diff --git a/img/logo.svg b/img/logo.svg
index c5e0603c..f59f8d00 100644
--- a/img/logo.svg
+++ b/img/logo.svg
@@ -17,10 +17,10 @@
    width="192"
    height="192"
    viewBox="0 0 192 192"
-   sodipodi:docname="Tinode logo-round-colored.svg"><metadata
+   sodipodi:docname="logo.svg"><metadata
      id="metadata8"><rdf:RDF><cc:Work
          rdf:about=""><dc:format>image/svg+xml</dc:format><dc:type
-           rdf:resource="http://purl.org/dc/dcmitype/StillImage" /><dc:title></dc:title></cc:Work></rdf:RDF></metadata><defs
+           rdf:resource="http://purl.org/dc/dcmitype/StillImage" /><dc:title /></cc:Work></rdf:RDF></metadata><defs
      id="defs6"><clipPath
        clipPathUnits="userSpaceOnUse"
        id="clipPath16"><path
@@ -343,20 +343,20 @@
      guidetolerance="10000"
      inkscape:pageopacity="0"
      inkscape:pageshadow="2"
-     inkscape:window-width="1855"
-     inkscape:window-height="1176"
+     inkscape:window-width="1676"
+     inkscape:window-height="1005"
      id="namedview4"
      showgrid="true"
      showguides="false"
      inkscape:snap-perpendicular="true"
      inkscape:snap-tangential="true"
      inkscape:zoom="2.7812866"
-     inkscape:cx="97.314186"
+     inkscape:cx="34.753212"
      inkscape:cy="97.415892"
-     inkscape:window-x="65"
-     inkscape:window-y="24"
+     inkscape:window-x="4"
+     inkscape:window-y="1"
      inkscape:window-maximized="1"
-     inkscape:current-layer="g10"
+     inkscape:current-layer="g12"
      fit-margin-top="0"
      fit-margin-left="0"
      fit-margin-right="0"
@@ -387,17 +387,20 @@
      inkscape:label="material_template_ic_product_icon_192px_light_light"
      transform="matrix(1.25,0,0,-1.25,-31.999996,216)"><g
        id="g12"
-       transform="matrix(0.8,0,0,0.8,25.599997,19.199998)"><g
+       transform="matrix(0.8,0,0,0.8,24.848542,19.848746)"
+       style="fill:#ffffff;fill-opacity:1"><g
          id="g14"
-         clip-path="url(#clipPath16)"><g
+         clip-path="url(#clipPath16)"
+         style="fill:#ffffff;fill-opacity:1"><g
            id="g20"
-           transform="translate(160,20)"><path
+           transform="translate(160,20)"
+           style="fill:#ffffff;fill-opacity:1"><path
              d="m 0,0 -128,0 c -6.6,0 -12,5.4 -12,12 l 0,128 c 0,6.6 5.4,12 12,12 l 128,0 c 6.6,0 12,-5.4 12,-12 L 12,12 C 12,5.4 6.6,0 0,0"
-             style="fill:#e0e0e0;fill-opacity:1;fill-rule:nonzero;stroke:none"
+             style="fill:#ffffff;fill-opacity:1;fill-rule:nonzero;stroke:none"
              id="path22"
              inkscape:connector-curvature="0" /></g></g></g><g
        id="g24"
-       transform="matrix(0.8,0,0,0.8,25.599997,19.199998)"><g
+       transform="matrix(0.8,0,0,0.8,24.848542,19.848746)"><g
          id="g26"
          clip-path="url(#clipPath28)"><g
            id="g32"><g
@@ -424,76 +427,10 @@
                    style="fill:#212121;fill-opacity:1;fill-rule:nonzero;stroke:none"
                    id="path62"
                    inkscape:connector-curvature="0" /></g></g></g></g></g></g><g
-       id="g64"
-       transform="matrix(0.8,0,0,0.8,25.599997,19.199998)"><g
-         id="g66"
-         clip-path="url(#clipPath68)"><g
-           id="g72"><g
-             id="g74" /><g
-             id="g100"><g
-               clip-path="url(#clipPath76)"
-               id="g102"
-               style="opacity:0.10000598"><g
-                 id="g104"><g
-                   id="g106" /><g
-                   mask="url(#mask84)"
-                   id="g108"><g
-                     transform="matrix(104.16,0,0,104.16,44.000004,39.840002)"
-                     id="g110"><image
-                       width="1"
-                       height="1"
-                       preserveAspectRatio="none"
-                       transform="matrix(1,0,0,-1,0,1)"
