6UpKJYwUBUij5KU1uIsOLq+IFPQrZUpuwnWme5DrmFOVjWKwTT0oRP0pSt8GjSRTzgKdUmt7R7hlcw5k1niE08AzHPFjDxIgg/t7ebc4MeIU+YhRlcgiUwBGIL62ZxfdHHbjv43Q4u4oSfUEk9pQgcCQEl1yMBr8U6BKiIIi9wRhaaYw6OofPkBcprdGQhaVQuy5J7Ia5s46l4PS2NVcZWWcbvS/ou6Snc6MBDcuQh4QjzNVbwcUctytWR+KoQ94soffAmA0O0MMdKr945zbQcK4nKRb1ArAMssuHv3MXnGYtbn+chFCtIk3yJZFMSLYYHU6jYKTZtZ9zoKYh6jnIZbIJtaruQj0Ns80qybYPEaVMOoGr1UASaioCSa1N75oLrJaTqllqkkVhd8Bx5CnXvZnmyzUfNOYrzhL+VFIMBEqS73gJwsxdQH5QnFTQJlqtXccoOHujoBOU6x16y4xkGUCBcUiPXxPIlxGxmDHuJb5xxn2Bx6wzpGEKRCnkGIu1D6XI+lt+xZ7oeikCjEVBybXT3nH/lhMy8+ILTzF8+vTXfLH9hfmJ+L433ASOiJEsVW6V5mESwe+qUM4fb87XH7qH6Bx9U0Wx77MDgJ8Aeq9fXI7tROhTmGKqUERJls3uISy6bYYjCoYvW9DKbgjBn0qdTLMHpkFixAw4PRnribxwczECsASZZe9jknWthScPcHUfMxjAjtwIsA+ph3Y+EY9RDEWgmAkquzeyXi6kVAwh4dl3C/PfbD1+Z78K/bX7S+r01jDYqWABJBp9Tl7eFni6Rpxume7mdC1hl+zgQHyNCIA1WtyKMIWMHT02ADde5sfpwgOhNWFrDJTQzeg6DD2lKnjNsEwZJmF0FscJJCXOuAda9ymABk7jiEYylPcyTanUBT+LFfIzt6DB/i/ueoX1nXS561UMRaCYCSq7N7JfLqVXEK5YrG6d8c1o3FsEgGjyiMaBkyFyrJPOvc21Mm1IrQnVo5003kpAEudSGLlVufBTCaYlxHRia8AHxg3ntBiGbAqSDb695RDSnKQZLJE4OU+gERcdoBoQIZHMAmIShYOlBTGcm2o0lnjAzBfnOMC87GFxJLGKELzZPbWypo4ci0FAElFwb2jEXU62IwwxesRI0gFHal1y7gdcs59+iTjvEpVCEpkqBtGH4WM/GHFT2wEymPjnXyf/ki7e171tTKsx1XiszvpjmqUax7AbCldvA0ey7BGHO8HnElnLjl4V532FA/g6Wo/bNGIzYwk457E/6IvFnF45RXSpVEHCrh7lUxCmmrzEYGYQbYAMAbJAeDCVcIudaScFtPh9c84q1tcZgF3Y9FIEGItCgt0QD0dEq1Y+AEEHsgJzxcXT9ZXFyopSh1MGxMVcbvz/y3c9JiidtUlkZ925eooJLqitlm09ZktDEO7ichw5xkCU4PBwJVu81vG5XxNAAmqNZGE5GmGulp/D9w1Qs/M9QnR8+vMBxyZi3DNCPSE6z9hTKdQZPYbubDude55ibvbkeIObw3NxgB9ge1zmje7vcLB3fuzArXyNyE8Mq9gOal+nNRHJuY6u7uRlx8aseikBDEVBybWjHXGq1/GucpkKqLwk+ILSKF7kjVnFowoc/vcNTGl4rUgULyYbpVb+PN0zECeSbVrHoeQkasZ2wzIAg76Bju7RiZ0LMtS5BgONn7OM6m8CJaWleQLJcx3r/MIPibJtf/fRzEwzgoDRGNCa0b/rBmG8+YXd1OiKBgMfIoQ3zbh/Kdg434wUHVTADM/ZwB9H/O4wAhTnWPpTtFRykOADhnC2DjJCI+5hG0EMRaCoCSq5N7ZkLrlfcDMyoSAwnG+fFXcR6qhBSYZdV2Va1JjB1DWAwqP5g2Ia5F/OfcGAisV5fdc2Pf3Rt3r7G3CjeLty39RFEfPfDi3nbHZrFDdIx/WQsm6y/G43Mm2t4DXdxkkZfWoQHgRl0GYCiDa/gDn7HOW5lh7larn3t4Dp32hltRY2qoZGapSJQEgEl15LA6W3VI2CVGs2jNAHbo+XUalJpRVWaNS0n5dSsc35wUYZg5R4PXuXNWkt/Oh/1QYA/++IG5Dgyf/j+Ec5LI2w7B2JEvGEOhe7u7mHS7SEdluzcYN4UgfnfvRqYMUZFf/wwM29urhFcApGXQKwBuLUHM+8AcYq7mHvFJjlYioPvQqwIf4jOpoNxl97HIOVWC3vBgoz1UASaioCSa1N75kLrRcKMKlJGbIof3qEpOv8XTxP/LjvXZXj5xtNnfd+H/LLyjV8rTK5UvCBWe1/FDBsj7SX3ag0GINOlucFerrfXb8zDYwjT8AyOTRPTRUV6Pc6jdrAbDlUnnJWwrjW8QWiJecv8FHO1AdQnLMYIENECaQaYe+1g6Q5+wkzcBXEPuSkAFCsdotr0MMbDwX5ky1qy485hFHq8X/S7IpAHASXXPChpmoMhwJD9XIxxukeK49OpNkhI1RP1ul84wBB9KlvBIfLSYIblNwhrCJvvCAQ5RAilKTyJZ2PcyyD7QSDLa/qIDdzqL2Hu7Zv75xc5H8I56QqKlfO0IxQ3glrtQqaSkHt0mwKj0jNZYhUjO4ZGZOB+ekY3yXH7VLtY610PAkqu9eCque6BAJ1fqE7lBe7e6z44/R7ZHuRWr2rtrjo0cWcrSJlfJUlEZLhXrNZMfmR15ol1RbAWRjqXcfNyLo9h1bm0hjvWLLk6BmT4jKU4z9ha7mUyNXf4/dXNyNyAQK9HVKxQuNgY/bqLvV1DOilhhx04RNFZaUZnJ0RiYsB/brgOYQula5caLeAtjE1zzDOCUszGVLFwR4YnsR6KQBMRUHJtYq9caJ28LhJSYbCBCnBoBEGVaEdhk3CJMnLdAvKX3XVjY4QliG/h4z9DvXZBqDTzchp0PkFwfoQ3fHgZg2RncHIawnzcMzeYL2VEpynULNfHcjM5qlOOP7puFMVgE9YbnLvtMAwFAlNgjNKGUmWsYW6i/gQinj5CId9sTxnkapMmUgQOgICS6wFA1iIyEMBLOYQioTKlYuURxGhV1jfy7Y7/i06bliWp9bzqZt1FTVNt0lyaeNCMaVV3S+aLk9PZfKJmVuZpM1yXnXxvtFgHiy0FdZM5anjRVmZYl4hKLJH/OIZl+xmdCacYlUlkK835MDeEEJNPWM+6RNxhhu4nMcriGUnTMRMsfp0ieD93vgk5L8v4wlhmw7nVLkzGA0RioiLlxugsuN/ucldXzMtimQ/yf54wqH8bOyfBcxjhEPVQBJqKgJJrU3vmUurFjcodAa3UEdfdbBych7UHX+iibHbzTi0IppOqLS7qTJRXNQuZlmyP4BFtqXh7gWRBaiWz3MRNMuE/kT7xJmL00/N0gjlXBJJAuTNsFcj29/sDLJmZCGEOQZK3oyGC/LOeUMEYTFGxdjCnOofzUxvE2oeXcBfzrT2sb6UhmButcx53iTQ2cARULsh0gXK5jIebrMMyjO+qXGt5yDXTShBQcq0ERs2kEgQcu/LFuj4cdTjzYSXl7JlJXtLcs5gMdbzO2avcfcvKvj8+2LGpGdxjDuU6AcM/T8fiWzSH2Zb7tQ6H2NEGpHmLpTlDjIb6Ay6zwS69MB13MJ9KEr4Ou/AKBqFinpW0yljDXbCwdD8JlkqcAyl4F9N4MQOZz/mMwHuY1o0O5mb1UASaioCSa1N75lLqxfe251K8UDmXR0cWRjrksVKzsqbREq1finNMiDzBliVakosQo4jW8hpzQ0nTXMv/mDeAW2O3J1JkO69WI1nNoBznywFID+oVqhO8il4K4bQEpUoyhfkXoYThBUxPYEZk5trUOXyQoE9ByLAgo/k0Y4NY8b0PEuYuOezpEEp1CRPxfIFt6pZdEDjmXDFv0IPJu49t6uaduayL1UMRaCoCSq5N7ZlLqVeEV7yRj+Tpj7gy47VDmYU3TcB8kW8ruF1m4mN1Y2XEygYkECtPhzADc3s57gEny3EmmDtnhCUstemCIgOo0AHDNCHgAw37LZiP4cEkZt8WQjeFjEmMTu9DvXINK7emoz17Kc5Obl4XJEs1zLld7g0r9L2EORkFNRX7Y/W5ltssBJRcm9UfF12bDpiTiovzbCtSxUtbVjQ6XiOxHkK5pr24RRXm7KW0PHLeXjwZzahiPq944ZI4lG1uLMC5U26K/ggHpT7mRqk3x/Dm5X6rITyF58BpgE3SW+IFTLMufmIJDr2FGfyBG6s/Y12s3YgBA5cOdCzqv8CONzxH4l0wYgQ6e8LzcGjCcljZZH2MoP995LXE73ooAk1FQMm1qT1zMfVam3tl4/TIYU2u9gQ9T7kk5LhHthkyrrKPUtc6Rh6OWOk85Qc57KkpPHe/+zTGnCpMvggGwflU2HAhVBHOEI5MHfEExxId2Ibpo8Z1rOxD+CNhh5yFeRavYsQIJvki6IQcEb7k+lfsvY5lO9yCECoXrsdPcJSiH9MQ0Z/aCdG7joK5FqoIJCCg5JoAip46JAKesCzJUu15xWd/ZhPaIWu6q6wiqnZXXk25vkGo0bEN1OQj1rP+EVvLvUJgiA6U5wDrXQOYeMGzcF4C0ZIYuzAPQ+EO4HxEj+IFzLkPIFUSbKvTx8+peVqO4cyE0IiYm23BBDyHuuV/MxB1CKszIzLRojGHw1MbS3z62DGH1g1uc6eHItBUBJRcm9ozF1cvkChMiFw2uRn+0L5Ak1ShNxHvB5Vb7kFSz9xTlfXgvCDlW3qJUbWdx9nJRnJihpFMZQu6Eipd2uAHJyXuT2iW3TiBW7vZQY4nW65RXYA0v/l+aj4NJ+YGc6sM0M/g/B0oVYY/7CMg/6jbB9lOETO4J05PLyDIF4ZJBLnSaakNVRxClU5Appx/7cLc+wzv4PECq1thZu63h7LJOvv6CdGehiN4IeMJmYDBn/FdD0WgqQgouTa1Zy65Xs7cFyWqJDhiVuSkJDnOYUYX5kvhsgzSzJGRJLFON/kz8oMG8GJDj7XZXtpHnKAkOas7hnL8608z033knqwz8xqE2sUHAlbItItGvbkNzRW2pbuCqRiGXYmwxDzacFz6hL1guSvsEHOz2OtGrpO8Q5ibZyDcBZ6Dq+upaYN1xy/oJyjbOdTsE3bSGeL+MUMl6qEINBQBJdeGdswlVovvbfqz0KHFks6hTMLJ5ZQh3E21mpxvtG8lPRq+5DIUz7AZkZ0a8Vygngx9OEfzGCP4iYwIop2OEDP440TacdXD3CgcnT577JqfvhqaO3x/miDyEkLxd7nTDX67e0Tg/m7PPIAkF/A8nkCphvAinsF8MYcDVAubpN/ezGRj9Dl22nnzFlvUQfkulj3zsnzE/rCNHZE0opu0EsdFQMn1uPhr6REExCt4JeF2E5O9len4qV7F7LAAZ/ZdEU9hIdjM3I58MabqhUvxuQbp/Yt/+to8PRvzNfZuvcF2Nvcf7qFeR+YjiPQJEZgY03Iye8HE6Uw8fpftqQyc+iBGmok79FjC+ScEoXimKgUSTxNEdwLR0mnp9mWCreeWIGuo1jsQ8BSbrg/fYC732bzL2Ov3yIhp8YqAbtikz0BzEEiaZvRm0zpraWMXM0ZQviPqdLV9hx0UWAW7aVLdTmvPpBHxpgpOu/sA52PAsJ/oCdyD4rzGfGqvtzQPCJbUxkTqaITN0KE6H0CmUzgpfcAerx9Aln3a8OEQvMAaVayKNQOo3FcIAjGHMxNV6j2dnADXbI5QilMEmcCa2BDn6ci0YKB+DJ4ekQ+X+Zjps3lBEIn74QHarkUoAiURUOVaEji9rXoE6LQiHrexl3mcYDeDSFSlWJkPC95cz7mrlXECtERJqVf+yCbv8vmWupP9gf9WAx9aFkRpg/QCrDmd4DuI880QO94Auw/PT7jchkMTSBZseYfPGIoUvk0mBJmyb3uYaR3g+3dmjO9wakJuDBLBOVYSapuOTuiGKdfvPC/gvISwiAipOEDYw1tEfpphwesnmKMnEw5k9sO6FCZ6kyKQAwEl1xwgaZJDIcAoPHn1Y7V1svOreU3R67KPVd9qW5+RW9Rkjd/9QXoNwJQ9zKtOEIGJ+HFr1Rs4Mk2gQmkOpmPSPUIgtoO5+dGbG/P147P5ARO1tyDN2QyvHvzk4CTogUkxZ9tBuMMQ6ncJjyhOEYBjGdAJl7qIBAWTMiI43Qyv4HEcCrl+wlKgSrzQMpqvlxSBsggouZZFTu+rHIEQyoXxmOxBL14suoi80PcqUOQwPlvcTULHW7ykAIqTK03M4n0sg4R8ZC3qN9I4r4bjee/V/ipu9gMfYoU2zhD68PePU4kf3AJpPmDLmgW2lruFx/APNBGzVZCsnyGI/xBm3M8RuL+LfVi/JTEjrwVNvpCoXRArcUMYYQmFSKbmDnUht8CB2h3hmaAL1LLTk7lcbk3YgmK2u+IUszRUAYPmoQjkQUDJNQ9KmqZGBEgrScxmPYZpMuRa0LIH7pbsV9GdIso4z7yomKljBO+/+2ubJLiuK8/HhbgnTkuollKTSNSnK9vuyu4Tr65Y/0i14RkcDszvvsFgAoEiWN8AJt3rKwSGQISIJ8yb3oM4v8T3V3BImjFk4bwHpYv51PbcvAeZ/gIOTZ9w/hOW0faIMQZT2DBH+hs/xPw8g3x9jyU63R4GW7h3PkbUphBrY7lxut8AuLLGakaKQHUIKLlWh6XmVAoBkUH4UJswKDv+xVdxMuIZ+T2JfHMW5okhPpHLUuPMl5BlUtmWNC0xbt8SdWLadmjyZcrPPZq1XW5NZ6y9XPrHemRTKUJZwjFpDHPt76FESb7PINhbkOQtyJL7w5H4XkCiDFE4BxneXGOmtTU1b0Cc/xw6laEQR1h39YJ01+jzB+Q5QvCIGXAJcH2MPLuI6tSF09SVbMiO50OW6LRRLgh22kGwCaFgPRSBRiKg5NrIbrmcSllhtGYZko7127UKMInciqDjFaAQYnnrb5EiV2lZttQ/jYdL5XqMm1z/eBWLr+wjRqt6ASlSbb6gndcI7PAB61RbIELuhvMKHr93LyBebEk3nWKHHGxF18WOOVcgVjo5MXj/OzhCvUDxhjAxc12shEhEE5+R6VUYmEcMsBaYaw2hWHskeKhXhmsKsA0dwkscAwwtUxHIhYCSay6YNFFdCGxZHDfU5LbyK12PlQIrnYPe6PuG++3CXMv4v88gPM4xf4aYv4wB3AWhPmF+dYTvAb6HjA/c7iNIP8YYCG04gptwH/n0GM0J9z1gV50AP3HJfM98kR939kGwRESAgtMSzrdBsh0Q7LKFjey4KQDmYV+BZ+dCw/oK0wezmQjok9nMfrnQWnEfT/uhc5PsVpZw0FR8TDHo1XSyWXmtuBlkPs3yLIr6qK1IADbvKTHTsxPmZgjiIxk+oVNeELy/i51rSJrvsc71lo5IULcIyCRxh9tQtSM4LH2HmMBLKlAcU8zHLrjLOjyF6RTVgimZyPiowTQR081t0epJ+hYIdo7AE4+cPkgw9edtgqZTBOpGQMm1boQ1/0II+FAOacRaKLMjJLaEmzIqiNWHafOlPEJDsop0lWb957AIzMCeLRLuAmtdQYZYfcNpVzPB7/d0/kW6EUzG4pw2BjHC2WmGDu7jM+VICecHyGMEF+EF5lQ58HghI1P5iikaryln4ohOE8StHllV1muKwKERUHI9NOJaXioCVCjUfSRYuxsLXWiaST/JqtU6X3m1ap2y0peK2PnYY2rw1K7IvoAqcw0qI0LM2DwSIn/ChDvj3q74lSbiOwIhpl5jHuAANcG6VC694X3P8HvivfA15iIbWZrDLes+CqfS1EwDMa8yqAifATi74Qw9ifmbJV2e13lXAViPxiGg5Nq4LrnQCnk1xKg8fN06kx/3SomqlX3RSSPFtHzti36TALPzsPPEokpBEpZAt3OXPJo5btiubNIZqMyAXryY+WzDVEtiBQ/KMRWzsVWsvokkxSkcl+7g2NSFSXeGGwIsvaFDVIig/QOce5Z5VQSScPmQpkms9lGQOE7uGryPUQYJWQ9FoKkIKLk2tWcupV58+/IdKe9JvEipbHBA4zhSxUsVQQaoYbiP575HElkyT5qhyQ/Rw/pApRMrCXKbaDfnXOtm0H3WAO+DpdOnzsIgARI3BkHimQ3oLCWiL+e0D2MPVtiMGZzpGoOoZyFLLK1hAH6kHWO+diGxLalccYIdgP+ZBw/2D4Mswh8ZTlEhSHqfFui9ikC9CCi51ouv5r4LgQh38b0ajQtg1R8ywFta5mA3eW5XzoWue7W06yYhZ5fIK+ptgt2VS3XX0wYL1ZWQntMS61SXbSyQgeK0Spyd5Dy8oUqJkzX1d3GdRGrnWsmZj/QmBnPiCo295t7dJvZgEK4P+rEUhW+HPQgxIcTK476FzdXdQCy9hnpFETgeAkqux8NeSz5DBCzR7pZUlqRrHC0cCFsrLhnu0RcIE7E7hBhxhCDCjpj7qV7xw8FDZ6iQTks8KefdCCqSxuBeXhNBSyJmGngacyr3Bh7GNEvroQg0EQH1Bmhir1xwnfKowKo9ia3j0Tbo+670SMt3u6TTO0NTfRuRl5ZY00pmxTdRoKRH/4m2akgTOi+EfbFE8KASDbGcxzs9Qew6BRzDAxdCqFQrbrHNHX77rNc1S2x1p4ci0FQEVLk2tWe0XgdFgGs1Oau7/xHx7Nk/s505eNP0zniNQfIAACAASURBVIS1JODrg8rSkqWEwOJBdbmSsjT9wjMYy1Q7GBW9wzrWaxDlbDEzf+vtDXh1Zv74cWH+cmJJWszBFLIgYMvB7BObfwC5So/iz7CLzmgO5yduxq7ewhZz/bdxCCi5Nq5LLrRCFCErMyLfz16VWFPgbnPr4YwwWfOcWdfOrWeXbUesGwLSkqPIVOnPFjZF75h//iYwv0B84QBeSIwr3Ov3zc/ewTN41ja/7s3M/R9n5htZ18ODHsKOsPEN27ka+kMxIhODSgRQzJx75a5JKxuzu1N/KAJNQeBwb6SmtFjr0UwE+C51ayJZQToY2Y9ffhH35fXN4CNsA/wfsmG7FOMu8/au64dsS7myqCwZfpC2XPQNP5Saq9/h2YsB0juEKnyLbeduhsa8HSIKEwi532ubN9j0fLxYmA8fFuY7bFsnDmWrARUiOkWmUucMKCEH+hrPyB1iFX+P7eim2NdVD0WgqQiocm1qz1xYveS9jDaXmeeUZTRroXNRyO0i+drAgIPSCnJGUKI5l1sDclkNOwTKk/7CA3TM47hjfvM0M4/3D+ZhAbOwmZjXULK/+ukIkZha5muEc7rHfT1sQWfXyOJeZoNcbb9ab/GRbD24MAPkPQdpi0laD0WgoQgouTa0Yy6mWsKqDJ9H4cIVjfAs5WubL2k51gElPCZ84a651Cpb8SYVM2HRg+V4ZRS7l/WBUsokMD8qcLd6UyXvyYotXLSWaelrV8A0z0YU5aoegK216EkwfqFZQPgZ91jFfOqTeC4h/CE+7+Ua1q9ia7qvEdbpF30E7b8dmKsBdtEBQQbDufnT0bV5/Phk7nDvHA5ObNMzFTAOZsWg/cRVdDJ+Mo5xnzvpSBCLlL6Tu/VQBI6HgJLr8bDXkomAexF7MLghdu2EsYF8hgMSXvA+UlRqZ0n911Sfmu5ULyQRK9rCjRUYTYmOYN5s0GEwfqdYfXMZfYn9OQchjnD9x9dd83c/75sAW8p982GCiE0L8+u70NxBqjLcIdUvEb0GcfI3ro01Lmg/e2oKlctgIiGW4cw456vkeqpP1tnXW8n17Lv4dBpI1cpXaguEFcLrZbcT0/HalmcAwKU4VOOee6POTvL7KZDyhufvJt4tMf/2zNAR3EcQJGNpzUGQIzcd2odqnYAgJ2jrj7ih+k3fTOHlOx0vzRPmVf/Zp7n5FiERXwIQdTg1b7lUB4Q9RR4dLPfBVK15cWMXOw3L5TsL04NTU0fmYnXe9Xh/BVpyFgJKrlno6LWDIOAsw1JWhyZiRvehYokdNAdXvcY1Xkae70l1i9+X5DWcdJ+cS7FsJuURL6f27wn94Mtsg/w4ELKd0jZ9EKgQIMixI/OjODC4uEGat8Ol+SXmWW9BsN+OjfnwgvPdlvk4xrwsko1AmPfo9wCESUMzXJ8MtoKV7eo6jNgEkl+2nakY17gBnZSthyLQUASUXBvaMZdULfuOJJm6mLJ8va48mzZfoM13XLJm5iQijfYpr5+Ecs16ENFxjAUduPCE1+icOYiQe/JOnYdvD/Esb7DQ9XUf+7niv8fp3HyP3XE6mHu9gdL9xZu+eT0OzQvmY5cwETNMIgdQN1S7yOsOjlM3czwPMCkPoYKfQLAdPBvEb6fJPqvuek0RqBkBJdeaAdbsdyAgyo0Eanc/YWxhBnNPOqxjkTUbJ10ve06IzplvSfS7FGPWdX9N8nSftHpJe/B/GsnuIui0fCs9v+qf7VzZV1/QvA2nL9b1Hhuf0wFthH+v+CuIEstYsfMNlOp0hjSBeXhZmC9eXZmfvlrKTjj91ov5Cuy7RJ//9UNoHh875lso2CWW2wyQ/h3yaYNtu5gmeA7myBdmZqji+XKK/LbrpGcUgaYgoOTalJ7QeoBosOQCL85GkMqO/sgi2B23nvZlNwfbBjEuQao0/zLIA5nulfPwXS+naptbxGcaYIO52wCm3D6Id9g1X17DuQlRlrj29WowksFMrxeYH8N7+B8tJ+bbxyWclgKzkMHH1Hw16pt+t2ueOn1zP56aAOqXxPzVFdlVl+Oc9gN1vrVXcj3fvj2NllHhuKixfMlypxSe4rwbDy7OsYrVNseSWrVNkzylDnYpT5TcrfnR1qVIqb7O8jNBYdkyEy4UKeQQaVl/d9hVR67Oss7Vzo0vQZwM7sDov/Qe7iCc0gQqsx1yx5ylmIR/etXF3OnCXI86CGHYMUN4+1734fk7AO7trrl7moipuAuSvoKZmctyAhDru2HfvLvqYK3s1MymiM40X5gQ5f3ytguzshLrIR4BLaMcAkqu5XDTu6pCAC9T7oyyWtWKbcy6eEFbgnNrKFkW1j92lnhcaTauqmxm62yLQqL4Hlu26ub1Nsl1Rb7xxJJfvpB8Up4Q1H4Ee0iVH/cfYqzfJaM9mCn6jwtkuEIZ7Qf5XeFsG5GZfv62Z96iT//O54F5NQpMF05MD/AKHkKlvsBjKcBG6w8Pj5gKGBps52q+fLcwCwTkXyJs8PuXEHOsLfPr57l5hXNvkfcg6Ji3bwfmT0C4vS48o/RQBBqKgJJrQzvmYqrF3VWcYuRr+gpRegLMsVnlB+IBr/F3q/TqQyWqMKWs1YReMpXLdWGb8uSYRoz+/GY9kttucUq+VsvZjSaHNN6aELGD6WjWZQBgHHMMfwaLwHz1qmP+zmuEMkQP9+DeO7oKsPUc0rWuzMPzxHy4ezGD0Y25f2L4ypnpI+/5eG7e4RkwMCH/5PW1ub+fmx+Q1w9I3wbBvoLHcWs6Nv8v5mdvfpI8N19LuzVTRaAgAkquBQHT5DUgIKrRmk9fY07uKsBLE6rOhjW0ZuIFHF7EX6big+TEed51RKiKCyiZXRrxlsyuots40LCEJvOqsDD0GA8a1lnWN8SONxxs2G3Q52Y+aZs//DATQv0pznYQoJ8xg59DegW3zDtEahpCyd4EffPtZGqePhnzf98jqD/I+RVMxL981zF9xCBePI/FW/gD1Oz000y2uZvAU+qX0+SBT0WN1WwUgb0QUHLdCz69uRIEZM7TuqbcQp10EdidpCd+Mu5lLmQTIVexyFZGtsUVUB5VWQk2jcoEODmhzv6gxaFHz10xDbN77Bxoh45N+PUjojO9B8EG8PR9+G5uXhBo/02naz7NQLwYPN0OAvN6NDPwV5KITP8E5t87kHAfff8By3N++MOLmcF8/IhQhwwoYTAPe4/gEeGiiyASIYJVcMs5PRSBZiKg5NrMfrnIWnXwwn3pzs2QwtW9xEliXM8oS2Vw+PPVEes21LtUoyfWJIJlVKYWVLbNo5znszf1iqJu8sHYy5gD7bpZ8G5U1cJUPEXdu8CDx91iat4/B2YK88N3IM4J4hBfIfjwOwT0fzPsmR/gsPSASdc+iRl9PgLZTkCmyxm8jCXMIkZSXPLDH4Clj7IDR+pNhkjrdrkIKLlebt83suUtqJsenILGIFoe/NcT7IZ0bWTtNyu1i6RPoAmZVRT16pZO+QEBzcb0GF4NEGhxgEl3AoL8HYJEdF8mWKNKx7Su+R4E+wDunYCgwbEIh0jHNszhgkS5hpae4h0G6GceONoctOCJ4HdOFoCD9VAEGouAkmtju+bCKiYvUKxf7F2bPrxNX1aOQs7kyDcpX7j4UU+UJpaz+21NQmGqvMQpJONUuLCBIwr2ruTBz+5icz0MUhY+eeuWK9OMRIwkTBUpofbRDLqm2QM/2Sx8ulCg8pNOa2LFpT8xtz13m6BDinIZTg8q9TWiOn2EWZiABBxc8YPbOlSwtGCwDIkGJT0gOemhCDQVASXXpvbMpdVLiGdprrAmstvzjipNMot68l2beoVoM8jMXkvuSEu6nnWtOo+mPBRBJtcu71laGdhXtr+SBj0dZ7plQH+GRUQ4J2pOGSQxfvACYQ8/0twL5yTqUsYLFnrlulkxi+MsTcska2KNNbGk5jYsHGoVzttPmu4YCCi5HgN1LTOCAF+gjkwhTQaIQzuAcrVxY2kmtARkyYaKperDOk/ZIBJrsksuxaddp4uTYHQ/Vxsn16o4yS+iWvk1ukw2no83q8bPx+uVdV3IP35D4e9sK3Xm5kBHNlGAcmxzo3S3LnmBLeBkftxNiEsbQIK8lW215Ik5VCytYbeSTpkrIzG1uV8rgkL0uZxHCNuWx13swL92/3WZd4dzE9rV4qYBsuWcHopAMxFQcm1mv1xQrbxKRZPx0gwx78bXuXUMkpg/7ne8qPdnigRcWT5L5GeXmZFprYmSGWURmy/IklBCsRWd8iTs6xMNShFXx+WKJOibxOrzkb1csVk6VSicvOlvhC7yAUAEoNWtRLYNhuVcKj+2vvAvFmKl6ZgDKbyOKEf9oAARnaR01+8y3wovYarfXgt7wsIbmQEs9FAEmoiAkmsTe+WC69Rvw1hIksU7lLEELHkkv9wPC5MnYUuwhy27eaV5wiMZ0mxLUidJcr0wtw0UEzHjD1O9ukPMwVS5WNvKw65gBlciTc+J0CUIdXU4pT+TwlAO5mCpZNskYKyVlQW0eigCDUVAybWhHXMx1ZK5Vidl0GiJHsifOLeg6U9e0Ovr9eBC8q67jO2a03pKgomqzWiqPMp4O9fDnWH9uM6VyFFVduU361DVAbtSyYpnLwlVTLrcks5+Zy250w0Pmnm5IR2P0HmJy+84L3OzyEhImoMtlMfZW4zBMPg6fJ9JJfVQBHIgoOSaAyRNUiMCEWLlC9Qti4RXKF6cFCz8wfOigOp4mR5PFVdjtq2xbzKzRl+ANLmROZXqVt+QCN1ZHwiE2XVxktG2ZLtXB70MMpwU5vZ13lrh6BacyrJIzExIjrU52nnyzErqRUXgaAgouR4Nei14hYBTry1G+5nPEdDevmCtDrLkKu/eOrhVnKl2zbVW31eiStmmkziI0fYghJo1wOblVKg8OGvKg6QnQR/4+8rqsG5s13ty+WvkTiFbWimgcvGfH1CxDDsLL9m5sqiKEde4lufBlqP/KgL7IqDkui+Cev/+CHj1ClIdz0MzRXABawq2L3XrVcqXrD1ItNVaiv18aj6SJTE23WS7f6dEc9gmVnoQt5Y9E8ChqQN3XpknRw9ZQy9ZzzLfGtE1E2LpK2iYJIplN/jC+3iOOfAsf+uAtOOjqTbdht0RYM7Vk3q1bdXcFIFqEFByrQZHzWVfBES9GvNpsTD32AGF9uGlqDtLqdWSabnK7mvGpZNPPvouV7/D3mWJrosADwz3yIOOSbZ9VJ7Wa7jrhkTY3XWlZgPI1GWIVw+2EWSwJqLCOVoeVtWCbF2ecpIHlKrMTsvIiqZoqmNdirPCR39pHAJKro3rkkurEF+qJFa8oJeI0NQeQA0FMucqHqiQJ/JajahVvoflLv70crYkbLy/BYJYyWLmC5JIUqZJ5+LF+tjC8fP8HjVtswzxrm26eZj4Wt7baFJIJyWA18E6VyE8HiBU2yd2Z1ee6kiEJpyHEvUDpLaNbQiHJV6z2bdBtJJeQkjQI9jmybW0DIkpuxYhLRfnCJWjzIC7J+mhCDQUASXXhnbM5VTLBShgWDu8hG8HLTPEbinWqQUR8/BiJWElKdd9ifVyMN6jpQnE6nMT8ziWw/ScdUEGCjhIeTTz2i/W0Ise9beBQec0/KJPXeYkTpd+6Ui14/NEPCZxaMLBZ4C5WC5HAAsNIrHGVH9rHAJKro3rkkurkHuryosWugUv3i5e2FQofM96/UJUouq1KpS8cqoqvxVLVJdhY3NqY0DUhWVBTLk4/ICIU6Pe/N2WTsMJWY5j59C98Zi9a/GnGrXPwZRRnpAX+341eMIXq4iZimWBmpNGW41FSit2iQgouV5irzeuzc4bFS/MewR3H8NCyOWOXJ4hnqO4LGTrlU7l9Xfl58zXk0iSmdiei6i0nHmeYjLx2EUfie8RDq5hparkOU+MS5k7JbGSLKFWcW2JxcyMtMRlPFaFLuVeHn2ZhIVjk+VQOcelPna+25mH8Sx08VBobGGBR4+GIqDk2tCOuaxqeZugMd88tsw3d3b+TYSOf7GKsqmTtFiYc8epjcQ3e1Xmdp3J81T7m9PVhIvkOXBmAAkc4brUOqTBYYldh3OWXK13MWZcnV5FhCYXUIJh+0OQL8MpcpckHiFIWboEZM5DiJplMpKEHopAQxHQp7OhHXNR1eKL1L08b/BEdiFJlhLwHSchYa2msYjwxSo0Gz25J1jeCzhvllUsxRGFW+dYYU9Mdt+OJTSIkHQLFg3prISBwsp7l968+PDcJLAevZuRCqFk0bfr6FvoUW9H9lFEAE/bM7STwaH8BCGj82e4v+/Id3ddNYUicHgElFwPj7mWGEfAsxoIZzqDiRD06T2ExfElkr5KUo1Xo+rvSWbjqss4Vn4kOPYFN0sHrYp3tVtNYwdDXIqDyvXsWhtRmuxJRiH2/SlkieU0NA17pyXmw+vMi8t51gejMlnFSxVMh+NzxvdY/arlVoeAkmt1WGpOFSDA9Y1T7HZig0jghY0XrGyEIhtn2zk3vxSnguKqz0Kcdy5g/SV5ER9PrgKkGyTJPKpTm3YGlV8tAfMnKdPOxPIm78pkb/E75ojSlf1c18eKaknUMt+7eX0jsX5RBI6MgJLrkTtAi99EgGsnubaVy2/MEpu7wntUgr47YqWpUULiibKBk1MHaXB4wuWL3SuofNiKkXmV1HFCvluTUrl5QXuJSisp0f7nvFm5FfHqsXO4++edKwenHMlvsl7XHZ447Vc4HWFwZP1/ecbi7NHmy4emX66Z9ccqJ+62g/S8zkD967vxKMgABjaNeKCJVS76iyJwfASUXI/fB1qDCAJCrnitWpKbiYK1HqU2kTc/krOSzILFiJV5+hd7TSy4o3f3cWoSE7lThCzm0PO4LK+DgRDpb6MvVp2AWNHoPJIgLQ/eq1gGRgI3iBeDJhKo7A2LI1iFOMQ1cGiIQRb7X8zFHEzJOh94C8PpqXUJFgJBRY9TREDJ9RR77azqLAzhWgRHGLyBGfFnGVpFio3nZJ7OGhK3Gy7ktKc8bDHKkJgy3Usf5MBNBOTEcTh3u6GxM2x3bbJ4Z+k+QYiIWuw9C9LMyX4SpZ9D7aOaDOJPBybagsm7tj9ln3X4BnuM7Sb0JGMeDDBhzctc02qfENGyyKONayHy62gQidw9pQkPj4CS6+Ex1xI3EPDEak9yLau8REkeOOgs438/OHCips4nGnDV+LGvaJZmj/EY0AAspI9+c16/3H9VdsYRpiTpMqChO7bmTLHLDonU9b0f2IRkV/EutoMfKuCW9M3anFx12zQ/RWBfBJRc90VQ768EAb5/aTr0KnQOk19LTH8unmyEg/metmZF+xJn4HhrWqykKqyIU6xWke2Tqycb5hFV2fK7Z499Coje60mpqvwy8vG01kFn0LObRyAT3w4zFyBiZnkXV7m3UccsUEffd1boMoHNTX6T26la7VIeMQevzM4uM/7A9VYHGzzooQg0FAEl14Z2zKVVy75o+QL2L1a+ZenUFGHVTFCqU5n7mpkzqxm5KOXwk7eJCRnHVb3/vv+wIKGwyCkZDKHTGDtfdsDhgCcm8tmsdZhCDCWQyFolbO3kXzqvyQ45VomufYdxjRlKQH/fGv6OKMUg9GDRwbxr3a3MxkCvKgJZCCi5ZqGj1w6OgJgZGV9WzIokHigjvkP58uWE2wEPqzSrKzBO2l69WnWWXQ7TxO+P30EyOyTdkFADbjnnBgdz59UbrZcPwG+3kLOmXc/BoVgnOB9LxyfeBaMxl1zhoAfxksQqfe76HecYn5jrZedQxhubAUQL1d8VgQYgoOTagE7QKlC18AXKFzXn6DhFR1cXmgRndo1rhFjF+lgZaMmyMWrC3acoIU6Zh9yssRBlpOhdxMk6OF+flVk1Xi8hYP4nZSW3K35P6e+OUYM2KNVJ1l7GHCiD/Msh5mL7u3V6onMSonLJRaxpxhuJ7bTXqFxlfOUOJMR32QyAZmY4oumhCDQVAX06m9ozl1IvrlVcvTy5xhXfZZ2rPbmMra0R4gU2ft5uF0yetNLJ0pKerLfMSUgr0+sOs6RV33kdoqDKMsiC89HWFGu9aH37aWb1R5ywJf0ugHZdZzekZMLyOugvkqUEh/Dsz1vcoIL1E1xFkUrPrTK0/Ex3qPU8LJ2K2VCfFX96D2LebwcQUMwgdA3cv6vz9PoxEVByPSb6WjZepN41xoLR4bpGvJA9MZHIyLM2cB73AC0G2opUcaMU5SyM8VxiHJ5pgpUX/A5ijeef9l3ax4sRB56ktN5XiFQdVe5RApW2Rsk2gxiTykg8l4G3kKuoZdaJmNhBjzcT8wQtEUKpXDaD7zT70lGNdWVMYt7M/g3cc7DgAEPuE1QkXc+Zm0OaoPl04BlZwIOY0wd6KAJNRUDJtak9c6H1orMKX6FWHdoX7BYUtSyRIfNuMkkVBOrJPaUlW03bdaJak/iu0tKvM2AW+wk8Caclu0PritgjMLZXJGlPMti/DYBo17gK/8tAxSp8zqcy5rCsvsFHBh9u9xsJgUnPYcjbEBEm9OWV3j965fgI6PN5/D7QGkQQgLEPL1O8gGUvM7xMaTaOy8oNxLwUTZGkkbRiqlS090JAlLKASCrlZunce9Wiin3ucaz7gadFsTI1bhST/ub4JVIXf5+1ZIie5/wsbRZCvrjX2YpJ6oze1OnkNblHitFfFYEDIaDkeiCgtZg8CFAO8eWKD8248ia325lt3E3npo2XdA5iZRIhgdS3uxQhhEDzqnuhJ9XaqmqkzUiTdF/2uQybdcaNvi4ZSSq95HhUXJcY1jBwdnqpvTAngbYEyYI9RDzLutLkv8BgSQY6TtXaClqCZmQme5+9Tk/iLk3mtFYwkMTC9k2bkbx8ZWwG+q8i0CgElFwb1R1aGb50ZR/PjBdn9abRcsRWRW8JQVteqSK7g+bBugvByoDFzaFGiNVWxs6TC7GCKOUnBCfXxko/OylM8pS+X8UWtneTf1s+KDGsGiFCOHE5Tg9lduCprIci0FQElFyb2jMXWq8+2s2lFqJq8LK1r22nEhNJaK2S/LxdUehsWdx/dG1m5LlqlWl6raQcp9jSU+2+InXenaySFKJEUVgPa1XpaMTDB4CwCtUWI2MkkKFd54rfSaDYsZfzprJbDi0U0n56DCMgv1tyxbxtv+AedDGdoBYg4DYIVTZIgrcwl2vpoQg0FQF9OpvaMxdarzYcXuiB6g95weIoSxx5STKJSO292x3BtEnpt1OmnxECgurjT2khSKUCfrXe1OSq9KKrueLq20OIJjqhxQ9nLcaOgRykOLO9MxAsnIMSr3VdRVvYXpC/zvqco7W4sDG8FclwBmpVpm+hk+WthWtB7a2MN0u/KwK5EXBPfe70mlARqBYB/+J1uSb6LjmCtSHyihWfjwSdUi6WtU3tWSThXppBbTAEl9S3w6X1A4eEW3Of8u3jT3rY8qBazNfuPMVECCzK/uKxTdLLJrgO3Yk3jnV67m4TDXfI6ktYf4+ps2Akv6S2CT1PazSNInAoBFS5HgppLScZAa5vdCZgJgicOdaTw8Yr1JkMkzPa52w2QWTmLHbP5PvpkCXbj7oMooQnv1fAD1Flb82sXgmLtsuser6LkUrGBge8vwVLQ1caYgM8hOy/VcZwRkP7SaBsr1e4NsISEhEY3Bol2IDpeNITOUZb4szEjByQEpYC5XT07ZWvCzXVURDQx/MosGuhGwjE7KHcz1WP4ggIgRW/reQdNGtb56SuKE2WTFK02XHMseB6VBccQk5zPEFSXA03OJmK+dgImYr6Rjpu4WDnda1VwW4xR87lXC2L6pggZvWwJeu/ikAzEFBybUY/aC2IAIIEtOGtQm5d8He+kXeKL76Ckw2HeUHlC1uiQuEG8gTNlTwXVZp588qbTuZzudcpBxZ7MGK0jlJnzlPKYGWPTHM2QnbFIfbOHt1a2fThxQsP3w7UJoStO9hWG5nJK9gWAwmTRqlO5TeSp/UA9uZ02y+2TVSwJGKm7uGGXSbpnM3QZIpALQgoudYCq2ZaBgESWwvOLmty2MmsZYpJuIfkfKiyEoqv6JQTfRXlli+bgOtNPY8Hdh7WWvmxbAZZWI9eq1BbIaMMI7FPzxtBzCJuQZxi9XWbAGDfG3kOGFuaPSNRm5BOoncxHRJ3Eifo89VbUykCdSOg5Fo3wpp/bgT4Mg2WMxeQnYrOfbbWTkaztC90eybuPJO76NXSn/x37E4pnsApjCcDCAbjB6/H50a9GhV1Kyq0mQfNu9ws3R+reuOEV56Ljo//S/WJ9jC2cKQ5c3yxTr/W+rBwTI2FNkjFSEw2/y5+hJZ98VhAEaPb7fdmYqO1UgSUXPUZOC4CYhaNvKBpSjyASfPQjS5KkkXTH7o9vrwO511jPca6k0g5OGCgiHXv0jIhOtSqUgyeumIeX9PtytTrBhaWpEUDi8JlXGLSdYD8B5mDrmMhouUqAhYBJVd9Eo6LwIpY+eaE6Y/q5rg1Kla62LLTbnFRiGT8EKUYpnfrXNNureB8ZtUqyJ8kyh0C/YIa79Vr4bAE6ufDKUhpFBbidV7fdrN03E9snEcwVakcJGcSNx4LS88MVsEwiFhyBPUbIGbxyuu4grZoFopA1QgouVaNqOZXDAFyjryN+Qrl/B28RGEKFEcWmv/EOgj9IgrXZi27paQSWrHimdpXYVWVHFmslKWYMdMrw00IeCTVmWTDQBIb0i5H2dEk26S9vrqjajlLYv0d8BsF2y899NQCUZrorCREiuRSrph1+QP9SBWKc+xTT6Q2jU3FIPyh4ID+lnudqZ/9DEL1U6u8V3BHRCg6QbXNxJah/yoCDURAybWBnXJRVdrgJRBrsJ435Qs4izwqwwn7gy5J4AUyzDsfKvVHxiSIIvkXqErNSROI1ZUoRAc27MtACATrknIJjj84ZOKcMgl0dS42MmKPc9s6RmHilnSbSNEj2eZnt5yDJzmxxE0M0qGHItBUBJRcm9ozkY09uAAAIABJREFUF1gvazJkjF++X0lKVDCHoiSWVd4hKq27VgpX2mSXlEg7xTxqBw8kn6Rj496kBMc4x8ECSY322sUC4QsRuB9sR5qbuXCEJFRudi8cKpujY25VlC1P2H6187E8ZxlZcqB6dZGfbNPsNVmaxQLEZIyUAK4bUi3bVPqvItBEBJRcm9grF1snO0+3ETFv42V7WsDEyTH6XX7fmoe17fNqPX5/I1rv6w3mZP1EPXJPV1Ru5YgmLtD21cIITla9M4WTtlhuw8hVbXpLywjD5kFzMDa9kYN5RwUuadXixfSkWDdVYJPrv4pA4xBQcm1cl1x2hShGdpHKsU2sRcjPm4XZq1FTsvx+4l3NfqIDGtmOP7z5luqTEZZsG9FK/C/k6A4/h0ry5Ly6j77Eyz6d2C+YtXN0kmvO7kyzMOdm7XKdVbb6iyLQKASUXBvVHZddGSFNvkCdKbFZaFiTpDBFTjfcKJk2qy0V1EYUJwiOkZggQ/0SG0+PliSpWm0cYFG5wI7Q8Rqx4X92IEWCxYXI0Xaqno5O66W0uNOp3G44h2qeVtAQzUIRqAcBJdd6cNVcSyDAlyjjxSY5qtCoaF/KeEEjIV/FTF9dkJ6otipR+ZRb4qSRkuz0ToP86ALW6VA/isTEZ3PO2vYN5kaRwhIk+40EidRweuKm57J8R3rWK1ULRSjn7fz7EiZmegfbeXhLyPTCLuaCdnoQa41PGwEl19Puv/OpPZULnVT4QsUaRu+tIuqGr168zFcB3qFsucSjMmKlpzCFGN/fqYh65yomkhqlpoxeiJqF4+eriC2cqxJ7JhJcyJ+xgz3SR1/I/KkL0M8kc/QZHZB438C5Cc+RAaMtsR8t0dqlV3PwsXgKwwGKkPpt8zpcwsP9dnC+g7xlqtdBPsM8b4/5rgMXx6um3xWBoyOg5Hr0LtAKCAJ4wYZYv0jG7Lj4sjxt109ajPxL3qvBqpSrp8k4XQqhxE+67kpXpJ6EXcKMHz5/5pXAXRl3ri+l1yPX7bsTUWVGU9Fc60y44sQEEhTNT+9hFxxCFC3PISnXKbNt/pwQpCPZJdL3OahhWpIn8vbRmhiFqcW4xRxBIQ9iteonfKGjlCdi3q6HItA0BJRcm9YjF1wfhsqj04psOceXON7E4k3qDnnByovdniuiXG1weNwqTLB5UB05Oti4kK1k47nY70XmWUXV2v9TSTy5lPVZyaPOIz64iMyNSl+IqiSV0nuXdLuGWAYNAJFZ2AAQXKJDczCdneQk/oHrk7cc8Jvr766YhNn/rgKRenTxe7CYCcHqoQg0FQEl16b2zIXWi+/LtK3EZI4NL/MipCowOnviyns1AVvO/SURbEJSR/BJV9bndilKS0zZeTT5KkmSqtRG0HI1RcdskL2oXEv+HST0opdOTn6Mw772e77yZMeTKTuZt680Pfd3RVxhZEK1HCCtxpBo8hOidVNy1WegUQiQdJKIaS8y4gueiimiuhrV6BOsjMeSO+OQPlfm3q22WDUrp+GsJnOodtIV1mEb2tASrU0ngS9pXt6w+bprJFb0YYjCQhBsj+YIFa9biOuJZiCg5NqMftBaCAJQj3hTdxYwDUuAARuNpwpSlOA/VgzVirWva17zsAwmIvqs1spVnjlNunREsl7C1vUs6sEdnX/mVeu05BmRJn87Y7tOJ0qVebqD+FAlU8a2JEITlv7wHH4PuF+dHopAQxFQcm1ox1xqteRlipeuzJHinS3fLxWMhrebfcONB+jRLStl8I/8lHpHidU2JHnAwd5NJ0krcr1nuE1LKp9zpES7sD4cDX9KLrd6Sq6X2/eNbLlsqE1y5TrIlBqKv1PaxZR7shyaeIuYIgvmmVJUrtOicJ0zksxTlix7Q9UjHz/nWTK7XHX3idokV1kyQ/zwD625qxyssXeDOotWyuXJLNf5irOxOE9xDlYPRaCpCCi5NrVnLqReJEl5MfODQ9QQFIl8cC5070+ZNpUEOOGWfOSGaAcTi7erKz+apy2TZJ+fFbw6y3tPlpNV7vYlJLT5JlzY6xRx2ASKLxDbL3asEIXKOzClFZl4XR4GZsoHI/lOSUGrBqYPkvot+S49qwgcFgEl18PiraXFEPDvUj8hKkEkkIbv1qgukY22ea8j1txrXN1LmmRX1MRs91tNecOzKmCHOInaZSlWQfoyV02mssSX+D1pD0VS/mlp/XmZ/gRwUkbCgGHX/dnX1xmKQkYghzbWovoNzqPFCcmSHyPwOaHuBfvGtVW58YGQABatlT0hc/JQzSpes3tMrx4PASXX42GvJW8ggJemWydpT7u3KpfIJCjH3MtxyN7yck4nyaSOKENsafnEi2beWcpyi5STMnbnhOT8wQHEyrwdpbqMDEpekj6RKFlYI8yIWTi2OBDnkmpRrCe2MwlEtmIHnZJ119sUgUMgoM/nIVDWMvIhAGLIQyxrp5l82UqqkiSbVIIntCTST0rvzzF9Etkk3VOW3Mvel1SHXecIKWMLk1atH++uOyq4zsEWBhT0ZZLoTXooAg1FQMm1oR1zqdWikwpNvownSw8ZBhyo++DaSy4n4ata5lnl5b29U0sV9cgzePAEWZS8q6hf7jwwUOBSVNl/1fou+R+5s8iTcHuwYEOMMJJTWrCRPPlqGkWgbgSUXOtGWPMvhICPkmRfqoVu3TMxSRwBEcCwdekh8lBdee/Z+BK3c2LXtSfBbF8iw8RbkgYY1qP8fJBMbLiePHkElFxPvgvPrAGcw4Mq4T6efGe7sPA1OegkYyfmWzeXWRdvSP6cI02ugpzdVm0Zie0NGBzkD+O4I7fdl0Xq01Fsd9IqU3CPAPaRE8xVZq15KQKVIaDkWhmUmlE5BPhm9jORa1Ms9+8Ub1AQrSe6cvmXuysPsSWpqqKlSR6++bGbS7WbuAGz2vnODT641jX1qEmqE7MA5XMQpoci0FQElFyb2jMXU69dL8i1PslDeGVhi5uDqyDOaF2S8ouf2/U9T9vi7chzT640MghAX0UJU8S3PeGE+GZWGbybq0wk8twtRUt5OMnfuT2hHopAgxFQcm1w51xE1aIva7yoA5j8uowhS08ZmofxRrXvUS7JCcQcmCr1SgLGtamyCihiZ2Q5cbLz2Wddk+3rxKS9ySzxgYFcl7WaaKbTmT5NNH/+nkfByr0SeGNdrpyrSsOS2Xi47ElujJIU+HamECkv+1tLds+63FXZfDw6sj2hHopAUxHQaYum9syl1CvxpczABBYAvj6j5JKHaIpBV8+fQPX1TG6VJ/EomSedS767/rOVEGu8mhvroeMX9bsi0AwEVLk2ox+0Fh4Btx2Z/2oVHpm2HhJkiJ+1wtvf1BhXrGU6NqpgPUmn5btB4mCyVfoyBZe4J//KXZu5NVsnjqhyl95CJpJDzDqQOwNNqAgcAAEl1wOArEXkRADkIHEBnLlPog3FyDZnTiWT2eU4JW+u9DZPsD5TG6yeNlb8vx83VVJPN9W6Zf7elXnhqkenDVzmPMXnZP+h0K7a6nVFoDwCdcmB8jXSOxWBCAL0Rq17Zm2tCvP9OZD40sy+aeer7tQkJVs3TlW3IVd+iWxcf2CRXHXTRIpABgKqXDPA0UuHR6B9gIhM0VbZQPuJb/C9Gp9EfvtkuMAQQ0Q9Ha0iGUXLsde8I9ZZUq20nKoZ4T42HJf3wVbvVQTqQCDfUL2OkjVPRSAHAkuNH5sDpSMkORB3bxXjzMS1LTk6ApRa5HkioOR6nv168q3yqyz8VnN1mVu5dEZiC1e8d1ld9T10xx57fnfLphA5sUW8hwZHy1MEMhBQcs0ARy8dBwES6zK0jyY9Q5Neosd56SdvfxdFyZqZk3GrknBXXsFJ4CQXX+ps6lLSLdYrlf1eNzWgCnvVX28+bwSUXM+7f0+wddgJRyYXLWswlB+P+BymPX1ox5b9/lzibaiic44zyKii5pqHInDeCOz3tjhvbLR1R0BgNcXqluDIDiioR5WqL7lZu/4UeN1/knM4xtn6cTlGq7RMReD0Edj1Rjn9FmoLTg6BVFPkVkuqeXyzTLnxIoXMGi4XlXDjvabfFYHDI1DN2+nw9dYSzxgB8QQVr1AbVxehfxGDN31t6WGgoAnaffKz/2Gq5kvJWH972IpoaYqAIqDkqs9AQxFo7qMp60k19F5DnxutliLQDASa+wZrBj5aiyMj0JK5V8y7pq53rWoe9AB/Ck5Zqtn2yA+VFq8IHACBA7xRDtAKLeK0EdhYThKK8TUeUriFmDzZahGPcsPnQk+7k7T2ioAiUAQBJdciaGnaGhDgBOs6W1AoSLTtAvjbpTbLdv0rGpc1b2PGgUF8SWrV5uX4gKSGztIsFQFFICcCSq45gdJkdSGwSTk0mWKlqyjXDgJJdKBGs0ljf0cjG6GprvbZfNmuqPKuwzScajmvt2mauyKgCCQgoOSaAIqeOj4CnohWlt4wrvtsHbNNxUXacZiAFHG1WjXJVodHEew0rSKgCMQRUHKNI6Lfj4SAJTeqLwQZtEtvIpI1bTqV5LRMu3ikluQtVok1L1KaThE4PQSUXE+vz860xv5RjD6SIUzE2fOtDABh1drhHmVL6MlKOm/n1Kkw68w7b/s0nSJw6Qgc7o106Uhr+wshIGEP3XpSEmwaYdhdbUh0+5l1fVyIQ8WHSGsPQfLXiirb/ei+UPdoYkVAEdiBgJLrDoD08nERgN+waNc0Zx1LwPvRSlz5FiW1MgjtKiOLfLPKO1ELeVaT9JoicJIIKLmeZLddRqVJMFyGQxWbduwiqbT7/Hl7//afQUaRu7LcuB5XoVHSjBPovm0pVDFNrAgoArUisP1WqbU4zVwRiCGANa3Ro4NlOAEINYBe7YBT29zXddnZWI6TvTQnln+ClOMpT9cdrqk1c8SfcGtqueyWpJ4x1WvVckaCSBU8YcZJlkniZBpNw2tx8t357GgEqJ0QaQJF4FAIKLkeCmktJxmBZXyu1D6SIXefwWHDHybfmutsggTlqZaboyWJJiTJlXUTExUm5CY2QuukCJwBAkquZ9CJ59QEr+babbgx4SMHfkRJNm3+tQwOtrx8KrRM/oe+55wGCofGTstTBKpEQMm1SjQ1rwoQYOhDODHB9isfegzjZ1zf7l/QGT76ulPP/o+F5qAIVITAGb5hKkJGszk8AgnkEF2SU2+F8v8pUO3G50vrrVux3NU0XAwvTa0I1IFA/jdKHaVrnopAAgIdtwNOdCec8mS2qXllvlU+6/MSiCLdITmhhnpKEVAEFIFsBJRcs/HRqwdCIO6dS/XVVsY7EPpajCKgCFSNgJJr1YhqfqUQEB4VszD2c5VlMSFMrwv8xB458pPH+nHNvxzH3SPrb6JLbPTRd6DqD0VAEagBAX3D1ACqZlkAAT/PSnKV5TehCdxa01YHW85hHarEFw4t4ZJguecrPYbzzC1C/1pSjcyTOp6VeVNxmEqY6/UtoMk49YjL7VhC3kuv5+jhzdv+Z1bZqeXqBUVAEWg8Akquje+iM6+gW8+6is8P1hSTsI8nzI3SKVOX/lENzcKFgMg1D+snWRNgZDlZzkn2mlfNmxkIKeYwW8frqGSa0BF6ShE4QwSUXM+wU8+hST5KUwAiZRAnUZgRp6M4aaW1OaoQY8Gg0m6R81n5K0FmQqcXFQFFAAgouepj0CAE7OPoTb5tqNalmG2XolajVtjCBJdDZR4DiCwSP0Z9tExFQBGoBgEl12pw1Fz2QcCbhuG4xOU3tAKTPIVk8YRylpXzrE05skzJm3WkU1b5NT773NsUrLQeisClIqDkeqk936R2RxyKoE9lJxzxGJYdceyHRFNl2MNdzc+jjJPIb+3ZXMy0HC3Pt3lXHfW6IqAINBcBJdfm9s3l1Cw6lwqBGkCuygd2YCpWr1rzL7+pBrokgo2TYDUlbRJxfmVcVemajyKgCFSNgJJr1YhqfsURcBZfKlZOrNoda/ho2ihKYh6OWVfLEm0SYearMPyXRWGv/2R8XkkKtnw569pUkUe+tmkqRUARqBoBJdeqEdX8iiEQIc0ogWKJq+lgjWi7jXWmshzHMrBPU9ZEnESENOX6/VzjlY8S3DK2rlXy4mAgYtaO3++/J5WbljZ6flfeu67nKUPTKAKKQPUIKLlWj6nmWASBqJ9SJKgDYy9wyzk+oDQPm9Cy8I64DUVKzpV2kxStgxIJrSipFU3vK7eLlHddz9VITaQIKAKVI6DkWjmkmuF+CNhHkiQqhMTlOE617pfvvndbE3XUYUlyjNur9y0m5f7o3HNKkgb5U6fVUM8rApeDgJLr5fT1abS0ZSMiMUITA/fLh3OvjSBYS/h51GKeNFV0yKbZenMtcBX5ax6KgCJQDgEl13K46V01IkDCEHKVEIiM/+uX59RYaMGs08gzMxZxwTLKJGe90upWJj+9RxFQBMohoORaDje9qw4EZDcc578EPyYhWcy70ixMwtj2EF7vyVpHderMk+0pOw9bZ700b0VAEagGASXXanDUXPZBwJt8EZxfCAdrXLkXTQtsSrNwn7/To3cr2lF9j2+WAmQdD02MDP/oNyxIhdop/kPXLbU+ekERuGAE6ns7XTCo2vSCCIgnsHMbBkGQ2EJZhmMDSJAstomVZZyucs2L0C6iTMYlb+6aThFQBOpCQMm1LmQ133wIUKnKsV7w2hHF6pyHnLcwaVZSbajX/R9fzpHKZ7Wlna1NljqNqtpd5Jd1PY9puCh57o+Ibb/+qwgoAvshoH+L++Gnd++JAGMJrw4SJ8QoQx/6TcYt91qFmkV4ZauxtbSmbEYp9+0ix13XU7JNPX3+Wj616XpBEWgUAkqujeqOy6tM0jJROjBZL2Hr0NRuBzXPcZanpH3JMUvZXt7ToC1WBM4HASXX8+nL02+JODPZpTd8MAP8Q5Kte27VEmQCwcZMxVUD7Ik1jyLPE0QiXr99iT+en35XBBSB/AgouebHSlMeEAFukr7E3Gse4jlgtXIUlUDSOe6qMomSapVoal6KQDkElFzL4aZ31YgAVRpVq/9JQZscqL+ax9cqyIS83LrbtKYmkVj03C6Tr0/Ln0l5RctNW4qzUUYsn13lp7VLzysCisD+CCS8UfbPVHNQBPZBQLaY45pNLMfhzw7ZNTH8YVUqsdifQX7S2p3vLlItgqOQtHe+LnKjplUEFIHKEdj91195kZqhIpCNACMxWXMwluTgCc1PZhn5prBO3eEKd9V91/WMFm1dqjKvrcz1hCKgCBRCQMm1EFyauHoENh9BzrW28fHewkKy3DZ17iVZsUeWEYop50TVxYSuNce6jQLciqA4QcW/+/Zb8t+WiVGyln1it6JK2Rw28hXv6EheBRypNvIndhKPebte1feb5qgIKAJZCARZF/WaIlA/ApuMxzCHPLxJ2JIYpaxfD1vQFCzMnEw2eUgojRzrx0VLUAQUgVNGoJgMOOWWat1PAwFGS2LoQ5Ci/5AE2zHZmYcY2WAhR1nek63ovMPUoclUykP4x00FWnAAcRo9q7VUBC4KASXXi+ru02ksPYV5rOdf1+qT5wqTIBXsSv3GcVAyiyOi3xUBRWA/BJRc98NP794bga2JUMkRERAz1WaKpbdUbSxR5ydYpi9M7qVqpjcpAorAqSKg5HqqPXc29abDkW2MN82KCZeuOTAR80gyAaeK0JK4VEnWJaugtykCisAZIaDkekadeZJNkTlRW/PoZuh2rSuX4ugjepL9qpVWBC4cAX1zXfgDcPTmx5aNhIiKxE3SO0K41hGJBBuN0LSPSTZJBWdhkFZW0XyyytBrioAicH4IKLmeX5+eWIsiy2Qc0drVMzZCE1yapD0d/OeJbh9iSyVLv9Inhl5SWdFzSdd9Fnav2ORlQHk7KSn/qMLPm4+mUwQUgcMioOR6WLy1tC0EIqzmAy6Icl1iX1cEYWhbR6OwNV/NvSbHGd7KOPcJO7db7k8hTtbx77krkZIwKb+q259StJ5WBBSBPRAo90bZo0C9VRHYQIDLamLiroUIRVRsYRt6lWtUQbZhmN+b97gI23qy/kmq87h109IVAUXgUAgouR4KaS0nGQEQ65bnL8iUxNRB4AhLUnBsKhASMLmgw5/NCn+YpzZJqnXXfWXu2ZWnXlcEFIHiCCi5FsdM76gRAWskZoRcKEC3FIfFhVz4WtNBEiyyITsJbE1im4raq9XNNMUqnqR6GVRjlxL2dVKCLYa3plYE6kCgvjdWHbXVPM8XATffurIQg1htEHqnYt1i2HqII8WbKRfa8T8ha9L2t+4ixFxFuETqyFQELU2rCBwXgfib4bi10dIvDgE/37pc7dcaytrWAEtybGxhS7fLyMRs1STTqlgVrwcA5f68vOqNEnPaZunRB8Yr3ioJ/eIeSG2wIlARAuX++isqXLNRBPx863re1T2ScGZK2iC9HuJgmdX/KZStqyfnovcXTa9PnyKgCNSHQPVvlPrqqjmfLQLrecvWAjviMGQT17zSqWmlKl0aKNpqj+w/gaKEZedvfQ3DUjGIfZl5TeDeqH06HtXV9qDmpgg0EYHsN0sTa6x1Om8ERMLCSxj/8kNrMJfmCOHywO/VrvOMOSRxaVBkg/MkgvPm16yOYJqke7PuKXvNz1MXHQiULU/vUwQUgd0I6GbpuzHSFLUj4Md467FelChaW2t1qq4QCVbHmVWjqvkpApeMgL5RLrn3G9r26HZzVKxtBBquXwVaBStK2cc7dsEs4jB5h6P4eX4vatJNyqP0ObdEqH6sStdQb1QELgYBVa4X09Wn1dAVwUXJ7rSaoLVVBBSBC0ZAlesFd37zmm7VI83Abaxr9R8h2tVSnbpqbf8UaIFeKT84T6WpwLT5TZ8+7XqR2qeVnZYHyzwMVmk10POKgCLgEVBy1WfhyAhEHIoinsCeKIQsYKtduAD+9VS2WX8GVRBzPThproqAIpAXgWa9VfLWWtOdEQJ4BGUtifd53WwaiYZzrpsuwvaxrSaYxOafwMacawbKu1Qlrx+aJHfVKaM5ekkRUAQqRkDJtWJANbuiCHBSlfesQxB24dEU4MNITYypGz/aCOjPo5olOcXXza7Mr6jDNoGu/6S2yC6nw1FR03I0eKPcG0bPxNHT74qAInAIBJRcD4GylpGBQDIReOKshkAzit/zUpxAt8k2vYD4vekps69sDz+y0+tVRUARqB8BJdf6MdYS8iLgeHZBMUvnHDyd67C/60e1DOE6sZu3JpnpSIqeGPMQZJxw/XevgO334gp6q5LeoWnrgp5QBBSBQyOg5HpoxLW8TASEaOgZHAkc4Uko+UY+wvke4yoJ1tclTpzJdbRns9uRdWexa0XqVCxnTa0IKAJ5Ecj3Vsqbm6ZTBPZEgEqQvBpVdadEFtHYwi23H+1K5UawiSveU2rjnl2stysCF4GAkutFdPOJNBKCdQnlGiQ4MW0GxLftsd7CNKfmM6lWvLNcJqieLDNJ063djZqZMzPVi4qAInAyCGiEppPpqsuqKD2FeZBA47GFeY5LZorMvVZJrGXMu3GSjX/Pa9q+rKdAW6sInC4CSq6n23dnWXOhVKhXvwSHnrD8Pb4kR/ZOx5KTbZI6Liy+PmLedm68Vpmu6xVNI81NUOplW2HLdQWXzUTvUwQUgb0RULPw3hBqBpUgEFuRswqBiCeUZBSdo6Ri9fOyO8sWFt7cRi56j817DiXsQi8mrwzaKCbbjBv9k7J5ehXu6+HbEp1b3tmOlATxwUX8e8pteloRUARqRkDJtWaANfucCETEFgmCu+FUQhTO6zg7r3XhjotzVnp3sjgRsx5JdUk6tzt3TaEIKAJNRUDJtak9c8H1EqKhs4/7VEM8yU5PUUVcNeTxvNOItepyNT9FQBE4PgJKrsfvA61BAgLVE9FhHvWVyddPuCa0TU8pAorA+SOgDk3n38cn18I4sVahXBlAoiXBKbbh4HpUsR4nXNtOvesMFbIlcsl3R55iNmaWJQP9K5nv6g+9rggcBwEl1+PgrqVmIEA+8oQaJ1re5pfiZGSxeSnq1LSL7XJnqgkVAUVAEUhH4DC2svTy9YoiUAiBImtbVxnncmoqVI2diePzrTtvSEhQJA/vOFXknoQi9ZQioAhUhIAq14qA1GwqQMAtg4mr1X3MwiQbye9Aw8h96loBgpKFtLmqzDQfRUARKIXAgV45peqmN10EAnwEHRVEGIFrQ0lU0TWihIMm4SLqdYPsIpsBeGh9/N8iUG+Qf2ztTnQOlCEbdynJomQc3yCeS5ZWbYk1Qv+4i/SqplUEqkVA//6qxVNzK4qAbFXjIzd0DL9K5EMEdWg5JilKQIWrABLMG5+4aN670odhuEXAG+TtMohHqfKYZK3LTV58tKtGel0RUASqQEDNwlWgqHmURyBqv4Q50x9rQq3XwGnNxuWrv6+bsRCpGnH36AC9VRFoJgJKrs3sl8usFUMQwnS7lPhMHYsBuLVe5Up9Vy+BF+3MqGnZ3wsDs9TSkrEL56iez0Wh1fSKwMEQULPwwaDWgpIRALlFFGtSmiQzaVK6JpyL7+G6T53qHVTsUzO9VxFQBHYhoMp1F0J6vWYEOL7bjpbfBGLZ22RcM3KavSKgCDQXAVWuze2by6lZxLzpl87QoUmcmjgnWbP506rNzT+FXV6+TemcjXo6rOrGqylt13ooAk1GQMm1yb1zSXVzBOqJ4RCkuglvuT+FQ5IwPYOzvIMv6XHRtioCTUeg3Bul6a3S+p0QAs6ZiPOuSzoyBfisFatf7+pJLEpmVRBNC2XKetTWXDDjUlivnldOVRloFlKJO+aWM4pZ1S2+VLdQ+bsK0OuKgCJQGQJKrpVBqRmVQyA638rHcU2sXr2mEUicaMqU7zdJj967Ks9toF4m30Pdc0jlfKg2aTmKwDkgoA5N59CLZ9MGG/aA5OYjM0mMicghhEt1WdPqGeZbU9Zn00vaEEVAEdiNgCrX3RhpiloRiFEZtmmLHmmqtdYq1ZV5zY6v5oabAAAerElEQVRZdVVb81UEFIHiCKhyLY6Z3lEpArFlOD7Q/oqItuMLV1p8icy8KfasiL8EDnqLIqAIpCOgyjUdG71yUARo/0Wc3TZ/4rGEo5F8eBbiNhqsn79XbRamY1Mdxy4CTppX9ufKzKfynjL31dF2zVMRuGQE6nmjXDKi2vaSCJBM16SZRDrRjKtwZipZ0dK3FdnNp1Qhe3ojlypTb1IEFIFEBJRcE2HRk0dBAJuutsFALTAnd8Txu+JwR5joVmv8Pb712v71XXtO1aX80lRsXG3Gv+/fNs1BEVAEDo2AkuuhEdfyYgh4h6bIeldJsfYcToKsahWYRHxVkGw0j1a4HeYxq4xoneJbzlU/uEhCWc8pAopAWQSUXMsip/dVhIAnnE3iYUjCPEEcKqpE4jxlEuFWVZ7mowgoAueNgJLreffvabXObTlnuBzHORj5udc6G2JJdP2ncAqkmqjcNbZwnY+J5q0IFEJAl+IUgksT14rAttW01uLWmTd/jLnaz1VDXBzomdBiFIH9EFBy3Q8/vbtSBOgxzBBJNgSiz9orSc5PUrGJmsVF/syas9ynaj7fuuM+2LZIo/aprt6rCCgCDUOg+UP2hgGm1TkOAiShuCm0LmI9Tgu1VEVAETgnBJRcz6k3z6QtaQEd6vWQXf8pVEHapzBveyaPizZDEWgkAkqujeyWS69U8ibpYkKt2Hyall/ZsooSM9P7T1Kvp9UvKS3P6R90GjJ6XhE4LAL6t3hYvLW0LARki7dkNwBvEq5ava5V8jqIxC5CyyZem09Rkk2DJW8+UidkwtLz3pNWpp5XBBSB/RFQct0fQ82hUgSSnZniEZqqKjI08MOVzdI3c8xSk1llR4l5F0ln5VP0midUJdaiyGl6RaAeBJRc68FVc60BgTrIqgoyqqNeZeCroi1lytV7FAFFYBsBJddtTPTMURFwu+K4OkQJow7ykEhQ/MTW2BYhzLQ61lHfo3aNFq4IKAK5EVByzQ2VJqwdAUdwYcTJhwTlP/WUv55rjedfhGCrvDeel35XBBSB00NAyfX0+uy8a+wkZBahxte77gsI51z1UAQUAUWgSgSUXKtEU/OqDYGqCbW2imrGioAioAgAASVXfQwai8A+ZtkijeKcqx6KgCKgCFSJgJJrlWhqXsURwAbpckhwCPyONTFiEuYSGXx48Df/0//O71U4DJFYxSzcym8aTpsHjg4GqqibNLrI4YJsHGpQUqRqmlYRuDQElFwvrceb1l4QqYQ+8N66EgwhFOIMw1A+m4Ej1o9sNSTiHJriC11L4MQ6V1OnEoXrLYqAItAoBJRcG9UdF1gZIVc+hpZdw4X96dWhV6rcOp0HdGaMbPfDrHqFGf2T0j+v/XpH71YEThcB/es/3b47j5r7yEg0C0Oi3r3/K/PtH//SLJYdfKBiQ6tg2VhPsNWrQ/4Z7PenkETSrGdaXVXlnsfjq61QBNIQ2O+NkparnlcEciPgzbJQrGFgnt7/1rz/w29sSEI/9+rWuvosq/YcTiPA3E2IJEwi2TL56D2KgCJw2ggouZ52/51B7d0j6OZcFxCwCzMTxcrPEkwaV3lNJLA4QfO7N20ndZK/nnRNzykCisDpI5C8Bcnpt0tbcCoI0Bws3rogWRCsJ6RwuY6cFCXTqlVr9TBFwzduhnKsvizNURFQBJqKgCrXpvbMhdSLi27i853YF2ej9Z5c6dy0LOvVW/a+Pfohrmb3yEpvVQQUgRNDQMn1xDrs3Krb8qQnXsP2aC3mZg7lOgsX+GnXuS5ihGtT7n58W9G1s7Ewwpa023Z+V/aS3T52EaTkvzpsHOT199312y5RzygCisA5IKB//efQiyfdBkeqEkTCHgu3xpXkF4ZzN+e6Jt91c5MJcQOO+HY3kYuWOLPz2DW/ixpGc5QddvRQBBQBRUDnXPUZaBQCJLP5nFVak1Y38Gtc+XOTznZVnvmRt6kwxYlo1w0FriepWnvOK1jobR+BqkC+mlQRUAROHwEl19Pvw7NqgVWrm2qSUZrW87LZSjMVDCpY4ejN+dzU9HpBEVAEFIE9EFBy3QM8vbViBOg4TKXJwBERDqRWtebZTd1Z7XKW6mdIkpRtHDGm4X82tnL8qn5XBBSBU0VAyfVUe+7s6m3ZlCRKr+C2E6j0HBbCpeNQawb2tSS4ay60GDzVE2ux8jW1IqAInBsCSq7n1qMn2x6qUhApOHZB5epiCFPBCpHCrMtwiEzDmdM8qvBkodCKKwKKwMkjoOR68l14Rg0gkzIiE2JKLJxDE9yQZGccY+jlZNXtPsS6fS9Jnfnn8/KV+zNiBkd7wzpT2Tqn9RLTiLFbHK+y06bloecVAUWgeQioPax5fXJZNYru5+r2lsMqVxAqKE+2nMNP7JQTDR6xj0l4+15PaM4O7czOaZ2wfX9aSnt+F2Fasi7ppBUrWqk5uy/O8+quXnev+A2v9cg9qQO6XfmeJ5pVtkrJtUo0Na/iCCxl3Y0oN+/F1GHkCDnaMAXP8amGfFym2T9Sgklk35R+NY2MN87vIPT03DeviAp2n7z3aLpTR2DTyW+7NX7QGP0bwj1ym4xgt2+RM7vyTblNT68QULOwPgzHRYDEgkGyTKdCuZIcprALtxY8Ty9h8m4LRluabfkiKLbO9biN21062yvewhUedeRZYfU0q2MjwD8qUaz2by+1OuTXah/N1KLO8YKS6zn26im1SZQidmq1LCrilYPpVguKVoiVhItJ2I1ISLaBJOSMAEynhEKldd1liq60MM2suQjwb0oOy5Ay6GrDp4EfDmBNgL8fTL3w74gBViQ9/x5twBXexmVxNgtlWQtE/n/VLJwfK01ZCwLrRzAEU/7yb/25+bN/6d+x8610bArbmHNl/N9tM9UpEGsa0aWd3wdi5uk/++Sj954BAu7vhUQatuAeiE+rzQErCNZNs/i/qTZ8GgziedPloQ1LEn/Kdo/MwznwnQEiB2+CKteDQ64FbiNgibO9mJn+68/N1dW17OOKMbVVrvAdpok4r0fvdv7ZZyzR6TgzGyW9elIIkBRBjs8vU/OHv35vfvdXvzHvPz6ajx8/mufnZ3P/+GC++/ajeZxiVTnSdeHwNOgFJuj0zNXtjZk8v5i//5/+u+Zf/Vf+BdvsVMenk0LloJVVcj0o3FpYJgJtuxxmikQcTNOcJQNwjKY561rfUR+x2tG/qzkas9bfVhW0qTbF/ra+UradUpZTLGrEK4vimdznnoP/7r//H8w//G/+RyhXDFWXHSPPG/6U+t2eefvZOzMaBub29tZ0B0Np+NPzg/lf/rf/w0wXU/Nf/hf/wCrXM4Hk0M1Qcj004lreTgTIM3Ztq3NhIinhU4cp1Vem7vyTGl1ne5LK03OXhkDL/Pv/wX9o/tt/+D+Zf/vf+gvzX/9X/7kZjgZQp13TwmYYLViH4I8PUDi4pOcwvmFU9q//xX9ifvbzPzVv3t5eGmCVtlfJtVI4NbPCCMS8kkSo0gTsVgjQS5gBEf1hCSmq8rJVp91vdU3McULjFnF07qA2llzdiH9VHlSz1EcOlrWpMFf3uRTiKBJZUwhXLXtFvKLpGezzQU6L0HSCQAYOos5jctPvNeC3vLWgbCr4jpTF+vFPGcEiKUvaxMtmxjx8jZOw8/W3Ti0wvOMF66tsDMJNhv9/e1cDZlVVrr/zOzPAMATEkDeYLOTHeK4KIn9e/sEL/vZ0rSxN00w0rSxvN30wiO4jaKDdFO3JrgShedXHkJ40U1Ggq+BPVopilhr4VNce4k90mDlzzn3fb+11zp7zM4wzs4U839bD2Wfvtb611rvW973fWuvbeyCXm3C+Errc6JqUicclEbHT40pyQTbu3P5th4DqjydIjoBWdF9a1ty1Tl7Y+nt5asvz4MxWeXT9RhmPTzqdloa+78NMtUbq6uqkb++09KlvkKahg+UTnzpJ7+/dvU/GnDYKYwkdreMhNOY5VnXM8ZtjgePM60dR36guQX8wflSFmJSXwuMcshj/74vIMZoRQ/jZZ7bJqNHDtD4JtCkLORyrTgdZLtJh/HVYvlYnKLS4XL0X7WHkGi2+Jv0gCKjihXQ3RhLiW5qQjwY/DrLi/qs//DKr6rQuF2NflsoekhEuUhUX/2k+PRzRupkqfikZ4j5kUKSe8zsgwwKx8hoU2huUoEp8TWPxozRhAs+gcWm1McxLQ8WgI9bBlcdneD2JBhV0tUR9GeAVV3BozHj4b2dTWAV9TaRe93WjPJbj2us4kZaNTgTLDUTpV5av69DHnBIeHrWCNAu4oHKYDn2AwJjg1OEDAo9la8PCIjwvtDvCQv4xRYeI1TUAWIGgUomkfHjUMLn7nsckGU/Jj1Z/R4YMfL8k0ynch7uKbn5z3y7Zj/7ft2ev/P2NPdLW1iYvv7xD2jBWx51wjBsvgWIphzPIieNAdQkX9NsPnDLw6WAL9MMruR9/qkccY9TP4OD4RH0e+dVvZO7pF8lVl58vC6+82OmNpOSNnbtk0MAGVybzM5I5bDxUDMevGy9u7Af2JV9I+zS+6Ci+jVyjQNVkdhqBYt3IMaIRB4kgi08uiFosmXGGdLpYRqFwRyr+tydO/i6dxRXSqh4GrrbmUSPiiCw/E+UFaC95388lfZXCS8ysm5/0qZDQwesamdme8TQFCTig+6Jcjvy0zaxoBeFah3zOSuREWqY8ZyIL6YOW5GCIEyTYXup8qAOSosmgAefGXSW5RVW2nxEiEOoDjKO4OoAJ+dS/nSy/f3W7LImtkHETx8kJY0eiDnS8oFO4jzUHfPfTpWFHUlhBkRZZ/9AWqalNyjHHjnZ19gSp443E6puSP9Eh6Md5WV0M9Edz5kk1yE/9Cpam1X2LJeXoo4bKKdOPl5NmTVQ9YHue/d02+fHqO+S731noZKisQJ57ds9VjCtNHLLMFtTZjW5fb35TYwv1D9/pyXMj155E02R1G4EEliFJKxl6tFQ8esplyMcV5IihcqGdMf5MQ6NBxS6VRJLyt3w99DUWuBgDMzoCdPk0O5dl0YICwZZXYp2V87WOCTcjpBHJ6XIu9sMoQYk7hxkl68W5JdPFYIY4y2b0NA0pjCSqr09WBFYth1kH65mI9cE9YBloeDyWhk3Bc43IoMvWrCd+U3IbDS2DySiThodpWKK2xR1hJH2LtKVhw5lPbSfvPgIck+wlOEQYMoy0f37rSxhfaTnt5Fny5OYX0OVuZpgt7LLoC1u0D0FqH/qnAfLa9r/JiKOaZHD/esc/HJeQxzHW3NwsqVRKMhBQwxmwHliIbs3JgUyb9K1Jq7661RRkysRkX/Ob0ruul86Kk9gCiWPKnIOMGB79aclkVJ6uVCF5KxxpbnMMHtQo99zzA8ngfha/n3xmq5x1/lfk1FlTsCdMXUU7oXu5FiwWo006/FlP1CGOsct4DY7d1hYnv+XtjNTWxdSmUCf8WPZOQVR9ZeQaFbImt5MIKJW4tPm9Tdp3PtuqatOBHN7vDIEWiyjk8Uu05RxZ5/kGvFWuGtBOv1wanq22L600o852ac9CToMaOO5vwphkaUBo0BIJnKckAQLOJWtg/1KSjtVKPIUPiDHOcwSm5BCgghMglcI1pKPh0Uq4fSo1jqXVULJmOsfLgaOiBFuUWBMVWhW+W9nxKcbcfkeLAL2sQj9xBvvsU9uktiYm8+bNkuXLb8ReaqsSFj/ah+jr5tb9OMEycl1fOe8zp8rWl16S2XMmYdy5fVyOBfbxvT97UHa8+rr0G1gvq1feKw89sgYxA2n57oqV8vr2P0n/9zXIc8+9LDffdK0MbEzJ+g2/k/nz/10uvuCT4Ps6uXrhMpkzY4J8+1uXyyuvvCYLF98ojQMa5ecP3CY/vG2lLPjWLfLlSz4nV115odzy/TVy9eKb5aSTJsuK5Qvkth/eLn/a/mf57datsumxzfLm3r1yzbKbMc8W2bzhp3Lrf98ui755g3zx0nPl6qsvk1u+d4csvvYmmTBhvIw5dph8b8UaeWL9PTJi+FDkwMoYHU1uB6kzEt1h5Bodtia5UwgExMq0sPJtIJk42CcL75hcG4cnXHwU4muoHB0rSHnj70ibBEYvO4e3QekeqJIdCYnMxxCKhCR1eTWNqrllVq2t7tOSzPALs083G9QbqLvznmm4HF3FpYWBPyDKeBKRmiDIVKpGJN1LUpgtxpN9NHoznqjBfliNppMESJNTUuyVxWgIUC03QSxgpbUhKwasybq4n0Hb2Ip8Pk+gxUg6ea7V/Cu6MAcUyX9w5LEr7YJiQfb7cEAg1E901ra+8EeZPvEE6Z3IyIIr52NEqEJh0DNOgSsTGDUIWNJs0Lm3M82y/bUdcuLYMa7/uacJ/eOfgFy4aLksW7ZIZk2fIP37DEb6nNy17kFZ8M1r5f6frZJJ44+TvgOOlSOG3IBHeC6TM8+6RCaOGytfvvwL8vDDm0HiMTnyIx+WUSNHyNEjR8miJbdKK1dQoC8XXnC+zP/a9bpaQ22eO3euXPb15bgVk34DBspZnzlNbr1jnfzzR0fLtBnjGQIg13//Ttm/Z7fOXC+64Dy59KvXYMByRpyTeafPlC8tWCJPPr1Frlu6QJbdtFL27NuNbEOwywF9oork4wmi6zgj1+iwNcnvFAHs43H/JZPOSBKKkk3SCITWsMrJI9PCPHA2WI4DimeUnjDcciYMDIyLn0XmuGwGhlLy5vIo9hxzKRBsHKQI4otjWYtLW8lEbw0MiSXroM+IZgQxJjBzJGnGanspMcZRf5Ipz0nEjAr2jgADRhik5VwDBi0FNecyrGtO+2+2UJPwpnMmXI5wo/15YVdY05QDhddLDrfw7CxPBYfF160kr104pAhwcPjleV3ijclOvDDi+W0vymfPvkIJ0gW9MaiNQwJ9zb4EyeieJg9sSTCyOIGVkGOOG+mIGOOWDloc/4z86HCZ9/HPy+DG/nLqzGkyY/axsvr2O6UF4/h/Nz8re3btw8zxHBk8oEG2PPVb2b37bTzO0wjdysjUE8ejKLf8zN1eHtQ/Ll27d4Zzm4O6TtbjOGxx+kwHNcsYDOcA6AJwXtGdnpLksYnkHEmOdchV/cVn0gljZURTf9n5yhZJ19XgGt5UBXm69UEXEvJ987VSPXwYufYwoCauiwgExoHKNmPO56QW+rZp41q8la1FFbFwQNG4H8sZI5SD860Y9h6pJc5QkKzc7DGn+7dcNkUezA4T2H9K9eorSewNpVK9EebfCx/sTdbVS5IkWdNLakGY8XSdEiUfA9C8DOYh8ZO/WKZ62JzZFpjLvf8YtQxehOGV1tedaX3kMR930VkD28Xlb/3P7b1SpP5ybFpEjqWkp/YkDw6Nk867yx6hUsrcd7LdIw+USWS9KQySozBXgvvdvuwyIiO8xBjTOIxxoQciLOxwF53XD7dqQSJbv2EzVlFyMn36RNm//y3ZvmOnZBJ8TAdpMGvjHig/eWcNpHXfuvUybBgef0lSn3CPnMfxiO8rLr1Izjpjnty19gFZ+ZN75dSPzZF+fRp0j3TKuONk6tQxcsq8f4FDmZAnNj2jZNmmMQRZ+ctf/xZCkMznyN29hjEgT17mfixJVh1mjVFX+ZRB/dEXYeCq6g6JGEpGvcvBCXCEySXfjCTQLq5+JeAQQ7GxlYLrKpt65eIIXNRztB1r5Botvib9YAgoY0GZ6KUGdFXXq4/M/NiXZOyJZ8gv7l0tf9n+FMgtCeNAxYK+pOsljX3HdC1mlDX1kkrjHLPEFAIn0nX9sMcD4qwBQYI0awKi1D1K9VgdsbFaeQLroI5qvF31nCHHOSkbudvlygf/FDFbfqasqYNZZ5BV72n6gFgDWnS3iwS1K63wo30q5qycrzNyPX27nddSWWF6L71boZLduOz2hWlEncPh8YwjeMUF8HRD+Hshq9cfbQt6h5GzWG15/Olfy9HDj5L6hj5y/y8eliuuWAqCwaNTSB+Dw9ja2qKrMNlcc36WSMeQhDdnznkyfGSTLF36DTwHi2AkpFt83X/Jurt/JB9HFPLXvr5EjvhAo1yGPdJ192+Q/9u1E0TajNlyVu67+24599xzZOiQD8gftu1AlfrKY4/dB7k+Lp3c2oK3QjXAcYajCj1d/8uNUAEGYmGrhQ4xvpO67cJgJ6wIcXsEdc625OTRR5+QmTNmSH19vezetR92IS0PbnoceV0EdBbamcFWSgzLv+oYKz50Fqj9hdEb5YzVD6tYbu+L74aOvBeGsbUhagRgQKlYVCTODtWLxTLOW3t3Q8nxthgqPxTF2xN+83CPFsCnZfQsjEMWy64JLOnScDBKVpegqGMgM7dk5IY8vVc7/jEQCC/vc1Yd11WJA+hPM1+uB92aAvdHc9CDWf96tsyaMUmuvOpC3VdllHlbS6u0NL8tB1qhUweapfnAAckecLPXDMjt02deLIuXXi6nnzxddUX1Rd9DGpObfrBKX5PYvwF62JaUuadMxtU0goxekLU/f0iOampCVHAab4TCiyjAYa+9/rqsQCDRiKOHy5DGRjnlzC/IpZecI9df8x86A31ow9OyauWdMv74MTJ1yvGy6n/WypEfHCqzZ0/Gs7avysaNm2XgwEFyxmnTpKlpiFy1+HrZjXchn4P912nTJshzL74sy25cJRNGj5ZJU8bKmjVrpWnIB2Xm7Enyx1d2yMZNW2TAgAHYPx4tU6aOo/KjHW4W7J3cqEe+kWvUCJv8nkGARlQVpPRwZOvvvQNjqzPHd5C+tGi7YggcXghgmfSRx5+Ri+YvdNsafFsEjkwGjir3HKEsGiyn+gRHNduiE7ss4g0Sb6Vk9ar/lIkTj2vfJjq9fCTOrToHeb1ni6RUIzqvDIAq0dGsvPHXvdI4fLJ85ZKz5YYl3yik4fTRe8iVUMzrKAvhUnB5G1Apu1aug9Wcyvm6f8eWhbuPoUnoKQQ6INCOlMot8VBRuUnk9lQ6VSUj1k7BZIkOdwTaE0jT4EFy3aKvSiLltkC42qN8mnBEW1ODvcjgSCaZJiEDB71fahG4N/gIvgEJR5j4uFcZfg1iiODavbDBk3YRoWlkcjkIw8TqJsiOPP059TOvowHBd+QLh53lvC2pkKEjW1Ourl24ZuTaBdAsSwQIBIELnZbslS7syRYT67ugQJ2uryU0BCJDIJgxcuaIpc9hRzbJsI98SIkpi2AejTVQouLeIyvBc3yp7ugJ0jHKlsFETMv/fRwA04OZi16z6Ldmyu9dUoCTq6/8ZBAVEuJFoHgBBQKNwDrt8uV1GM6xzn5Zh1I61v3TYBbqy2ft8keeiIMrSrY8d0vf7qpbPu/IWQ+L7M65LQt3Bz3L220EyipJXmqgCP532DMNruXzl7mniq0vorDDEHjvIlDQoSJ96UBvlFyKySisU2WXeJkgIDiSFmMWIKMjHW5tfUseeOBX8nf8DdlkKieTjx8vRzYdcZDO8GWQaEtJtlxmOgN0AEpeDNFBO8vJ6clrRq49iabJ6h4CFWeaBY+1fQFUKFwJjERZJT+EytU9MCx3AYEKpGEQuZmZ559gspgnwC7jE9I36o9/d29+JqjTwYMcTgYfndE4Yb6Hk4SNiH99RWNXj4o2oiCQdoA+dft4xXd/DHHObochcOgQCOtp2EsNedV8Pk0PfqkB8daEv8so+sHuH7rWWsldQqCcmQqNgS7JfI9kCsOQPw/pRKWZXzm98boVvhcmM72uiQLwwqtChYro6m2wfOsef+NjNrjIPwJRTKwQp+nLqLEWwiKCe5pO21MoS9PkDyTGfZoLJVbN5+vIpe1K+doJ6bEftufaY1CaoC4hUGm8hxQhvz/j0+aVv71G5tOVMxxdqpxlOnwRqGSND98aH5KaVdKFckSjhARcK+lkvgEe+7DTU+iP8vuwFVqPsjR9pTJDRRTkVup7bgOF7qnMkIBKWFSoWncvl3MJuyvT8hsChoAhYAgYAlWNgJFrVXe/Nd4QMAQMAUMgCgSMXKNA1WQaAoaAIWAIVDUCRq5V3f3WeEPAEDAEDIEoEDByjQJVk2kIGAKGgCFQ1QgYuVZ191vjDQFDwBAwBKJAwMg1ClRNpiFgCBgChkBVI2DkWtXdb403BAwBQ8AQiAIBI9coUDWZhoAhYAgYAlWNgJFrVXe/Nd4QMAQMAUMgCgSMXKNA1WQaAoaAIWAIVDUCRq5V3f3WeEPAEDAEDIEoEDByjQJVk2kIGAKGgCFQ1QgYuVZ191vjDQFDwBAwBKJAwMg1ClRNpiFgCBgChkBVI2DkWtXdb403BAwBQ8AQiAIBI9coUDWZhoAhYAgYAlWNgJFrVXe/Nd4QMAQMAUMgCgSMXKNA1WQaAoaAIWAIVDUCRq5V3f3WeEPAEDAEDIEoEDByjQJVk2kIGAKGgCFQ1QgYuVZ191vjDQFDwBAwBKJAwMg1ClRNpiFgCBgChkBVI2DkWtXdb403BAwBQ8AQiAIBI9coUDWZhoAhYAgYAlWNgJFrVXe/Nd4QMAQMAUMgCgSMXKNA1WQaAoaAIWAIVDUC/w8qM+/HN2QBjQAAAABJRU5ErkJggg==" />Juan Antonio Gómezhttp://www.blogger.com/profile/01928887824485418100noreply@blogger.com0tag:blogger.com,1999:blog-4617562315893437287.post-91996170969366647902011-10-09T07:56:00.000-07:002011-10-09T07:56:15.953-07:00El camino del ser humano hacia el "Ser Humano"La naturaleza está llena de injusticias naturales.