-                       xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAbIAAAGyCAYAAACBc0EcAAAABHNCSVQICAgIfAhkiAAAIABJREFUeJztnW2O40aytY9U1e5228Z7MTC8EW/AS58NzEaMweACY/eHu6v0/vCN6qjQicjIZJKipDhAQRSZpFQUmU+eyMjk4XQ6nVAqlUql0pXqeOkvUCqVSqXSEhXISqVSqXTVKpCVSqVS6apVICuVSqXSVevx0l+gVLoVHQ6HdNnKsSqV5qlAVir9n3pAtIfPKhiWSn+rQFa6C20Jqa2U+Z8KdqV7UIGsdDO6RVgtVXROCnKlW1GBrHR1KmDNETuPBbfSNapAVtq1ClrbquBWukYVyEq7UoFrf7K/SYGttDcVyEoXVYHr+lRgK+1NBbLS5ip43ZYKbKVLq0BWWl0FrvuS/r0LaqUtVCArraKCVwkoqJW2UYGsNE23CK/ffvsN//3vfy/6HX766Sf885//vOh3mKEKQZbW0qEerFlaomuF1yigPn36tMK3ea13794N7XfNwKtqqLREBbJSt64FXr/++muqXC+cPn/+PPJ1Unr79m33PhnwXQvkqjoqjahAVkpp7/CKoNUCVQ+Yvn79mi47qsfHfMQ/A74IdP/617/Sn7W1qmoqZVUgK4XaI8A8aHnAaoEqA6ctAMaUgVpUxgPdtcGtqqlSpAJZ6Ux7glcPtDxgeRBqwen5+bnx7bienp7C7Q8PD93HPB7jZ+B6MPPW9wBuT2Cr6qrEVCArvWgPAGPgykKLgcmDlQepFoRG4dajFrQAH4ZsXwYzto7Bbc9gq6qrJCqQlS4OMAuvDLgsoBiwGHQYqFi5X375JR1ObMGvpYxDE/D8/vvvZ9sYvNgxbTkLswzcLNj2ALWqwkoFsjvVJeGVcV094LIgsmCx2z1IeUDqcWHZshnX1SrHYPX4+PgKdnZ/u08v3PYMtqrK7lcFsjvTpQDWcl0RuCx0NCw8aDFYtQDnrYvWj5ZbCjK7vuXKIsBFcIvAtleoVZV2fyqQ3YkuAbAeeHngityWBy1WZvQ90K4Yl95C0W/jbWuBTL+PXNl//vMfWk6X8cAWubU9QK2qtvtRgezGtTXAInhlXZfAZAm0Msv20pf3P/74Iy3Pys5WBlx//PHHWTn73gOZtyzg0s5tCdj2BLWq4m5fBbIb1SUB5sEr47oETAxcDFotYOnL+3Q6vUDKAsreBr3ObPQ26nVj1l3pMrLNgo6VacGNuTYGtmuCWlV1t6sC2Y1pS4DNgBeD0z/+8Q93m/cKfKuoGLD0ZZ5xZbacV57p/fv3rpPLTIfVCzAGKrbeA1wENws25tiYW+uFWgGttEQFshvRngCWhZcFF9vmvVpoMTh5rkxvs9utY2C3R+aW8cpkfqdM2PDDhw9n2xjE2HYNMA23EbBZt3ZNUKuq73ZUILtybQWwHvfVA69ecP3www90PQMcW68rTFvWrm9ts+q5lXpDip4D8xyWBZ2FmLeewc1CrOXWeqFWQCstVYHsirUFxEbc1wi8MuCKoOUBy8KKQcoDlyxLRTvqzlryfkdZ//nzZ9elMZB5rwK4CG4R2DzHdjwe01BjfWotl1ZAK7VUILtCbQmwrPvqgRdzXSxUyMCl10XQ8gCmX9++fRu6L2/9DFfWgldP2cPh8Ap2Pa8Mbi2w/fnnn2fb2WsWantzaVUlXp8KZFektQG21H2NwuuHH354BasIXJJI4UErAlYmhNgC23fffedus7JlWr+f3v7XX3+52yMXxtYL5BjI2PKnT59SYPPcWgQ1r0/NQo25tC2BVtXidalAdgXaC8Ai9yVp8q2woYUXc1gCMwuuFry+++47F0hRiFHv55Vh6t3eA7JomwWSQK/lwGTZg5tdtmDTELOgy0CNJYqMAA3YLuxY1eN1qEC2c60JMQawbPiQua9ReFkX9u7duzNQMXhZdxQ5Mwu5ngQPWffmzZuwzAzp39ubtDjjwhjk2Hb93pZlYNOhSIFYD9RYokivSyuglawKZDvV3gDWcl8WYll4MdfFoCXgYk5Ll42AxZyWVI5RIsdSZ9ZSrxOz7y3wGKj0+ghYrXK2vHZrNgTJoMYcmg097hVoVVXuVwWyHWotiEUAy4QPI/elHVUGXjpBw/uLwCXrxSVF4cM3b96koGZvBTuXYMu1LZUHKoDDyr5n6/R+nhMTaLVCjboMc2sWasyp2UQRCzbWl1ZAK7VUINuRrgVgzH2dTq+zDUfgJeDywop6u9cH9vj46G6T9yLtxiJH1lpnj+eVs79v9Lwzdi1EoUR7vKi/zIObBzbm2tj2FtR0H5uEJ5lL88KOewJaVZv7UoFsB9oijNgDMN3/ZcOHtu9Luy8vYUP6vFrw8hwXg5ssy3a2DfBhFcHN3hLRLTLr9vGuAQ9o8rt5oUcGLubGWJlesI1CLXJpNuzIUvgLaCVRgezCWtuFzQSY1/fluS8PUAw+keuS76Uh40HLCy9Gjo0t2/eZpzh7x9Hq/b31fJOZ/rIW5AQktkwP2L58+ZKGmoZXr0uLwo49QCuY3b4KZBfSVgADXkPMA5hO4GD9XwKO9+/fvwLM6XTC09NTynnZ8WF2G4OUgCcCF4MWg5otA3BAZRwZW9cDO+D8QZ9ZV2bfy3E8cMkrg5e8yvYIbCNQ09DqdWle2LGAVrIqkF1Aa0CsBTB5HQFYj/uy2Yde6NALGWoA2WmnIqhJ5eY5MQ2ZyJFZGGVuj6W3UOt6GAGXLsvAJa8WXvLqgY25tRbUjsejG36U8Wy3ArSqTi+jAtnG2gJiWwDs+++/f3Fi+u/5+flVtqHezzovGzK0gGqtl/d6mQHLg1XWaen5AVtll8i7NuQ8RWX1+where12WwQvKW/Xe1CzoUfr1rRLkz8LNOA1zHqBtlX/WVWr26pAtpEuBTDgfByY9IH1Auzp6eksfCjbmfPSULNhRQsp7brYFFUaPgxczIkxYNnLXUMqCza7nye7b+saYMCK9tPr9b6eU7NOjsHNc2XR+ghq2o3ZsWYWdrI9CjuyfjQPaDrLsdzZbatAtoHWgpgNI2YBJu8zAGP9XxpuOnGDrdd/DF6sn8tCqAWuFrQ8WHlQ2yKc6KknzOjBS7+PAGfhxo5tQeW5Neu85BrUIUFxZNaJsXXH43ER0Ly0/a2BVtXrNiqQrazZEItcmJfI0QswvU0AZkOL1oHJOttH5jmvh4eHEFIeoPT6CFoesCJYsXJsm6feWylzbdgyEbz0Og2i7DYPbBm31rtO3Jh2acy9HQ5xP9rHjx9f3ssxLNB6+8/KnV2fCmQraUuAySsDmH7f68BYYocGmKyL3JcOE7KwoQaS58aiEKIFUwS0zHZvHQslzrx1vOult3+MQUre98BNoGYBZsv2AEwgqaGjw4s6Fd+CLgLaw8PDq6QQNg4tAlq5s+tXgWwFXcqFsbFgMwCmU+dt+FCvb4UOW/Cy7sw6NuDvism6rciFZR2aXR+ts/tlymv1QMsrPxJizMCNlfcAxtZZV3c8HlOQEzdmQ4xZoAmcGNCW9J8VzK5DBbLJmgmxURdmp5L6+vXrCxRkHNgowAReLfelQRS5LA0qDZ3IcXlw8twZO47er1XGau1bJrqGMgBrObTInTGwtdyaBzVbpuXSNLxGgPbw8PDyPgKa7T8rd3b9KpBN0hYuzEvmyIYRZZuAQmchaodmAeb1fwmcZL11XxZmPfCKnFjkzmS9ft8LNF2ObcvI22fkOsm6L72uN4wo6xnYWm7Ng5oHsMilsbCjhVwENJ22n0kIKXd2GyqQTdAaEGu5MC+d3gsj6jFfz8/PL09NHgWYdWS6TAtWGXh5IUQGM/0+CilmtrN1a/ePabFrqQUvvb6njywCm7euBbUW5Lz3wDdXNgI0neWondnh8DohpBVu3NqdVfU7RwWyhVo7lJgNI+oyLIwofwIwCzF5HAoDmGxvAa3nPRDDKyqjt/e6M287K+OtH8lo9GSvH9tP1htmzABML7f6wvQxPNAxF9Z6zyAmLk0DTTuqHqAJzARsmXCjTQbZyp1VFbxcBbIFmg2xWS7s+++/fwUqcWOeC9PrNLBYAkcLVsx9RbCKQNUbVuxN+shsj9Qqa4HnJXOIstdTy33ZMj1wG3FdLchlXZkNO0ZAs5mLOlFEXj9//nzWf6bDjY+Pj68yHG24sdzZ9ahANqhZEOvNSOwNI0o/mM1S1Cnz1nFlAcbCiex9L9yA/lCj3Ve/945r1ePSPGXL91w/Gedly3oAY9uiUKIsL4Eaez8KNBty1CDSgNMw6w03ttxZwWx/KpB1aq1Q4hIX9vz8HIYRbYjQAxiDkCxLmRawsu5LzqMHOyAXVvSgtUYf2da3inVeel1U1nNoDGBsH6/sEmhZKEZhxyzQdHhRJ3mIO5sVbsy4s4LZZVUg69AWocQRF6azEb0wogUWg9hSgFkARTBjZe05zrg1Vs6u1/vqbexYnliZpX1l9npiocfWNachwcozKOlymVAiW9d6r3/PHlc2CjQWcvQcmgZW1p15mY1rubOqlvtUIEtqTYj1jAtjLkzgxcKIth+sBTALsUyIsAWskX6y3rCi/o2WhhTXCid6WiPMyMKFdhtzZ/p/6XVmkfPyyjJH1gM0rz9NA8w6NBtuZO5M+s/s06m3DDVW1ZxXgSyhWRDLZCWycWGyLePCsmFE3Q/GXJcFEQAXbpeEmSzb9V7IsAUrvX5JX9ksZcGly7cAZrdlgQXEoNMuLOvSsrBjQNPv7bZMuHGJO9sq1FjVc04FsoZmQmxpKLHHhQnEZL2GVgQwL4kjCzBdYc2EmVcG4G6rBTTZT7+PxAA3+9bR7sSuy+4zy51FwGLgimAk34/BaQnQLMxkWybcmHVnOrMxCjUWzC6rAlmgLSDWCiXK9FI2I7HlwlphRAGahRl73wJY5OCWwEx+g5bjygBNl7OK9u9VZv8Z11UEJ72uJ/kDeA0nr9zpdHK39wDJurkRoAmQNNwkxOiFGy3MZriztUONVU3HKpA5WgtiUSgxMy5M9hEXxpI5WBhxluvqXQZ4xmKPM7O/hweeFpAil8bKyrH0+62VcVxeeea+om09/WHZ98y1jQBN3Jf8HrJNuzLbZ9YKNzJ3ZjMbP3z4cAaynlBjwWwbFciIZkDM6w/LhhLFcb1//36RC5vttHoAFgGLha8iZxatk2WtFrSWuDBbfomT085K3vfuD/jOy37OCMDYulGIAT6stNPzyjw/P1MX1uo/y7gzDTQLrQo17lsFMqPZEOvtD9OhRAs3CzALMc+FsTCiLM8G2CjMeuHFwOX9dlkn1uPYLqnofxWNhBa9fXqgZd9n3FdmuSfE6IUb9fvInR2Pr8edyasNNT4+Pr5kNf773/8G8HoAdcFsOxXIlGZBLOoPkwHOP//8M75+/UqzEiWUqJ2YHhcWuTCBlnZhGjIaYrK8JtjkvHrAspUy294DrgyMbMWbVeQAZ4iFT3v3j5yZhkNmX2+dhVZvOFG+A9tnCdDYsoQbGeha7owlgvSEGr1+s4LZfBXI/k9rQKy3P+z5+TkMJWZdmLwXF+aFEe16W7FEoNIVzAyYteAVAS0CVxZaUSW/R/XA2IN+9D/bfRjUWCPEc20euLzlEXDZ/jJvmbkzPYWVnohYgMZCjQKsgtnlVSDD5SH29PQUhhLlT2akb7kw5rqyTqoFM6+1zMro40T7sLJeGVZOl8+E3HoueV1W3BjbNkP2u2cTPNgxRhyp5+gyLix63wsxWc5CTMpqtzXizrxQ4+HwOhGEhRr1AOooCaQyGtfR3YPskhCT/rCRUKIFV2Y5CiPaSifrxjJga4USo/f2eHZ99PtloCXb1wwZzpb+n1tJHlJ+FGytRkTr/SjE9L4ZiC11agIoPe4sCjW2+s0qo3Fb3TXI1oJYlNQR9YdlQ4lSzmYkSmWfcWERrHpDi61lOde6gprtxlrbomNmxL7HbEnFu+QzZJ8W4KJzxRoIrHzUCGEurQdiGaBF2wVgnlOzQNOOzALMztlo3ZnXb/b27Vv8+9//DjMaZ8HsjqtxAHcMsq0h9uXLl2Z/GEur90KJLCPRc2E9MLMVzyxnZrfpzxD1gqZVGfccawnktpYGXuY61r/HyGfNdmUMRi2I6WV9jOy6rDvLhBpn9JsVzObqLkE2E2LRTB0///wzPn/+TPvDNOhYf1grlBj1gWVdlgerGaHFyI1lWvtMbF+9LQOitYHVA+E1ZJ1Q9NleuWyokX1WjysbAdoIxI7H48ty5M5sIkgm1KjBlR1vVjCbr7sD2doQ603qsE7s6ekpFUpkAGu5MAsuW67lxnoA1nJjEZTs78Uu0QyQsp/h7buHfrNsqLB1jOh/iOAXnf/IXUfvPcc2Elpsrcu4MxaClGUJLdqsRgszAd/h8K3frBdmwJyMxjur0gHcGcguBTE7yJmFE60TE6B5IcNecDFIMefllQPGANYbhrLHs+sjePWCa213toX0ee/ZpwW2jCPzFDVaIlcWOTRvu4VgC2y674w5smyo0b4XoPVmNBbM5uhuQHZpiLWSOmx/mBdKjBI6xGVFMGPgmg0zvS/b1qNo357jjlT4SxR9560+P+viIkB5x8k0QDznZbdFcPOAZdcJoHrcmYUVAxtLBBFYeaFGcWc6CaQFM2D+WLM7qdoB3AnILgEx2cYgFvWH6cQNDayeUKK+aeX/98Clt9l1bF8gBphW1DLXvw2rED2nlHEFt+C0rLJuKNofyFVu3m+a/Q4t150FWgSxLKh6+tMigLF+MxtmtEkgLKPRS88vmC3TzYNsDxBrhRL1su4P0+5Mhxg1uPRyxoUxMGXXjQJsKXxa+4+Caykc9qLR/yP7u2Sh1jpeBLilEGuBTW9rOTcbamz1m8mybJN5GjWorDsrmM1VgayhUYg9P39Lr/cyE+3DLr3+MM+R9QBrBFwezEaB01P5jRwr0q1Aay0tgaENPfb+dp5DYw2nCHIZiLUAx0KNXsix5cxsRmPBbD3dNMj2AjH9/DBZFyV1sL4vC7YWzKIycm561mWXvd/BVlwMhpHLy3zOJTV6rW35//SEBqP+tdHGB+BDy27rhRhb1woxRoBjoUbm0nT40cto1DDTY82yMKvU/LZuFmR7glgUTmRJHRZmXh9Yy30tcWgZmLXAY9Vb3n7elrLf81K3yZrfI3NuW1Bjv+ksoLHQod0+6s480OnlCGY21OjNDNKC2fF4xJs3bzaB2Y1W9QBuFGR7hRjLTPSSOjL9Ycx1ZYDVE0ZsLWd/jx73la1gl166+vOv9TbQv8kWn+V9DtuWCTtGQGP7tOBlty1xaRZqLLyok0D0hMQabDabsQdmswdNX+t13tLNgWwWxIDX006tBTE7S4cke3jAYtDy3BeDkz5PEczs543+FqxyG73klu4L3O6NrLUFoHt+iwzQvGN7EQDmykQ9gMu4tSi8qN2YZDSyJJCC2bo6totcj/YKMZ3IIXFx677k5pALWLcINaD0H7vxgG+zQHghGHnNhGw05LLnOYIGA1vmWN7xov3svrd4AzPJ/6r/X3s+ZnyGHLdVxgJIv7b2i9wXu67Z/SH3BYNXdC9ZZ2bvSbnX5T5+enrC4+PjS2NUspClPpAnWsg6NsvPP/7xj1f1jZ6/9fPnzy/10xLNvA72opsC2RKtCTG5ePVF7oUQvRvGa0W2bkSvLBDDTKQrIFZpaPW4nmzZnlb/vYIrIwa2XrF9omNGjaDsNWKPkWmA6W2t+8DeK2wfuQ/1so5a2Eap3Oc6EqOBJssWZvLE+AzMfv3118QvFp/bW9LNgGzJD7MFxKR1pt2X57pYh7NtVWZvUNlH7+tVAiIGLX2ObWU0AqUZkClwjWvErWV/X3sstt4LC2qxyIAcL7qm7b3iNfikLLu/9KtATJbtfcsiLDoKo2H29evXl7GlozADMAVmt6Sb6CNbA2LA3xf5ly9fpkIsmlqKJXUwt6X30XBh5ew6XZats8uRrHtbWi6j7HfbQrNbtXv4v3ock5T3ynrb7PrW+57vwKIW9thehMN7Ze6st//MZjM+Pj6ePagzm5o/c4zZHq65Gbp6kC2FGICXDEX2ZOf/+Z//2RRiHoAyr3Zslgc1vU2v85atsmAaqeSWll2q0etp5Ptt+Vkj6oVadBx2DHsdZX9nr9HlwYt9ZgSr1qsN+cv7Hpg9PDzQBBAZNJ2ZaLhg9k03E1ocVQSxn3/++VVnrEBoCcRayRwsHJK90SQ8IuoJKdrwkg0j6vWsnC2jP5+pdfPYUNIaYufYfsfs34hGj+9dH7OlP3vJ8b1jsPOtX1vHs+fGgxi75nvvLc+R6caovc9bYUbpLzudTi/r3r9//6rRHIUZZXjQ0jDjGtfO1rpqkC11Y3qsGICzfjH9UEw9i/0SiHkJHtkQR+vPqwwsuGSdVynoMvpc2+PrfbIVUaRZLoAd16v4Z8JpLWUgtybc7Odk5IGqtT/77l6Dif2Odt1Ig1C/6u1eI3QpzHRjWdc5GmZWGmYA7rrP7GpBNgNiIi+5YyuItfrDel4Z1OR8eRWfPafMDTFXMOs3WcN99UDr2tUDt1mfJ8ceKRftbxsyUcOm5ciiSIS9riWawZKs5L1s95KxRmD2/Pz8Cmbalek/GyHSiR8z