<br />El ser humano ha llenado la vida de injusticias humanas.<br /><br />El grande se come al pequeño, los animales carnívoros a otros animales, los herbívoros a los seres vegetales, las plantas consumen sales minerales y aprovechan la energía solar para producir glucosa.<br /><br />Los seres vivos nos componemos de órganos que cumplen unas funciones determinadas en el ser.<br />Los órganos se componen de tejidos formados por un tipo de células concretas con unas capacidades específicas.<br />Las células se componen de estructuras moleculares que interactúan unas con otras según las reglas de la química.<br />Las moléculas se componen de átomos que interactúan conforme a cuantos de energía y las leyes del electromagnetismo.<br />Los átomos se componen de partículas subatómicas que interactúan según las leyes de la física cuántica.<br />....<br />Hasta donde.<br /><br />Los seres vivos formamos la biosfera en el planeta Tierra según la ley de la naturaleza.<br />Los planetas forman sistemas planetarios que forman las galaxias según las leyes de la física clásica.<br />Las galaxias forman cúmulos que componen el universo según la teoría de la relatividad.<br />....<br />Hasta donde.<br /><br />Hoy se que estoy aquí, creo recordar de donde vengo, aunque no lo tengo muy claro, y no tengo ni idea de a donde llegaré.<br />Creo saber lo que quiero y sé lo que no quiero.<br />Me gusta la paz, el amor, la vida, la cooperación, la creatividad, el esfuerzo, la recompensa.<br />Todos nacimos para vivir. La inteligencia nos guía hacia la felicidad.<br />Si ayudas te sientes bien, si dañas te sientes mal.<br />Tus genes (genética) te condicionan y tu entorno los moldea (epigenética).<br /><br />Son más cosas las que nos unen que las que nos separan. Dejémonos guiar por ellas, busquemos el bien común, está ahí. Míralo.Juan Antonio Gómezhttp://www.blogger.com/profile/01928887824485418100noreply@blogger.com0tag:blogger.com,1999:blog-4617562315893437287.post-58095716607528106252011-10-08T11:10:00.000-07:002011-10-08T11:12:14.623-07:00Manual para campañas no violentas<div style="text-align: center;"> <img alt="" src="data:image/png;base64,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" /> </div>Añadido al blog <a href="http://www.wri-irg.org/system/files/Manual_para_Campa%C3%B1as_Noviolentas.pdf">manual para campañas no violentas</a>, publicado por la internacional de resistentes a la guerra.<br />
<br />
Para organizar y modos de actuación no violentas efectivas.Juan Antonio Gómezhttp://www.blogger.com/profile/01928887824485418100noreply@blogger.com0tag:blogger.com,1999:blog-4617562315893437287.post-47669431579535759562011-10-07T07:35:00.000-07:002011-10-07T07:39:46.372-07:00Echa a un político de tu vida<img alt="" src="data:image/png;base64,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" /><br />
<br />
<br />
Estás cansado de que los políticos te mientan,<br />
estás cansado de que nos manipulen a sus anchas,<br />
te gustaría que el voto en blanco computara como tal?,<br />
te gustaría poder echar a un político del parlamento o del senado?<br />
<br />
Ayúdanos a recoger <a href="http://www.blogger.com/">avales</a> para que escaños en blanco se puedan presentar a las elecciones, luego tú decidirás si quieres que dejen el escaño de tu voto sin ocupar o no,para que no se lo repartan los partidos mayoritarios, con el consiguiente ahorro que supone un político menos.<br />
Luego tú decides si quieres dar un toque de atención a la clase política, ¡así no!.<br />
<br />
<br />
<a href="http://votoenblancocomputable.org/">http://votoenblancocomputable.org/</a><br />
<a href="http://www.esconsenblanc.org/">http://www.esconsenblanc.org/</a><br />
<br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhULNgashjoolaXjIm7nLwtIzJY-5v1IADwCmccLgXOQBgG8NN9V2YiAFEpmVlnoAy2lInF_e_uEys4PQClUqBoPmlDCcmj4cGZqUmc147upKhUCIPr-urKutv5cgURaqHE36h3z0ZVsE/s1600/logo_es-animado.gif" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhULNgashjoolaXjIm7nLwtIzJY-5v1IADwCmccLgXOQBgG8NN9V2YiAFEpmVlnoAy2lInF_e_uEys4PQClUqBoPmlDCcmj4cGZqUmc147upKhUCIPr-urKutv5cgURaqHE36h3z0ZVsE/s1600/logo_es-animado.gif" /></a></div><br />
<span id="goog_693392916"></span><span id="goog_693392917"></span>Juan Antonio Gómezhttp://www.blogger.com/profile/01928887824485418100noreply@blogger.com0tag:blogger.com,1999:blog-4617562315893437287.post-90931538971068031072011-10-06T14:33:00.000-07:002011-10-07T08:18:52.761-07:00La nueva esperanza al problema energético - La Fusión fría<b>Catalizador de energía de Rossi y Focardi (E-cat)</b><br />
<br />
<img alt="" src="data:image/png;base64,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" /><span style="font-size: x-small;"> </span><br />
<span style="font-size: x-small;">Nuevos experimentos hacen patente la posibilidad de abastecer a toda la humanidad de energía barata a través de la fusión fría, reacciones nucleares de fusión, sin residuos radioactivos a temperatura cercanas a la temperatura ambiente.<br />
Desde que en 1989 Martin Fleischmann y Stanley Pons empezaran a hablar de la fusión fría en los medios, y de su uso como fuente prácticamente inagotable de energía, la comunidad científica ha estado dividida en este tema. Tras más de 20 años de represión por parte de lobbies de las energéticas, incluyendo algunos asesinatos como el del distinguido científico e ingeniero <a href="http://en.wikipedia.org/wiki/Eugene_Mallove">Eugene Mallowe</a>, parece que el tema retoma el buen camino, y tras los últimos experimentos de <a href="http://www.journal-of-nuclear-physics.com/?p=360">Andrea Rossi y Sergio Focardi</a> comprobados en el <a href="http://lenr-canr.org/acrobat/MacyMspecificso.pdf">LENR CANR</a>, se hace cada vez más patente dicha tecnología.<br />
A la espera de que les aprueben la <a href="http://www.wipo.int/patentscope/search/en/WO2009125444">patente</a> para poner a producir su generador, estan montando una planta de 1MW para producir electricidad con sus dispositivos montados el paralelo.<br />
En breve tendremos noticias al respecto. </span><br />
<br />
<a href="http://es.wikipedia.org/wiki/Catalizador_de_energ%C3%ADa_de_Rossi_y_Focardi">http://fusion-fria.com/</a><br />
<a href="http://es.wikipedia.org/wiki/Catalizador_de_energ%C3%ADa_de_Rossi_y_Focardi">http://es.wikipedia.org/wiki/Catalizador_de_energ%C3%ADa_de_Rossi_y_Focardi</a>Juan Antonio Gómezhttp://www.blogger.com/profile/01928887824485418100noreply@blogger.com0tag:blogger.com,1999:blog-4617562315893437287.post-15015148793118377542011-08-24T08:59:00.001-07:002011-08-24T08:59:54.588-07:00WIDGET de ACTUABLE<br />
Actualizado el WIDGET de ACTUABLE<br />
<br />
Juan Antonio Gómezhttp://www.blogger.com/profile/01928887824485418100noreply@blogger.com0tag:blogger.com,1999:blog-4617562315893437287.post-13607579966779942462011-07-18T07:41:00.000-07:002011-07-18T07:41:26.718-07:00Revista "Es posible"<h3 class="post-title entry-title" style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; font: normal normal bold 22px/normal Arial, Tahoma, Helvetica, FreeSans, sans-serif; line-height: 18px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; position: relative;"><a href="http://www.blogger.com/goog_1742722442"><br />
</a></h3><div class="post-header" style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 1.6; margin-bottom: 1em; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><div class="post-header-line-1"></div></div><div class="post-body entry-content" id="post-body-4308375274391313615" style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 1.4; position: relative; width: 596px;"><a href="http://www.revistaesposible.org/revista-esPosible-numero-18/HTML/files/assets/downloads/publication.pdf">Actualizado el último número de la revista "Es posible". ;-)</a></div>Juan Antonio Gómezhttp://www.blogger.com/profile/01928887824485418100noreply@blogger.com0tag:blogger.com,1999:blog-4617562315893437287.post-32364817930101792072011-06-22T15:09:00.000-07:002011-06-22T15:09:52.359-07:00Bitcoin. Una moneda electrónica descentralizada<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEge-Q64LpvGJrDYEILTCp2LtwUlTu9pWIqe2OIrP2cVQ1_QKZGKG-0WIRU2rzbpgLjWGdM7CqbDaAOUX6Ph9rHlJWdPcXLlSyyW5h3wEXAxM3KV9ZLkfkjlpyJ-6ONIXR_RCAKDi4l01FY/s1600/Bitcoin_logo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEge-Q64LpvGJrDYEILTCp2LtwUlTu9pWIqe2OIrP2cVQ1_QKZGKG-0WIRU2rzbpgLjWGdM7CqbDaAOUX6Ph9rHlJWdPcXLlSyyW5h3wEXAxM3KV9ZLkfkjlpyJ-6ONIXR_RCAKDi4l01FY/s1600/Bitcoin_logo.jpg" /></a></div><div class="separator" style="clear: both; text-align: center;"><br />
</div><span class="Apple-style-span" style="font-family: sans-serif; font-size: 13px; line-height: 19px;">Bitcoin es una <a href="http://es.wikipedia.org/wiki/Dinero_electr%C3%B3nico" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; text-decoration: none;" title="Dinero electrónico"><span class="Apple-style-span" style="color: black;">moneda electrónica</span></a> descentralizada concebida en 2009 por Satoshi Nakamoto. Al contrario que la mayoría de las monedas, Bitcoin no depende de la confianza en ningún emisor central, sino que recurre a una base de datos distribuida en varios nodos de una red P2P para registrar las transacciones y utiliza la <span class="Apple-style-span" style="background-attachment: initial; background-clip: initial; background-color: initial; background-origin: initial;">criptografía</span> para proveer funciones de seguridad básicas, tales como la garantía de que las bitcoins solo puedan ser gastadas por su dueño, y nunca más de una vez.</span><br />
<span class="Apple-style-span" style="font-family: sans-serif; font-size: 13px; line-height: 19px;">El diseño de Bitcoin permite poseer y transferir valor anónimamente.</span><br />
<span class="Apple-style-span" style="font-family: sans-serif; font-size: 13px; line-height: 19px;">Parece una muy buena opción para generar las transacciones de Xchain.</span><br />
<br />
<a href="https://en.bitcoin.it/wiki/Trade">https://en.bitcoin.it/wiki/Trade</a><br />
<a href="http://es.wikipedia.org/wiki/Bitcoin">http://es.wikipedia.org/wiki/Bitcoin</a><br />
<a href="http://www.weusecoins.com/">http://www.weusecoins.com/</a>Juan Antonio Gómezhttp://www.blogger.com/profile/01928887824485418100noreply@blogger.com0tag:blogger.com,1999:blog-4617562315893437287.post-28324028329270877422011-06-20T09:42:00.001-07:002011-06-20T09:42:15.144-07:00Revista "Es posible"<h3 class="post-title entry-title" style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; font: normal normal bold 22px/normal Arial, Tahoma, Helvetica, FreeSans, sans-serif; line-height: 18px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; position: relative;"><br />
</h3><div class="post-header" style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 1.6; margin-bottom: 1em; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><div class="post-header-line-1"></div></div><div class="post-body entry-content" id="post-body-4308375274391313615" style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 1.4; position: relative; width: 596px;">Actualizado el último número de la revista "Es posible". ;-)</div>Juan Antonio Gómezhttp://www.blogger.com/profile/01928887824485418100noreply@blogger.com0tag:blogger.com,1999:blog-4617562315893437287.post-66025636535536374442011-05-13T10:46:00.000-07:002011-05-14T01:29:41.660-07:00Bazar de Garum Fundatio: Posible base para xchainAyer en el <a href="http://www.asolif.es/?page=demolibre">V Encuentro ASOLIF</a> (Federación Nacional de Empresas de Software Libre), Juantomás García de <a href="http://garumfundatio.org/">Garum Fundatio</a> mostró parte del proyecto <a href="http://garumfundatio.org/bazar">Bazar</a>.<br />
<br />
Básicamente se trata de una red que cruza la oferta y la demanda de bienes y servicios. Puede servir de base para xchain por varias razones:<br />
<br />
<ul><li>Es software libre (escrita en Ruby on Rails).</li>
<li>Incluye una red social.</li>
<li>Su base de datos es distribuida, lo que hace el sistema robusto frente a fallos o ataques.</li>
<li>Están desarrollando un módulo de <i>rating</i> (valoración) que también necesitamos.</li>
</ul>Para que pueda llevar a cabo todas las funciones de xchain le falta un sistema de moneda virtual. Juantomás en su ponencia nos recomendó echar un vistazo a <a href="http://bitcoin/">Bitcoin</a>.<br />
<br />
Habrá que estudiar estas alternativas.Zetahttp://www.blogger.com/profile/17457108990938629098noreply@blogger.com0tag:blogger.com,1999:blog-4617562315893437287.post-86219433207109180422011-05-12T06:29:00.000-07:002011-05-13T13:35:41.490-07:00La otra visión del mundo<span class="Apple-style-span" style="font-family: Arial, Helvetica, 'Nimbus Sans L', sans-serif; font-size: 13px; line-height: 15px;">Los mapas nos suelen dar una idea de la superficie de los países. ¿Y si dibujásemos los mapas siguiendo otros parámetros (PIB. gasto militar, enfermos de sida, migrantes...)? Merece la pena ver esta espectacular web de una empresa holandesa que en realidad se dedica a diseñar interfaces de usuario. </span><br />
<span class="Apple-style-span" style="font-family: Arial, Helvetica, 'Nimbus Sans L', sans-serif; font-size: 13px; line-height: 15px;"><br />
</span><br />
<span class="Apple-style-span" style="font-family: Arial, Helvetica, 'Nimbus Sans L', sans-serif; font-size: 13px; line-height: 15px;"><a href="http://show.mappingworlds.com/world/">http://show.mappingworlds.com/world/</a></span>Juan Antonio Gómezhttp://www.blogger.com/profile/01928887824485418100noreply@blogger.com0tag:blogger.com,1999:blog-4617562315893437287.post-8305991000728210682011-05-06T11:45:00.001-07:002011-05-06T11:47:09.999-07:00Actualizada revista inflexionActualizado el último número de la revista Inflexión del movimiento Zeitgeist. Número 3.Juan Antonio Gómezhttp://www.blogger.com/profile/01928887824485418100noreply@blogger.com0tag:blogger.com,1999:blog-4617562315893437287.post-31104480022924156992011-05-06T09:35:00.000-07:002011-05-06T10:10:35.867-07:00Primer Proyecto XChainTerminado el primer proyecto de desarrollo de la plataforma de software libre XChain.<br />
Comienza la labor de difusión y posteriores mejoras de este.<br />
<br />
<a href="http://es.scribd.com/doc/54792060/Proyecto-XChain-2-0">http://es.scribd.com/doc/54792060/Proyecto-XChain-2-0</a>Juan Antonio Gómezhttp://www.blogger.com/profile/01928887824485418100noreply@blogger.com0tag:blogger.com,1999:blog-4617562315893437287.post-43083752743913136152011-04-18T08:17:00.001-07:002011-04-18T08:17:58.089-07:00Revista "Es posible"Actualizado el último número de la revista "Es posible". ;-)Juan Antonio Gómezhttp://www.blogger.com/profile/01928887824485418100noreply@blogger.com0tag:blogger.com,1999:blog-4617562315893437287.post-45777873317630043102011-04-08T03:19:00.000-07:002011-04-08T03:19:40.400-07:00Reglas del sistema de intercambio<div class="MsoNormal" style="text-indent: 36.0pt;"><span lang="ES-TRAD"><span class="Apple-style-span" style="font-family: inherit;">Entras en la red con un saldo crediticio para consumir de 100 </span></span><span lang="ES-TRAD"><span class="Apple-style-span" style="font-family: inherit;">€, que una vez saldado aumenta a 1000 € de crédito. A partir de aquí se calcula como sigue:</span><span class="Apple-style-span" style="font-family: Arial, sans-serif;"><o:p></o:p></span></span></div><div class="MsoNormal" style="text-indent: 36.0pt;"><span lang="ES-TRAD" style="font-family: "Arial","sans-serif";"><br />
</span></div><div align="center"> <table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; mso-border-alt: solid black 1.5pt; mso-border-insideh: .75pt solid black; mso-border-insidev: .75pt solid black; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;"><tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;"> <td style="border-right: solid black 1.0pt; border: solid black 1.5pt; mso-border-alt: solid black 1.5pt; mso-border-right-alt: solid black .75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 148.75pt;" valign="bottom" width="198"> <div align="center" class="MsoNormal" style="text-align: center; text-indent: 0cm;"><span lang="ES-TRAD" style="font-family: "Arial","sans-serif";">SALDO NEGATIVO<o:p></o:p></span></div></td> <td style="border-bottom: solid black 1.5pt; border-left: none; border-right: solid black 1.0pt; border-top: solid black 1.5pt; mso-border-bottom-alt: 1.5pt; mso-border-color-alt: black; mso-border-left-alt: .75pt; mso-border-left-alt: solid black .75pt; mso-border-right-alt: .75pt; mso-border-style-alt: solid; mso-border-top-alt: 1.5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 148.8pt;" valign="bottom" width="198"> <div align="center" class="MsoNormal" style="text-align: center; text-indent: 0cm;"><span lang="ES-TRAD" style="font-family: "Arial","sans-serif";">PUNTOS MÉRITOS<o:p></o:p></span></div></td> <td style="border-left: none; border: solid black 1.5pt; mso-border-left-alt: solid black .75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 148.8pt;" valign="bottom" width="198"> <div align="center" class="MsoNormal" style="text-align: center; text-indent: 0cm;"><span lang="ES-TRAD" style="font-family: "Arial","sans-serif";">DUEDAS MÁXIMAS<o:p></o:p></span></div></td> </tr>
<tr style="mso-yfti-irow: 1;"> <td style="border-bottom: solid black 1.0pt; border-left: solid black 1.5pt; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black 1.5pt; mso-border-top-alt: solid black .75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 148.75pt;" valign="bottom" width="198"> <div align="center" class="MsoNormal" style="text-align: center; text-indent: 0cm;"><span lang="ES-TRAD" style="font-family: "Arial","sans-serif";">100 €<o:p></o:p></span></div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 148.8pt;" valign="bottom" width="198"> <div align="center" class="MsoNormal" style="text-align: center; text-indent: 0cm;"><span lang="ES-TRAD" style="font-family: "Arial","sans-serif";">0 – 100<o:p></o:p></span></div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.5pt; border-top: none; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-right-alt: solid black 1.5pt; mso-border-top-alt: solid black .75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 148.8pt;" valign="bottom" width="198"> <div align="center" class="MsoNormal" style="text-align: center; text-indent: 0cm;"><span lang="ES-TRAD" style="font-family: "Arial","sans-serif";">10 % del máximo<o:p></o:p></span></div></td> </tr>
<tr style="mso-yfti-irow: 2;"> <td style="border-bottom: solid black 1.0pt; border-left: solid black 1.5pt; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black 1.5pt; mso-border-top-alt: solid black .75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 148.75pt;" valign="bottom" width="198"> <div align="center" class="MsoNormal" style="text-align: center; text-indent: 0cm;"><span lang="ES-TRAD" style="font-family: "Arial","sans-serif";">1.000 €<o:p></o:p></span></div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 148.8pt;" valign="bottom" width="198"> <div align="center" class="MsoNormal" style="text-align: center; text-indent: 0cm;"><span lang="ES-TRAD" style="font-family: "Arial","sans-serif";">100 – 10.000<o:p></o:p></span></div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.5pt; border-top: none; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-right-alt: solid black 1.5pt; mso-border-top-alt: solid black .75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 148.8pt;" valign="bottom" width="198"> <div align="center" class="MsoNormal" style="text-align: center; text-indent: 0cm;"><span lang="ES-TRAD" style="font-family: "Arial","sans-serif";">10 % del máximo<o:p></o:p></span></div></td> </tr>
<tr style="mso-yfti-irow: 3;"> <td style="border-bottom: solid black 1.0pt; border-left: solid black 1.5pt; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black 1.5pt; mso-border-top-alt: solid black .75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 148.75pt;" valign="bottom" width="198"> <div align="center" class="MsoNormal" style="text-align: center; text-indent: 0cm;"><span lang="ES-TRAD" style="font-family: "Arial","sans-serif";">1.000 € - 3.000 €<o:p></o:p></span></div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 148.8pt;" valign="bottom" width="198"> <div align="center" class="MsoNormal" style="text-align: center; text-indent: 0cm;"><span lang="ES-TRAD" style="font-family: "Arial","sans-serif";">10.001 – 30.000<o:p></o:p></span></div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.5pt; border-top: none; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-right-alt: solid black 1.5pt; mso-border-top-alt: solid black .75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 148.8pt;" valign="bottom" width="198"> <div align="center" class="MsoNormal" style="text-align: center; text-indent: 0cm;"><span lang="ES-TRAD" style="font-family: "Arial","sans-serif";">10 % del máximo<o:p></o:p></span></div></td> </tr>
<tr style="mso-yfti-irow: 4;"> <td style="border-bottom: solid black 1.0pt; border-left: solid black 1.5pt; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black 1.5pt; mso-border-top-alt: solid black .75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 148.75pt;" valign="bottom" width="198"> <div align="center" class="MsoNormal" style="text-align: center; text-indent: 0cm;"><span lang="ES-TRAD" style="font-family: "Arial","sans-serif";">3.000 € - 5.000 €<o:p></o:p></span></div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 148.8pt;" valign="bottom" width="198"> <div align="center" class="MsoNormal" style="text-align: center; text-indent: 0cm;"><span lang="ES-TRAD" style="font-family: "Arial","sans-serif";">30.001 – 50.000<o:p></o:p></span></div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.5pt; border-top: none; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-right-alt: solid black 1.5pt; mso-border-top-alt: solid black .75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 148.8pt;" valign="bottom" width="198"> <div align="center" class="MsoNormal" style="text-align: center; text-indent: 0cm;"><span lang="ES-TRAD" style="font-family: "Arial","sans-serif";">10 % del máximo<o:p></o:p></span></div></td> </tr>
<tr style="mso-yfti-irow: 5;"> <td style="border-bottom: solid black 1.0pt; border-left: solid black 1.5pt; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black 1.5pt; mso-border-top-alt: solid black .75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 148.75pt;" valign="bottom" width="198"> <div align="center" class="MsoNormal" style="text-align: center; text-indent: 0cm;"><span lang="ES-TRAD" style="font-family: "Arial","sans-serif";">5.000 € - 10.000 €<o:p></o:p></span></div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 148.8pt;" valign="bottom" width="198"> <div align="center" class="MsoNormal" style="text-align: center; text-indent: 0cm;"><span lang="ES-TRAD" style="font-family: "Arial","sans-serif";">50.001 – 100.000<o:p></o:p></span></div></td> <td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.5pt; border-top: none; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-right-alt: solid black 1.5pt; mso-border-top-alt: solid black .75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 148.8pt;" valign="bottom" width="198"> <div align="center" class="MsoNormal" style="text-align: center; text-indent: 0cm;"><span lang="ES-TRAD" style="font-family: "Arial","sans-serif";">10 % del máximo<o:p></o:p></span></div></td> </tr>
<tr style="mso-yfti-irow: 6; mso-yfti-lastrow: yes;"> <td style="border-bottom: solid black 1.5pt; border-left: solid black 1.5pt; border-right: solid black 1.0pt; border-top: none; mso-border-bottom-alt: 1.5pt; mso-border-color-alt: black; mso-border-left-alt: 1.5pt; mso-border-right-alt: .75pt; mso-border-style-alt: solid; mso-border-top-alt: .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 148.75pt;" valign="bottom" width="198"> <div align="center" class="MsoNormal" style="text-align: center; text-indent: 0cm;"><span lang="ES-TRAD" style="font-family: "Arial","sans-serif";">10.000 € - M x 0,004 €<o:p></o:p></span></div></td> <td style="border-bottom: solid black 1.5pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .75pt; mso-border-bottom-alt: solid black 1.5pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 148.8pt;" valign="bottom" width="198"> <div align="center" class="MsoNormal" style="text-align: center; text-indent: 0cm;"><span lang="ES-TRAD" style="font-family: "Arial","sans-serif";">100.001 - M<o:p></o:p></span></div></td> <td style="border-bottom: solid black 1.5pt; border-left: none; border-right: solid black 1.5pt; border-top: none; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 148.8pt;" valign="bottom" width="198"> <div align="center" class="MsoNormal" style="text-align: center; text-indent: 0cm;"><span lang="ES-TRAD" style="font-family: "Arial","sans-serif";">10 % del máximo<o:p></o:p></span></div></td> </tr>
</tbody></table></div><div class="MsoNormal" style="text-indent: 36.0pt;"><br />
</div><div class="MsoNormal" style="text-indent: 36.0pt;"><span lang="ES-TRAD"><span class="Apple-style-span" style="font-family: inherit;">Si se juntan personas en equipos de trabajo pueden sumar méritos y saldo para préstamos superiores.<o:p></o:p></span></span></div><div class="MsoNormal" style="text-indent: 36.0pt;"><span lang="ES-TRAD"><span class="Apple-style-span" style="font-family: inherit;"><br />
</span></span></div><div class="MsoNormal" style="text-indent: 36.0pt;"><span lang="ES-TRAD"><span class="Apple-style-span" style="font-family: inherit;">Se aceptan criticas de todo tipo, ya que este apartado es el menos definido y el más importante para que la red pueda funcionar bien, acorde con los objetivos, misión y visión de esta.</span></span></div>Juan Antonio Gómezhttp://www.blogger.com/profile/01928887824485418100noreply@blogger.com0tag:blogger.com,1999:blog-4617562315893437287.post-17583037300569192872011-03-30T03:45:00.001-07:002011-03-30T03:46:43.719-07:00Normas de FuncionamientoModificado el apartado de normas de funcionamiento.<br />
Se ha cambiado la unidad económica de funcionamiento de Euro a UIS (Unidades de Intercambio) cuyo valor es el mismo que el Euro, pero nos distingue.<br />
<br />
<a href="http://alternativasistemaeconomico.blogspot.com/p/normas-de-funcionamiento.html">http://alternativasistemaeconomico.blogspot.com/p/normas-de-funcionamiento.html</a>Juan Antonio Gómezhttp://www.blogger.com/profile/01928887824485418100noreply@blogger.com0tag:blogger.com,1999:blog-4617562315893437287.post-70395491329445933992011-03-28T02:44:00.000-07:002011-03-28T02:44:14.027-07:00Coloquio de Enric Durán en Ciudad RealSubido el vídeo que la CNT grabó de la ponencia de Enric Durán en Ciudad Real el 17 de febrero, Cooperativa Integral Catalana. Una comunidad de Bienes y Servicios funcional que quiere salirse del mercado capitalista.<br />
<br />
<a href="http://vimeo.com/20382259">http://vimeo.com/20382259</a>Juan Antonio Gómezhttp://www.blogger.com/profile/01928887824485418100noreply@blogger.com0tag:blogger.com,1999:blog-4617562315893437287.post-82737742780945797732011-03-24T03:35:00.000-07:002011-03-24T03:35:03.785-07:00Entrevista BaquiaTV a Richard Stallman Ciudad Real<span class="Apple-style-span" style="font-family: arial, helvetica, sans-serif; font-size: 13px;">En CRySoL ya han publicado la entrevista a Richard M. Stallman que le</span><span class="Apple-style-span" style="font-family: arial, helvetica, sans-serif; font-size: 13px;"><br />
</span><span class="Apple-style-span" style="font-family: arial, helvetica, sans-serif; font-size: 13px;">hicieron para BaquíaTV.</span><br />
<span class="Apple-style-span" style="font-family: arial, helvetica, sans-serif; font-size: 13px;"><br />
</span><br />
<span class="Apple-style-span" style="font-family: arial, helvetica, sans-serif; font-size: 13px;"><a href="http://baquiavideos.s3.amazonaws.com/richard_stallman-Clip1.theora.ogv">http://baquiavideos.s3.amazonaws.com/richard_stallman-Clip1.theora.ogv</a></span>Juan Antonio Gómezhttp://www.blogger.com/profile/01928887824485418100noreply@blogger.com0tag:blogger.com,1999:blog-4617562315893437287.post-38140921019950655802011-03-21T03:36:00.000-07:002011-03-21T03:38:02.831-07:00Nuevos vídeos jornadas Software libreAgrego las direcciones de los vídeos grabados de las jornadas de software libre de Richard Stallman.<br />
Se editaran en mejores condicione, pero de momento esto es mejor que lo que yo grabé.<br />
<br />
<span class="Apple-style-span" style="font-family: 'times new roman', 'new york', times, serif; font-size: 16px;">Os pongo la lista:</span><span class="Apple-style-span" style="font-family: 'times new roman', 'new york', times, serif; font-size: 16px;"><br />
</span><br />
<span class="Apple-style-span" style="color: blue; font-family: inherit;"><a href="http://www.youtube.com/watch?v=LeZ_YFPjMtU"><span class="Apple-style-span" style="color: blue;">Jornadas de Software Libre en Ciudad Real - Stallman - Inaguracion del acto Fernando Rincon</span></a><span class="Apple-style-span" style="font-size: 16px;"></span></span><br />
<a href="http://www.youtube.com/watch?v=9mxkqJCyMEk"><span class="Apple-style-span" style="color: blue; font-family: inherit;">Jornadas de Software Libre en Ciudad Real - Stallman - Fernando Rincon - Parte II</span></a><br />
<a href="http://www.youtube.com/watch?v=QE_eTkNIbq8"><span class="Apple-style-span" style="color: blue; font-family: inherit;">Jornadas de Software Libre en Ciudad Real - Stallman - Ana Isabel Rodríguez García - Gobierno CLM</span></a><br />
<a href="http://www.youtube.com/watch?v=0_TmA_z6zAU"><span class="Apple-style-span" style="color: blue; font-family: inherit;">Jornadas de Software Libre en Ciudad Real - Stallman - Agradecimiento rectorado</span></a><br />
<a href="http://www.youtube.com/watch?v=vkCFLU9gIvA"><span class="Apple-style-span" style="color: blue; font-family: inherit;">Jornadas de Software Libre en Ciudad Real Stallman explica software libre y libertades</span></a><br />
<a href="http://www.youtube.com/watch?v=MIetuFTrt3o"><span class="Apple-style-span" style="color: blue; font-family: inherit;">Jornadas de Software Libre en Ciudad Real - Stallman y la dependencia con software privativo</span></a><br />
<a href="http://www.youtube.com/watch?v=ZVbge9ELiiQ"><span class="Apple-style-span" style="color: blue; font-family: inherit;">Jornadas de Software Libre en Ciudad Real - Stallman sobre etica y dilema moral</span></a><br />
<a href="http://www.youtube.com/watch?v=4Ua_f-RpWs4"><span class="Apple-style-span" style="color: blue; font-family: inherit;">Jornadas de Software Libre en Ciudad Real - Stallman sobre funcionalidades malévolas</span></a>Juan Antonio Gómezhttp://www.blogger.com/profile/01928887824485418100noreply@blogger.com0tag:blogger.com,1999:blog-4617562315893437287.post-51375193010360310482011-03-17T04:17:00.000-07:002011-03-17T04:17:55.760-07:00Jornadas Software libre Ciudad Real<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><span class="Apple-style-span" style="font-family: inherit;">Ayer estuve en la jornada de Software libre de Ciudad Real en las que Richard Stallman nos orientó en la utilización del software libre, filosofía, necesidades, ....</span></div><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><span class="Apple-style-span" style="font-family: inherit;">Interesante y divertida intervención de todo un personaje de talla internacional.</span></div><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><span class="Apple-style-span" style="font-family: inherit;">Pongo un video con parte de la exposición. La ponencia completa la colgarán en la página <a href="http://crysol.org/">http://crysol.org/</a>.</span></div><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><span class="Apple-style-span" style="font-family: inherit;"><br />
</span></div><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><span class="Apple-style-span" style="font-family: inherit;">Hoy la jornada ha tenido como ponente a Juan Antonio Añel Cabanelas, co<span class="Apple-style-span" style="line-height: 20px;">laborador del Proyecto</span><span class="Apple-style-span" style="line-height: 20px;"> </span><span class="Apple-style-span" style="line-height: 20px;"><span class="caps">GNU</span></span><span class="Apple-style-span" style="line-height: 20px;">, editor de</span><span class="Apple-style-span" style="line-height: 20px;"> </span><span class="Apple-style-span" style="line-height: 20px;"><span class="caps">GNUTICIAS</span></span><span class="Apple-style-span" style="line-height: 20px;"> </span><span class="Apple-style-span" style="line-height: 20px;">(portal de noticias en castellano del Proyecto</span><span class="Apple-style-span" style="line-height: 20px;"> </span><span class="Apple-style-span" style="line-height: 20px;"><span class="caps">GNU</span></span><span class="Apple-style-span" style="line-height: 20px;">) y docente en el Máster en Consultoría de Software Libre de la Universidad de Vigo. </span></span></div><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><span class="Apple-style-span" style="line-height: 20px;"><span class="Apple-style-span" style="font-family: inherit;">Como la ciencia adopta el software libre y como tiene que ver este con la filosofía del método científico.</span></span></div><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><span class="Apple-style-span" style="font-family: Verdana, sans-serif; font-size: 12px; line-height: 20px;"><br />
</span></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dw4Yt34PMz9xzilftObTv4-qayghmxbGlgMuHZ77G1uzi170py-Iob478nuT9FtBX3wwZaZs-INR8BUQLJ4-Q' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBVzqZ5c8oOIIoCKOBsKjaQ5KC3xMNH1Q51DYaRYWzzQ4I5xRY46Ax4GEguq31EBA2s151CjIseLz8JC4bRZs8VyHOkfLe24oSbtxzt7TsHBURME05xozS5YwOJgFrT1DYmLJK234VggM/s1600/2011-03-16+18.09.20.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="67" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBVzqZ5c8oOIIoCKOBsKjaQ5KC3xMNH1Q51DYaRYWzzQ4I5xRY46Ax4GEguq31EBA2s151CjIseLz8JC4bRZs8VyHOkfLe24oSbtxzt7TsHBURME05xozS5YwOJgFrT1DYmLJK234VggM/s320/2011-03-16+18.09.20.jpg" width="320" /></a></div><div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;"><span class="Apple-style-span" style="font-family: Verdana, sans-serif;"><span class="Apple-style-span" style="font-size: 12px; line-height: 20px;"><br />
</span></span></div>Juan Antonio Gómezhttp://www.blogger.com/profile/01928887824485418100noreply@blogger.com0tag:blogger.com,1999:blog-4617562315893437287.post-74752546835351130252011-03-10T03:53:00.000-08:002011-03-10T03:53:27.502-08:00Re-diseñando las bases económicasSeguimos dándole vueltas al tema de la gestión económica de la red XChain. Valorando los demás tipos de comunidades de bienes y servicios, todas se basan en un cambio de moneda, con lo cual si debe de intervenir una, que sea el euro, pero no podrán entrar ni salir estos de la red.<br />
Todas exigen que hagas para recibir, vamos a enfocarlo del revés, tu entras con una cantidad de euros alta en la red (podría ser lo equivalente a los años que te quedan de producir x una retribución media de tus funciones anuales) y esta cantidad se va liberando conforma realizas bienes y servicios para la red.<br />
Estamos en ello.Juan Antonio Gómezhttp://www.blogger.com/profile/01928887824485418100noreply@blogger.com0tag:blogger.com,1999:blog-4617562315893437287.post-8693594162728653692011-03-04T02:50:00.000-08:002011-03-04T02:50:08.391-08:00ESTARTER, proyecto integral dirigido a emprendedores<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyzPy8W2HTeO0-4hVjTVKRpJUZpqRtlh4KDXnld5XA6zZcHSx50MDb5CsCOp7q2LzfjUuR7KurR7_KIgr4GRYuYpI03FOiPRf09f7mVCLBcWPO-E52J8IUaBaD7196I7c_0MFENQjJxPA/s1600/imagen+starter.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyzPy8W2HTeO0-4hVjTVKRpJUZpqRtlh4KDXnld5XA6zZcHSx50MDb5CsCOp7q2LzfjUuR7KurR7_KIgr4GRYuYpI03FOiPRf09f7mVCLBcWPO-E52J8IUaBaD7196I7c_0MFENQjJxPA/s1600/imagen+starter.jpg" /></a></div><br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<h2 class="tagline-text" style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #666666; font-family: UniversLTStd45Light; font-size: 21px; font-style: normal; font-weight: normal; line-height: 1.25em; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify; width: auto;">ESTARTER es un proyecto integral dirigido a empresarios y emprendedores que aborda tanto actividades formación y entrenamiento como acompañamiento y consultoría en materia de innovación y creación de nuevas empresas.</h2><div style="color: #777777; font-family: Arial, Helvetica, Verdana, sans-serif; font-size: 12px; line-height: 18px;"><br />
</div><div><span class="Apple-style-span" style="color: #777777; font-family: Arial, Helvetica, Verdana, sans-serif;"><span class="Apple-style-span" style="font-size: 12px; line-height: 18px;">El miércoles acudí a la ponencia de Estarter en la Cámara de Comercio de Ciudad Real donde nos ilustraron un poco más en herramientas de productividad del cloud computing, community managers, proyectos lanzadera a través de la Junta de Comunidades de Castillas - La Mancha, y la importancia de posicionar nuestros negocios e iniciativas en las redes sociales. </span></span></div><div><span class="Apple-style-span" style="color: #777777; font-family: Arial, Helvetica, Verdana, sans-serif;"><span class="Apple-style-span" style="font-size: 12px; line-height: 18px;">Rellené el formulario para presentar XChain como proyecto de innovación social a ver si nos los aprueban.</span></span></div>Juan Antonio Gómezhttp://www.blogger.com/profile/01928887824485418100noreply@blogger.com0tag:blogger.com,1999:blog-4617562315893437287.post-34188341529058816792011-02-24T03:00:00.000-08:002011-02-24T03:00:17.159-08:00Reflexión Dinero y Conciencia¿Qué hacen los bancos con nuestro dinero?. Siempre que acudimos a ellos, les decimos... ¿cuanto interés me das? ¿Que regalos me ofreces? ¿La hipoteca del vecino está a un interés menor que la mía, o me la bajas o me cambio de banco? ... Pero ... A qué precio ...<br />
Les obligamos a competir en rentabilidad a cualquier precio; porque no lo preguntamos, no lo exigimos, no somos conscientes de que obtener el MÁXIMO, requiere que alguien obtenga el MÍNIMO.<br />
Seamos conscientes de que si de momento tenemos que seguir utilizando los bancos, que sepamos que hacen con nuestro dinero. Lo más habitual es que estemos en contra de la guerra y que sin saberlo, nuestro banco esté invirtiendo en armas o en alguno de los 50 conflictos armados que hay hoy en día por todo el mundo, puesto que las guerras es uno de los negocios más lucrativos, se les quita TODO.<br />
Cambiémonos a bancos cuya ÚNICA publicidad sea la TRANSPARENCIA, la SOSTENIBILIDAD, la ECOLOGÍA, la ............<br />
CONCIENCIA.Juan Antonio Gómezhttp://www.blogger.com/profile/01928887824485418100noreply@blogger.com0tag:blogger.com,1999:blog-4617562315893437287.post-20492982334101051152011-02-20T11:15:00.000-08:002011-02-20T11:16:49.049-08:00Herramientas libres: Proyecto Lorea<a href="http://lorea.org/">http://lorea.org/</a><br />
<br />
Por lo poco que he podido ver, se trata de un foro donde evolucionan redes sociales basadas en software libre con distintos enfoques y propósitos. Puede ser una buena cantera donde conseguir colaboradores para el desarrollo de xchain.<br />
<br />
Gracias Juan Antonio por el enlace.Zetahttp://www.blogger.com/profile/17457108990938629098noreply@blogger.com0