0vKv3ZVdJchmQSzKUPzy5curcKI8ikXCADJ3olyUSyDmOTJ2EwH8ZszcwHLuelxYpvU8qpnui1XYtwitrDJgm/EZ+pitctH+dl3k/FmDS95794Auq+8jXTbrzGzjk93XWZhJXcFgdjqdXvXLS4RorbT8a4bZVYJsVL1p9rL+hx9+eAFVNGPHKMQYzCLIAd9uRpF+bx3aUhfGKqIlEJoFsJbjKn0TA9sst2aPObK/FYNU67rx3JnX6Fvyyu7XXpidTqfQmUnjWcNs7bT8a4XZ1YFsxom2afYWYhpuMsbDQszGtfUgyFGIsfBG66YCYofGKnqmqHU9Gmq0mgGwlusq5bSWW1sCNG+/jDuzy/K/te6LzF8P3HrCjJLooV2a1C/ScBaYyXYZDsRgNiv54xp1VSCbEVLUnaPANydjndjz87MLMebG7Iwd+uLrcWLea8/NBry+abM3vn71zrW3PoLIUoBFzqu0XBHUlhxTjrN0v6w78xyZXsdCjj33XmafLMz0g3SZM5PfpGcqqxnJH9foyq4GZDMgJrIhRZZmr//kgvIgJoke7PErSyDWcwPpZVHLkUUuzINfj2YBTH+nAti6isKPo8eT40Ri11+vO2NlvfuhN6rRC8BMmFH61FmdE01lZWGmJTC7t+SPqwHZqDL9YjoGLRmKmbFiOt7NBjsvhVhPSDFqgXrKurDeMOISgNmKs+B1Oc10aaxRZbd767LujJX1XBq7NywUljQws31mMgerbRwzmEmdY9Pyo0zGe+kvuwqQjZ5Q/SNmkztOpzjNXmcoWojJRcvCC0snAfZuPnYMu42dxyUuzIPKDIDpzyh47UOzXJocYw13xq49dq9k7iNvfW+DU+oGXR/obgfZ5kV6bDTIS8tnIUbRvfSX7R5kS1sFduYOkYaYhptNs48yFG3I0V60vRCLnJd8Z3Z+dHl2I9pldmyrEYgUwG5fM1xabwTA28c6d29fWz4DK30sue9GYcYiNHIeZZ3OZLTJH620/OovuwKQjao1c4eX3CFuy3Ni+qLT8PIGOVuH1gsxUbReb884KduyFo1ctKMXeoUPr1tbAM3bxzZ8tFg4Mdpf75OJhGTvYS8ywxyahlmU/GEb26y/7Onp6eX/uqf+sl2DbElIsTVzB0vuYBmKkfW38W4LL+/iXgIx75yw/dgx7Lrs/uzz7DGy+1mAla5Xs4DWC7Novb3GWo4/AzHrslowiyIy1qHpEKLULxZmMgGDlPOSPwCs0l+2d+0aZEsV9YvJBaCTO2xMWvaRC8obK/b09PTS0uq5IeSzeiDGbmK2vhWCseqFWAGspLUUaBl3xrZF1zm75tn38qCk/zIw88KK0auN6GScWZT8sVZ/2d5d2W5BttSN2fFiwOt+Md0SYskdcpHokKKUt07MbpfXDMx6IcbOS+S29HEzocRMRdILvQLY/WgG0Lzy7NqJQo09jbZWlGTkXtYws+FGHV70xpjZiJGtY1jyR6a/7Ba1S5CtFVKMpp+SiyOToWhdmxc6aLXiRiCWdWT6OGzZ28c7zkjo0atgSrcvBrSefXv2yVxbmTItYLH7sFWmNSG4hZhOy2dQe/fuHU3+YP1lVktDjHt2ZbsE2YgyqfYAzlo2tl+MOTGWoajj3PpVX7hey2wJxDxHFr1nyoKl14UxgBXE7lf695/pzuR4mXXZz2aNz15nlonEsL53vU7GqUZzMmb6y+4pxLg7kC05USzVno0Xa/WLZZI7dGgg85Rnm7U4C2JW2XKiVkXR68L09yiAlUSj4cbInWVCjbqc3WbLZWG0FHTRrD9SD0kd4yV/jPaX3erzy3YFslkhReBbqj2As/Fip1N70LNu3eiLTlpJrYwk5si8C160FGK2Pypzbr1Qpbct87kFsBLT0nBjD/wssPT1yZZ12RbMsuFFNuTGbrMRHdbvrpM/9DYdQbIhRtZfBsxJyd+jK9sVyEaUCSl648X0BWH7xbTFZ3FsHUb0xoplW23AHIhFLc8eKC1xYaVSS6Phxp5QoxfpiJb1cZbcv7rxmonSsExG/aob17qRfTqdUuPLRHZSiFsKMe4GZDNDihpeOtXe/tl+se++++5lWYDGkjtsTDvbeuuJo49CzFYMa0GsXFhpqUbcWXSdte4Xve8SmHn3ZysS40FMN4a9RrOuc1r9ZbaOu4cQ425ANiIvpChiqfZ6MmAGJ9bq0Recl9yhL+pWzHxNiLGWqC4bqQdivfuUSkyj7kzKs+P1fPYIzJgj0+Uz9z1za6yBrOHG+stOp9NZf5mtz+4hxLgLkC09ISMhRZal6PWLeckdGTgxwHk3AXttnbcIYl5Zuz6rcmGltTTqzpbWHZ5L099FrnX9lw0vRmFFCzHvqRkabra/TG+XdV5KvmhmiHEv2gXIRuQNfI5CirrVIlO+ZPrFmAOzr15LK2qZLVEPxIB4EGj2JQ0rAAAgAElEQVT286JjlUpLZWGWgVQvzDJRCQYzeY0iJ+weZ3UB6zdjg6RtBMhCjbmyJSHGEe3FlV0cZCMnIhr4DPghRdtysa/ZfjEb57YXZCvhY2lL0gJoBCwjECsXVlpb9hrLwqzn+CMw09+HQUzv17rvM/1mXvLH6eSPL5PB0pkQo9YtzMV4UZBdMqRo+8NYv1iUGhu1uCL3Zcv1nofZbq5VTkOsVNpKI6HGbNkZMPM+K1MXRC6NRXpsf5kGGGuUZ0KM2pWJRmG2B1d2cUfWK5bgIeoJKcrFYF1XZrxYxml57svbVxTdJDacOKosxHrKl0qzNQKzbLQjA6qeyEnUD967joFL6h9dX7FG+KVCjJfWxUA2GlIUMTcmIUUAzZAim4JK+sfsxeQ9niVzYXpxdRae8OCmt9nlNVShxNJepK/B2f1mXjm9PtvoyzZoM+XYs8x0SFH3l7H6LBtiZLpWV3Z1jkyPGfPmUpT1UZaibdXo1o51YS2YRaECdgFHFzfAZ+VYArGeVmWFEkt7VK87mwkzLRYx8RqvelumK0Ivt8aXCdRsSr5thNsQIwB3LsalY8suCbOLgGzUjbVCijbBQ9tpL0vRhhRZv5jn0FoXo16n/3e7LXI+tkU6ArFsq1J/Zqm0N+0BZplISo8jy2Q1soQzDSr7yJfTqZ3FCLyeOAKY90TpS+jqHBlzYwDOIKbnUtQg0q86pMggFs2f2OorE2mX03q1siGOgljp3rUXmMkr+2NubQRsss5LOvNCjDaLUW+3XTEiO7YMuC5XtjnI1nJjUYuFDXy2IUWv5RONF4taViJ20WbPz0ins963IFa6Ra0JM61MI7LVKLWN295Ijm1MW5hJv36UxSjgYnMxeokf1+bKrsqRRQkeGj46wSP7tGc9EFq/joQEMqEF2WbFbpiCWKn0WhoOM2Hm7WP7qSN5975d14rq2Ea0F2L0shil/mON+1tL/NgUZDPdmE3wkFeb4GHBpYFmBz57IcXRC1H/3165qEN55Pz1QixqbZZKe5eGS+v+GIWZBVjrOBmnpddluytsI9t2ibAQo23Ms8SPX3755erT8XftyKJ0ewD0YZksweN0Or3MbM/Apuc0a4UUW6EBgN9UXnKHhYgHogygRiBWKl27bKOxVXYkwpH5zEw/WKu/LGo02xCjdlreQGlZjhI/bL6B1rW4ss1ANvqP2fkUWWxXfiz9yG/5IeXHlfd2LsXRkKJ3wQGg29mrleeOLKCi/VsqiJVuUWvALBsZsQ3U6P7X39NrAHt1Dgsxsgdxyn76sVQs8UM3+tmMH9f0qJfdOjJ74ux0KvrE21aHTfDQMWR7sekfPhtSbLkwVtYTC1ewG0WXH4VQQax0y5oNM68MW9+b9CHrRrosWMKHl/hhx5bpRr+uG4FvJsFqNPFjS1e2CciWurHWfIqnUz7BQ8eUmQvznjMWhQUA3rrSwNTngSVZZPusCmKlkq+1Ycbu00zyR0/DOCobzcVo8wBsd4l0tbAZP67dle3SkUUnTDJtZNkmeNgfVf7sNFS2VaNtO2sZeS7NuzBlnd0G+Gm+djmjnhBJQax0D+qFGRNrbMoya3xG3Qij0R27nUEsetyLTfywmY5sUmH9KrqGdPzVQTbbjekMGxYbFjdmbTUrb3/caPopz6VFF2jmPETJHS1lE0CAgljpvtQDs9b+Vp5Ds69eNCbbIPbqHp2QxiJMOsSov4fUj146PoCzQdJ2oHSvK9sqvLg7R9ZyYwI15sZa6fY2lswez2LHhz0/82cH9cDMgxq70PUxIhXESqVYPdf9aPIHa7R65XvcWasBbcEWNda1K9ON/VtyZbsDGdB2YwDOfjAv3V7/gLZFw1o13kXEWk162bs4bcsMaPeLtVqTBbFSKSfWUPTKLUn+8D5nNMTo1T+2fvLGlj0+PgKAm46v60Cd+AFcpytbFWS9/8ASN8ZApX84b1Jgvey1gpb2j7Fzke0XYyDKQqxUKs2HWXRs2wi1dVNUZ7D6RUeEANB6yXsIp5eOb10ZMwXX5sp258iWujGdscNixAxc+sfO2nuAT2HDYCbyHJjdvkReJ3WpdM9aCrNM+NCWsZ+5tJ+MrRfQMFc2OkgaaLuyXq3duF4NZFu7MR1SBPBqHXNhrE+MtXoyF5W9UC04Rd6FLctLnVZBrFRqq9d1sXVrhBjt9kyEiI19ZV0p0qi3g6R7XRkwPtvHmtqVI9OzeLDHtAC+G9PrWm6M9YkB/kDmnmQPUSakyCDH9tHfIaOCWKl0rtY9ptXr3FhjVm+zDdueZI8IbgDCPjM2D6MGXa8rWzIH45qubBWQLf3C2sY+P58/pkXcmP1hxI3pspkHZEYWP7L+epk5M3s+rEPzxFp/WbdWECuVfGVhxhqn0bGi40YuLdtA9uDGIKcb6fpPQowjrsxqb65sF46MzXCfcWPsh9A/lE2zZz90FC5kFxODmbSM7IUjYq0wUQb6BbFSaZ56IhsjjXLmvEReY9h+HmtEswazrcd0Qz1qxHuuTNelAJqzfexFuwCZSCd5iKJZPFpujJXzLHpruZXgIVoSUmTKhkAKYqVSXh5ovHKRsiFGXVe0IGYjPrJsnRhwHlq0XSc9rsyOKwPiORj3koo/HWQjSR7R88aiGZuzbsyGGG2iRw/MvFYR+997Q4rsXBagSqV1lIXZrBBjK7So13nLuk7y1uuG+1JXlpmDcQ/ajSPznjcG+G5M/lpuzP7QrcHPLYCxiw/oH2PSUtatFexKpWVa2l/m7WfrgEz2onVcvUkgLEvbujKpN2XdqCsD9jFAeirIRtwYk336MxsDoceNWTemnwCt3Zgcr9eNyf/GwNRq1Xn9YVlItbYXxEqlcWXvn0y5TIjRvo44MVs3teZkbGUwsmxG68p++eUXAOeubC8DpC/uyNgAaOD105/tCbY2GHg9bow5sqVuDOAwa4UPR0DTCikWxEqleWo1RnuPY5dbjVzWII4c1wxXJn/ebB8//vgjgG9GQtfNe9TFQcbE3Jh+3pjYYPkh2Lgx+0PK8XovCqCdbi9qvQdy8ClAlUrbKguzke3e/ey5MlsXZYDmLXv1IZuDlpkBkX3yiNYekj6mgWxGkoe2sfaEsRPNOi6jFkjLjcn/0XJjNt1e//8th9ZKva+QYqm0X7Xuu8x9z9a30vFHIBZlMOq604OafYq0zibfW9LHxR2ZTbm3NlaSPIC/f8zvv/+e2uIIXJlwYitGrZf1BebFwDMJHvaCr5BiqXQ5LXFlrQaq1+jV9ZXeZiG2pK9M/iSTO3pemc09EOgBCAdIA5d9gvRFQBYleehXNgCapYnq5A796s3ikU3o8JYB3vJqwSvTmiuVSpdTBmYaMnY/EbvvW41e1lDOurJWX5mtD3W9qk2BLeNNWzUj6WNmeHEKyEa+UJTkAcQp97ZPTMdzR9xYL8y8/5tdmNlzVCHFUul61NMojaDGGsa662KWK4ueV2ahFk1bBXzLYdiTLh5a1IpS7vUAaP335s0bADh7+rP+W5pqz1ppmXR7fTEvcWMFsVJpO2VcWe/2bFfEDFcGtFPy9bLUu9Ys2KhTlMMAXHb+xc1Blk3y8AY1iw2W/bwfp9eNZWEm8qDSgs0agwFLpdJcZWDW0zhlDm0tV6Y/6+Hh4WWddmW6rGR+e6n4El4EvoUURUuTPmbVh4tBNvpFWkkeAPDjjz/SlHs5wXo6Ku3GIoAB+VbNEjcmagGwQoql0vWqJ/PYc2NZV9aqv2SbTSJ5fn79vDLW0Gd/Gl76/R6TPjZ1ZCNJHvbVc1/Aa2usfzhRtkUz0421QBUBqiBWKl1OWVfWSvxg60dcGaurLMQ82Mk61vWSScXX9S9wnvQB4KIzfWweWuxN8gBeAyqbci/7AfzH7nFjcnHoY1otGRNWKpX2qUwjsqcB2+vKAFA42TJRvcaclw4zAnBT8QVg3vyLIh1u7NWMenARyGZVxFGShz6h+k9OPAsnsh9QXwCAf3FEg6Oj/5ldzK2boNxYqXQd6m2UznJltg7yINaKNHl1pHZkUdKHlY2iWW0dXtzMkWXDiiJme+WEetZXOjYzSR4aTrJNlr3WULmxUun+ZN1SVEZrLVfGICbL2Rk/tAmQfSXa5UW91hxTtlSbhhZ7wooAzk6kza5ZknIvx2cZQQDPGio3ViqVPI24MgYvts2LGLUgpo/FGvPWqVmT4M30MXtM2dKG/TDItggrPj8/07CidWgRwGR7FmZe2qt3wWUyFa3KjZVK16W1XFlrXJmte2ydJ8tR/abrNHnVjX9ZpyHmuTKRzlrcQ3hxE0eWCSuyCYKtG/NaDbpVIfvrY8lrjzPT3wNohwO0KlOxVLpPLXFlkVOz0Mk4MbuN9ZHZmT4YwMRMAHg1pgzYT3hxs9BiK6wInE8QrN2YnhMMwNkEmLKP/cEyGYt6X7scTS/DLtIZbqwgVirtTzNcGVsWx2SPy8p6EJPjtOo6Wz+y+ReZC9t7ePGiU1S1worAOWCiE595TIu12j1TU1mAsfDiDDdWKpWuV5Er85xY1CjOQMxLxQdwBjEpI8v6O+g/lpJv4baX8OIQyHoq3BlhRe+Einpm8pD3mQsi67yyDqrcWKl03Rp1ZVosyqPHqtpjsTLZ8WS2rmT1aO+YMplxScTCiwA2DS9u4sj0PzQSVtRAA+COHbMSYHnOLLLo+hhMtgMVaDuzcmOl0n0oC7pWn/ho0ofIS3jTzsyLcNntbMoqL7y49QM3NwstSv+YaCSsaE+03h4NfhZlYGbXt1LuWevKLkfHYccslUr71WxXZtcxuPUkfdj30bI3psxGw+x6rVZ4sUejDfpukM1wDq1B0PrPZtFIucwEwZ4TyyR5sIsoglv1jZVKJa1RV2ZBqY/DGtuyvgUx+9msHsyEFwE0B0drbdFPtqojY/9AZhC0zOtlgQaAjn9ouS8PZiLWL6aX7QXmfZ6ncmOl0m0p48p6j2WX2WdpCMm2qI+sNaZMlm0I0atjs9mLW6fhrx5atGn3Wl5YkYUPvWmpAD+s2PpR2YUBLEuvZyo3Virdn1p1RSbpo9VHFkWb7HdphRf19/CiYt7/NTO8OKKLpN974w7sSWyNLs+k29vjRy0UdtFYsRZNqVS6P2Vc2dKkD+bAmFOKGuqtOtEagmhwNDMYUp//8ssvAHj93hNeHGncd4FsjbT7KEtGAw3wB0FbWbBFYyy8CyNKh+05F5mLvKBYKt2melyZ3ac1GUM0vKi1TbsxWR/VwfL37t07AHh5tIvI9o1tnYa/qiPLpN0D8ZOgmRtrDYLWylhwOyZD76eX2UW5JMmjVCpdtzL3d68r86I++n1mRg/2Wd44W5aOrx/hEq3XDuxSafirhxazafeyzkKLvQfwKq7bGhAt+7VaLbqsVjSVTHQhV5JHqXQfWpKKb8t55UfCi60uF7u/jnoBcB/tYvcFLttPtmkfWSbtXiQnTrYDePXIFm8/uy3KVhwNK/ZemEyV5FEq3YZGGqOtyRNY6v1IeDHjzNjEElFETKfhSzSNZaNbrdlPlgbZ0v4x1iGYSbvXs3lIuVZYseXEvKyfaLaOVlhxBEzlxkql21FP0gdrfOtyXqN5JLzYqh/l1RvaxL6rzTCXdVpbzoa/miOz/WNsWcRCi8C3E+mFHPWrVuuHtD8Ms+x6OxC3kNj3GM1kKpVKt6cZURygHV6UMl540e5jU+810PQ6G1603zXqJ9tCq4YWZ/WPybK82hmcozCiF1b05ivzwoqiWRdkqVS6HWXu98xjWtj21nizqF5jcy9aF8fqSgEa4Kfh67JAbjb8tbT5OLKeaalY2r3ezyoDM/uj2mXmsiqsWCqVMuqpC1rhRbZN3utIkVdPZaNS3rE9aJ1OJ9pPJpo1nqxHm4Hs6emp2T8matG/x4lZRWPIRLYl1MpWrLBiqVRqqTeaE9VhbJ9M94ktyyJc9jtYAyCyk7zLOq8rqbefrKeuTIFsVqLHSP9YK34rr72zeTCL3hpdX2HFUqnkaY3wolenSXkbJpTtUao9m0TY1rW9/WSnkz+eTBI+1tQqjqxnfkVZF8VevXW6o1KUcWnsR7Tr9XarCiuWSiVPM8OLNhrEokK2Dluahq+PqfvJ9Pqo3rxEP9lmocVofkV9IvT4Mb2d9Y9l7TN7z2bz0MeMRtlXWLFUKjG1Gqmj4UX7yh7tIssjULOfzdyYBVj0WBfpRtpKm4CsNb8icH7yZPyYvOqTqFsOPZmKWgx8QPvZQC3NupBLpdL9qbex60WxAD6e1r7Xdaqs12N29XG9BjwzKRKJ2yrhY3WQeYT+8ccfAfx9Qtj8irLNs7HeD8aUaZG0jmGPVSqVSp5mRmZG0vC9sB/retHr9TLrJ9PLp9N595BN/gCWDYzOnqupILOkjQZCs4wXLdsCAOCOH5N18tqalop9hhdDtoqAV2HFUqnUUtQY1tu8NPw1+8mY87LdOtJfZj/XasuB0U2Q9VbAOtHDyk5pIpKT4U1M2fPYFu+991jwJf1jpVKpZDWrjohcFZDrJ7PvI6gBcB/rAvzdzeOFMe37rRM+Nukjy7guvWwHQusy2ce2eJ/HytgLw5ar/rFSqdSrngjNSBq+3hYBJtqvZ95FfXz5iyYQ3jLhY3WQMTJHJzuyuJHYjxKFGL3l1meUSqXSbEX1IRBPyhD1k/WML7Pp96yMp0snfGziyOyMHplED5Gsyw6EZu/tsdiyFVtX/WOlUimjWdEZW+dEXSIWgKOp+FG3jo6ayftswodojZnwp4FsdEYPJg9o8hoNhPb2EbWc2Fr9Y+XmSqVSr1rdIVEjvnVM/d4bGC3bbcJHtktnxgwfGSOwmiNjWYoAKMEjp5RN9LDvo5YIO97a/WOlUun+NLOfjMmLErXcV+/AaJF94HEU2bramT1YxqI3/5b9p9++fftqnc6Q0eXlxPUmemhlxluUSqXSlhoJR3oN9Kh7pfXee/WgJQ9ElvU2tLgF0EKQrdW3w06O/Ok5vXQZ4FtqKDteT6KHVjbRI2otVf9YqVSyWtJPxhrxLOFDNDIw2r6XsKKoNRM+6yOT/AfRVpmLm05RBfg/XtaujioKX3rfJTpWqVQqbaFMt4dXn40kfHiRsGidhpnWVpmLq4JMA6yVsSjrtOS990iB3h9prUSPAl+pVPK0RWRLlHl4Zs+xAbgTtkt3EKu3W5mLs7W6I2PWcmnGItvHO5a3Tm/zWjzZsGOpVCqNaKuED/s+6o6RetY25DXQZF30XsQyF2en4E+pqX/77bezdV7qPbOgUcivFQKM+saAuIXSarmUkyqVSltqJLqT6TIZreOYsejJXJylFtSngOy///3vq/dR6r2WnACbsSiyLQB9jNETNuKymHvz3me3lUql29elEj7s/iOZi/Z9Flp6/U3NtQjEqff2ve4Tk+32GWR62+gzydh69uNEP3KpVCqtrei5iq3yWZcmkNLPI7PPJvOOGc25CKwPtGkga40hs7J0B/Dq8QC6zFLZVkSvq5vVaVoqlUoj8rpaMsCKMhPZPq0QZQREVudvkYK/eTZDZEeXxls9K51RlLGY/cxSqVRiWqsLorf/n0Woeh5MbNdlFKXgz5L7H8zq3+kZQ+atY62HzMMzPbBlQoWVsVgqlS6hpZmLs+ouXTeyFHzAnzw4q1ljyVarrdkYMtHp9PcYMlnWr1b6BLLJgj21sntE1oHNyr6pRI9SqQQsiywtPd7sFPzs9xCwbTWWbFPbYacv6Ym/ZmO80Y/GVKHBUqm0V/U23Fv9W6OfIWXEWNipBHu/72ytCrLewdC96o31as3oAyvXVSqVlqq3LopS8EePPXIMC8/os9YeFL0KyKLnkOntgN+SaD2+ZUQjseMl8eZye6VSaZYydVHUV5YJK+r3Wj3QukS9txhkbFYPTxZgo7HjGZY5O4asVCqVZmhpBMer99jkwa19W8dk71tJed76iz/GJSM7q4eVN6uHiM3qEWUsRq0Sm83YKp9Rwa1UKu1JPX1avftJOT2nLZthSR9PXvVzyYDzJL+lihoC00OLLJzY88+wk519DlnrmFFHaOs7LClXKpVKkWaMJfPWs3qyJxEum5Sn63mb2Aes68wuPiDavn/z5g1dP+vzojI1dqxUKu1BmXCh1ZJybPaPmVp7do8pNbdkn/RMT6VfgfPpqez2NVUAK5VKa2rJWLJs/bTGoGj7fTL/x5ozeHia9t9+/vy5q3yrE7FX2R++JgAulUqlnHQd6T2PbA/16KZWJNMvlclMjBI6Rk6q3afGh5VKpT1ricNbcpzWft40VdF8iz2Z7552FVMbycbJ/EBZ0M1qWRQIS6XSXhQlelixzO+MRoZTzdTFQdb65/dgW0ulUmlNzcyijrptehI9ssd7+/Zt6vutqVVBlpn5nmmpDc6Ooagkj1KpdE3aemiQN/Sp5ztskfxx8fT7S2rJd2mFD/f0f5ZKpdvSJRvh3gBppgzEWpNqZETPxlZ9PK3K3j7CpXf/3nKlUqm0pmbXrVtNHDzzOGs8ymV1rGemKVl6gpbOL9Z73FKpVCr9rWwC3ppaBWStqUjev3/fdbwCSqlUKpU8XSTQ+vz8PDzx5czyPaqU+lKpdK9idSubjelS2k3aXs84hEy5ykgslUr3qHus++7vPy6VSqXSTalAViqVSqWrVoGsVCqVbkiXmH3+0toNyA6Hw1lChZdgkUm8uMcfs1QqldYQq3P/+uuvC3wTrouA7NOnT11ZgNmya2YW1hCAUqlU2qdWAdmS+blG1AuwSqUvlUqlOcpG0tYUBdlM93E8Ht10UPmH1/rHlx63gFcqlWZqdmRnyy6UWfVhz1yNWe2mj4xJz8nFZgvZQ8hxT59ZKpXuS5l6ZnZd1DNXYmZM208//bTk6/z9OYuP0KktKvgtAFd9ZqVSaWtJndVyYrPq2dZ0g5nvsMUA7VU/QfeV9WQgLslW9MT2rczGUql0K2JdNdkM76hcdLy9RJ52HVoE2idqLyeyVCqVRpUFyYh0gz2TlyDls5/7+fPnrvJraDcgs+PIPPIfDoczJ8Wcld6f/ZDesb0yPaqwY6lUWlNLMrWj+nC0DrRhRBtOlAQPFmb85z//2fVZTNNA9vbt22aZTMhwaf8WA13vMSrkWCqVSq/rSJ3koY3HHqJiU0D27t07AK/TKqMOPjkJM09A9lgFqVKptLW2GOuq67bZ9dyeoMW0m9Aim+5kq5NWocBSqbQn6Tppi/ppJviYifn999+nHZ9+5qpHJ2plvYh9nQWxnuP0dnKWSqXSDC2BleeWvLwCed+qi6PjsnUaYH/88cfIvzKs6SCzo7ZlZo/RuRUPh4M7lsHrD4t+kF6LvGY2UalUKq2hpcOaMuPHbF364cOHV9vtrE5rTl24GGSjo7Lln//8+XN6dHqrJeG1PHq/U6lUKs3W0hChl13dysruWc+yx6MoWcbFzQJYdP4Wg4ylTgqFmTvTr1HKfc80KCPKAi5zkXgqMJZKpVny6qye7Otso78V1dpbpGo3yR4MaLMzZUY6NPVnV1JIqVS6lKwDY/WRreO88WMjn+utz8DNJoBkhmv1aFWQsUyVWfNuZTow9ftWx+aICmylUmmpZribJXkAPccXSZb5SL0qkToZtjVDmzoyncliE0A8qusfpWcG/Gxnp4XRrIugIFcqlYD5XRK9mdg2nOi9t5/x9PTk9pe1vofNYhSt8QgXYEWQ6Q4+m7l4OBxeMlxaIPr69avbjxaty673wFUDp0ul0iU0MoZsxmDoCGy2nEiS9fQ6DbBWBG7GI1yAAGSzHEUmY8WLtbayE6MwYjQfI/uhy0GVSqW1FNUvM+qeGcOJvLLixFoGwIPW2vMsApMdWc98iy1o2fJL5Dk6dmw2KHpvGTqlUum+5CXAMQjaejXT6M+k0dtjM11iVg9gIsh65lv0Tpp0ILJxC0sGRdsfagmYZse7S6VSqaVM6r2XodibR6DrWm8MmTUknz59etn2xx9/bDoYGlipj6x3dg82KNqzsZkWRPQjjsSSo5h1hSRLpdKoso1qWe5JvbfbojqSZXiz12zXj2htgImmgKynw04PimYnxovLruFs1jw2UJArle5dW2QsevXn7G6Z6DMvXZdOAVnP7B56W1ZRC6AnvdQ74bZfbO0fpVQqlYA4wjOSsWjX99SNIgkv2npTwoy9Y8h0ff/4+Ii3b99OHUMGbDCOzHb0sbFkHt1FeuyCHdsgysSBZ0zx0rN/qVQqrRWZiRrlI4omkGCfyVLvZZvtIwPWG0MGrAyy7FgyeS+vkYPyWhRAOw6sl1l2olxwvZmLLRXoSqXSqKResnUgq99sndnKUGyNG7NdPOx7AOfz6Iqi1PtZY8iAjWb2sB1+9qR49pYt9yj6wbKdrHr/UqlUymqkv4tts+CyYNPb7HLULcPW2ZAi28erR3tT72eNIQMaIBuxxG/fvk2n4LMTolPwLeTkJGf7xuyxRSOZi9FFt/Zgx1KpdPsaAR9zYrZsa5Z7L2OR1cF6P3n/6dOnl+U///xz89R7YLIj0x142RR8OSE6BV+Xyc7tpdUKObIf3LPvFRYslUqj6mnkzkr0mBFSlP1YfZiBJ7Bd6j0wEWRRvLP1XDKAgyN78lqz3EetE7scXVy94cie7aVSqWTl1RusvhuNLuk61IYXZXuUscjClCKWsdirDNSngSxKwWeZi2w8GeCPS9AdjjNCjHob+xFaJ6/AVCqVPM1q2HpDg1gD29abo66MhRf18Q+HA/766y8KsMOhnbE4O/Ue2CDZY0nm4ozwXvTD9R53dIaP6icrlUqRvHpJlrMzeqyd6MEk9XpPxuK//vUveqxRbfY8Mi9zUUNL0x54Pc8Xs72zEj5YFpD9jqVSqdSjmf1jLefkdb3MSvTQ++g/O8ei1haTBYumg+zdu3dh5iLrFxN5cy6yhI8ITJmQIzuOB7Sso6p+slKpNEut+kLXS9aV9YQYvc/2zIb3PXVYUYzLbuZaXBIW85I85B+WdSyUyAWIH6AAACAASURBVFoJrdCj14LQrwC34gxorVn1e4BX4cVS6T60dv8YOxbrH8t8ngabjXjJdp3owSJoHuB6pyJcoqmfxOKe8s/85z//ebV+RsKHbGt1YtofNQKfFts2kiJbKpXuSz11g9c41l0o3jGj/jGvTvRcma0bWaIHgO5ED2B8jsXsedx8Zo9MwgcjfQs6Uqan32yNfrIKL5ZKpUhb9o9lQoy6XhRXxj7Dc12tLEUbmZs5NdXL95h+xEDZhA9gbIYPqyX9ZPoYdn3BqFQqMc1qyHoNaHk/0j9mt0efHUXH5E/P6GEfpimJHsydzZyaSrQayFoJH/aHkpNj47CyzRvPILItDGbRWbjRtkasWuHFWdtKpdJ9K2pQM4B5jXIvU5FB0esfk3Wt/jH7+QA2T/QAkiDrrYC9qaoeHx/PgObFVNnJAl4/xiVyZva9te8MdLMmBq7wYql0v5rZ0JV1DGCt/jGvMT8yEFpebWa5V5fZOn1kRo8eTXdkUcKHHldwPB5fxh1om5qxtZG8WLDebsvabd68ixVeLJVKnmaHFT1ph6XrKC/c6NWJ1gSIK7PfhRmKw+E889zrKxMzs8aMHqLNB0Q/PDy8SsNn0NJhRoD3k7EfAmj/gNqN6W0MUrY1xEKTTBVeLJXuU6P3N4seeQ3pKPLkOa/IidnvkfkT46ENiUgy1JfO6NFzLjdN9mgNjNYAYy2BKPGDHaflzJjTm9VqqvBiqXQ/ytzPS8OKHuy0Q9MNda/LxW5j9ajUt0Cuf+xSA6FFq4FMz/DRGhjd00+mgSbr5DWK/Y6m4a8RXixXVirdl2Y1XL3Gt+fSLLDsMXSegVe/yp/0j7Ua/VsOhH75zGzBnso3OzC61U8WtQDsj9Cy0ZHlZj+MbQ2xzJ/R8KL9TqVS6fo1I6xo19kG9GjavT5uNL+iXefVjz39YyMDoXt1kXFkS/rJmBvTsi0Qa709Zya2PDpuZl3P9lKpdP26ZFjRhhi9ui1yadoQ2HqZ/e2tfwzYGGRAPJ5MT1WlH+BmWwYAT71nLZGsM+sJL2qxY9vjMFV4sVS6D2UbtNmGMWv8yzKr77y6kR1XGwbgOvrHgJVB5vWTeePJZDlqDTCoaUUhRGvLe8OLUcvJ295SubZS6XplQ39M3uBmu9zKVuwNK2pX5m3TrkyXs/WsBhozIKJL9I8BnSCb1U+mpy85Ho/4888/Afx9Uj58+HAGli9fvgDIpeHb9fq9LNvMHs+qR5rRyipXVirdttj932r8zggr6s+PEt10ucyfPH/M9okdj8czs7JV/xhwgdCiZz+ZbR1Jw/d+uCi8KGLhxaWDoyvpo1S6bc1okEbdF/ozsmFFlifAQo4sMiVhxS9fvoRRqz///DM9v+Ka/WPARiDz5l3UM+Hb0CIQZ89ooOmyWlF40W7TLo1dNNnwIlOBqlS6PWXu66huYE7Ly4TWZWeGFWUbq0/lTwyFXa91yf4xYGWQ/etf/zqbdzFKwxeIsTR8aR2wcQ9e3Lcni4ctty4qz5XZHzkTPy/YlUrXpyyosvt6DXJdPmqQt+o5dmxdp8o65sCY4bD5DSIJK26lbpDNsNFRGr79mx1ebP3wzI1ZsTFlI88UKpVK16mZbsyus6+9YUWpx1h913JlUoeKcdB/Nu1eg0un3evo27t377rCiqO6TIoJcuHFViuB2WGR9yO35l4UZceUzQBUubJS6fo0241FWdIaamzZ1nP2uywNK7I/ANPT7keN0iYgi9LwtWaGF4HzH5D98CLWR6aXt0j6KJVK+9eIG/Mav61GLIOWV29lI0/62Kwu9QxENqx4Ca3+6V4a/sPDA37//feX8KJ2YUDcKpDtM2fFZ8uZGfG1liR9lCsrla5HvW7M63pg9ZO3nzeEKAsz2d5yZZmwopbOd9g67V40BLJZ7oLN8mFfPbjpPzZzszefGNvmdaJaeLHjWZUrK5VuVyNuLHOsqC6JkjxE2eeNsampRsKKbDaPpWn3S7SZH8zO8pENL3puzEq3XloQayV99M70wVSurFS6bs3qG/O6Ldh6L3rk1W1A/MgWfSwNJ884bBFWXNLQ3wRkI+FF+9cKL0ZzL0rZ7Jiy7ETCev2MVPxSqbRfzXBjWedlj9cbSpQ/DTrWH6ZdGYBXYUVrKPYaVgQWgGzt8KJ9z55hxloSrcmE9Q8sx/MGRrMsRqvZqfjlykql/Yk1WL0yPds1kNjn6IZ7K8lDL7c+y3NlNvLF/vYWVgQ2Tr9fGl6Udd6jXVhLI2u5Ab/V00rFtxdhtKyPVyqVbket+7on5Z4BTDssKWsjTK1GfPTIFi8iph9+bI3FHsKKwIYgmx1eZOXYmLJsJ6i9KNhyy5V5TqxcWal0vVrbjVnZcGI2ghTVbzYiJfXl8Xh8qTf/+uuvs3pVjATwbW5F0V7CisBCkM0OLzLqH4/Hs6QPL5TIfjRRpsWiy9nlkQHSLVgVzEql29ASN2blRY+iPn0LM1tO15WtKamiZ5AB54OgLx1WBC4ws4cNL9q5F9mjXZgrsxNZjiZ9jKbitzKN7HKpVLo+be3G7PqoTmo1xqPGvoXaly9fqBu7hrAisDHIPEq3Hu3CxpSx8Wa9SR8sxizLrCWUGWMWLVuVKyuVrl8z3RhrCDOYZSJLNhFN6kVZZn+eG7OPbLFzK14yrAhccK5FKxZe/PDhQ3NMGRAnfWRmxj+dTu6FsrYrK9dWKu1TM9xYT//4UjdmG+dS1pbxkjyA8+4d+wq0H9mydVgRmACykYo4G15kLYPj8UjHOkS2eaYr02WZK2MXf+tiL1dWKu1LWYjZ7QxGVmu7scxMHizJQ9el3tgxcWCXfGQL0+aOLAov6k5ElvTx+fNnF2oMXvYHbFlxdsEAvMPVm92jNa6MKbu9YFYq7Uc9IUPRmm4sm3LPzAHgJ3noeliyzIE5j2yZljA45SiDYmPK/vOf/7wKM7aSPrQL0st2/kUAQ0keLMzIHJiIrdPfwVNBqlTah7JuLHMMu9zrxjLRot6Ue/3qTRDcSvK41JOgPU0BWS9V7ZOjgTilk7UmvJk+5Fj2x/TCiax/TC9biOmLK3NReuvsjVCJH6XS5ZWBWO/21hAeVjfofUbDjK1Ila4nWdbi4bBuksfM/IDdJHuIMkkftpUg7szGfu2PB+AsySPjyloZjEwt4IyEJQpmpdLl1ePGWF85A5fd1ooSyXKPG2NQs/ASE6G37TnJQzQNZLOTPrIzfQDtVHz2o27pyvSF3XMTzChXKpVyyrgxXQ/Y/UQRvHTDWa/36pm13Ji4MKlHZd3Hjx9f6k89k4eX5LEXXcyRtZI+gPxMH/KjAAhdmTirtV0Zu0hFs0KMpVJpnjIQ87ZnEjy8OsFGi2RdpjGdSe6wjXrZ5jX69bKITSUoENtDWBHYSWjRS/oAXs/0Ye2uzlq0nZNruzK7r1ZPOn6FGEuly2pWFMSLvHj1g37fcmOsj9+Dmc4fsK5M1kufmLgxbRCOxyM+fPjwql4F4pk8LhlWBCaDbI2kD1m3hSuTi6Rl7XV5+797YQZbtuemmFGuVCrFmhlSjBqbnkPzYBZBy3NjrOGu61ANNfl7eHigZYH9zeRhtQtHJtKO7Hg80lR89sNEA6SzrkxvB3yHpiGkQwH2ItRiF3PGdUWQ8hxeqVTKy4uqWLUiJ54Da/Wha6i1JgjOLEdujA2AtsaAdefYMb5Wlxo7pnVxkIkrk5Hh0qHIUvE1mFoDpHtdWSY936638MokfvQAaGkKcKlU8pWFWCZ6MprgIa+sYT3DjdmuFu2yeudVBF4/rmVPmg6yqWMDVKaM7itjrqvXlel1kStrXWC9iR+25Za5SSJVf1mp1K/s/cKiLHZfLwrjgYtFcJYATNdp2oXp954bOxz+HtJks8RZyr3tI7vkTB5WF3dkIpaKbzNlgNcXwRJXJrNAt+ZgjNaPJn6w7SJ2kxTMSqV5so3JqNzskKLe3qpHRsHmNeaZG7PltBuz3Ts2IW9PWgVkI0kfnmwqPoBXA6QjVxZlMB6Px+45y7wkEA9S0XnpzWLsaUGWSqW2lobuLeii6Avb7vXBe2CT9x7YbGgx68bsupYb21OSh2g3jkzUO0A6cmWAn8EIfMuGHIWYvuik322tEGPPTVcwK5W4vMiJVy5alw0p2vKsTKuO8dybraekTrMhxsiNyat1Y3YAtNVeworAjkDGUvEBf4B0y5Vlx5UtgRgLA/RcxGz7EhXMSiVfPRBrhRS99Zky8p6FDhm0WH3E3JjuE7N/Mm6sx43ZAdB7S7nXWg1kSyrmGa5Mfjyx1vIj2w5RD1zyylpGrQvPngNvfes8ZVqFVpXJWCqdqyc03+PWPHdly7NymX6wVv8YS16z9ZseN3aLbgzYkSMD+l3Zx48fm65MXnVo0cKQua/eiyzKTLIXPitnt+syWpX8USr1qXVPaWUqXNYQzURjvPqiFS5sLes+MVsfajemXVkrU/Ga3BiwMsi2cGUyGt26MinDnrfjWfFWZ2o23MjAZs+Jd+FnQVUwK5Xa6oHYks/IHrsVzclEfiIXpqNP+r0tr/+u3Y0BO3NkQJ8rOx7/Hlemp1aR9XpmfPmzllu3YEb6zLzWVO9FzdZn9s2WKZiV7lE9EGP3SHTfRN0Dsp9tqLaiPWy55di8wc/2vZ1T8ZbcGLAByNZ0ZcC32T5knZ5qRVtq2wph6fhRn9nxeHRbS/I9mBOzMLE3x5L+sh4VzEr3pF6ItZI79PFYNIV9HutmaCWLtRrP0WNabIa2flgmi2IxN6bHjTFdenJgT7tzZMCYK9NwYq+2j8ym4zN3psE1GmL0ACf76HX6BtHb9TGtWoCqTMbSvWkGxKIymX4xtn+v22J1DXNhx+PxpTGu18l73ZCX7pfj8XyGeztubIYb2yr5bBOQbdFXpn8M/RRpPZ8YS8e3dlxDLNtKasW1vf/fg6De3rope/rL5LNKpVvVbIh5x2H7etGYbEgx03DWIUWWbq/dmF4vOQQs/Kjr1Wt0Y8BOHRnQdmVy0q0r09bZgo6l4+uLIttPlgFX66K2sm5MNDv5Qz6rVLo1rQExT6xfjP0x2LVcGOvKyKTZ28HPAjQGL+bG9Os1uTFgQ5DNdGXe88r0IGltodkgaXYR6B86urha7syCgoUagfy8itlWY8GsdK9aG2KeK7PbW8lfIy7MbmcJHrbBrl+lPmSZ3lKfshnutfbsxoAdOzLAd2XA6+eVsRChTsfXZTKJH5776nFnIs+xsQtcyo+qYFa6R82AWHQv6Hs6m5wl272GrtdQbkWDxHXp0GKU4GFfHx4eXjK9dVhRuzHRtbgxYGOQjf5z3sz4+lV+rI8fP56l4x8Or9NPWeKHvTg8wI24MwYvFnIYdWOZ43jHLJiVrlk9EPPKeI1Ku49tpLIy3n1t732vcdwKKXrRJC/BQzK5o5wC7+nPor27MWDnjgzgJ1HbXi/x4+Hh4VXix/F4dBM/7MVhQ4std8b6xgAeRojEWnvRzRMdJwMz/Rml0rWpF2LeMew925vc0brPbaTGi9B49UpmzJh1Y7pMlG5vu2u0Rp43ps/LltocZCP/pH6KtEDMWuHRxA/WN+ZBLOu+9P+ayWRisuGMNWCmP38EmKXSpTQDYnbfHohpgLA+cHbcVqQm6sKwIUVvBg8AZ31jUrfpBA8gHvx8bdq9I7PKpuNnEj+yIcbRzEUGNu/Cl+1aGkbsRmqpF2bZ45ZKl1QPxLLXcxQxYY1OL7mj1S/W68JaUSPWQJd1UYKHzjFguiY3BlwIZEtcmZWXjq8hYRM/vBHv0cUiF5fXN5YJO2agZ2+8qO+sYFa6J9lG32hix0i5TMQi04jtaQy3QopSV3n1mbxnCR5Ruv016uocGRCn47PED/sjLwkxtpI+WKigBTEgDjUWzEr3rh4XJuVnQizb+I76yyNw6X11o9m+RpMC25BiJsEDwFmq/bW5MeCCIJvpyoBv6fi6hWF/vGyI0cajmRPz3Jf8b9nwQku6BVowK92jLgExFka0773GZyvqklkXZSfaR1HZKJOdwSNK8JDQ4jVMDBzpKh1ZlI4P+IkfmRCjN1CaPe4lChHodQBvkWVk+8m2gpl8v0xIpVRaS7MgZq9hW84ue9e8F2WJ3FfU/cDW6f4xr7vECynq9w8PD/j48eNZg76V4HFtbgy4MMhGXZmWhRlL/OgJMerQIruQ9EXH+suYc5P/1a6z5yFqHWqYtcpE6jnn5c5Kl5JuQGX6w2QfD2IMNKJMY1Fvs3+sm2DUkdnp8pgbWxpSnJ3gsQddpSPT6fhWEmKUZfZjshDjw8PDS4jRxqFt9mLUX9ZK9LA3StSy08qAKgszUS/4CmalLdTrwmSfNSBmIxPe/dyKvmRgZlPtvZCiBlVPSBF4PWxpVoLHpd0YsAOQLT0JmRk/vBCjvhi0HdcXTU9/WXSBt8p7LTt7rmbCrEKNpb1pBGJR2Qhi+vM8iLXuWQsxb79WeFHqHzv1lH48i25894QUHx8f3Rk8RNeY4KF1cZCNyiZ+ZMaW6RAjG1ehLxJ9YXj9ZRpombBCBDh2g7AbLwuzrHrBJyqYlWZKN5B6Qok9x++JdkTdAx7M7GfpcqzxqyM4tl9MlqW8gE1DLBtSBL49osXO4CEJHtcaUhTtAmSjVPdCjNHYMr3suTIvJd8ey7aoGLDYzCDsovdaeRmYLYVKL8zKnZVmasSFRWDqKZuFmD7OSPSlldxh+8VsVMjWXd7A58PhW0jRi1LdUkhRtAuQAeuHGGW9DTHqh3BmUvJb/WWs1RX1kQHxE2QzMJvRN6bhlFG5s9JSjbgw2W9W2LEXYrpMT/Ql6o6wXRes3tFuTENMTwjsZSmuEVLcm3YDslHNCDFaZ6YvAn0x2Sms7MXnOTLvIhb1tO60IpgxWOr9PJU7K22hURfmlR+59rIQY5/Z68jYNpaZqOsM3eD++vXrq+4Q69COx29zKdos7jVCintyY8DOQLZmiNEOlNZzMeqLwusvkz+bSWRBFcXB2UUPtB3ZCMw8WGZ/h56KodxZKau1XNjSijW6x6Lv492rdpv+DHnVEJJ6JNsvJiFFecoH6/MH1slS3KN2BbIZ8kKM8l7/6YvAm/VDlsWN6YvOS89noYNMC661LdNatDDztrU0Emosd1byZK+JHvD0hBKjSEQrYtELsWzDs/VqE8t03cLGi3n9YnYuRduAnxVS3JsbA3YIsqWuTGRhpkezy18mJV/Gl+mLS7d8bJiRXaxe/9kSmLXOoQci7/x6xxxxZwW0kogBbEYo0StvG276WmTL3r7eddtzr1pYef3qrB9eN8JtdEjqJSmjH89iQ4pWtxZSFO0OZMD8ECNwPhdj1F/GnJmUtxeb3Z5pgbXCi5kbpKVM6zLbQh75PWylUEC7P40CTPYdaXSxcja8xyIa7F70vlP2PraNWa9/nUHM69qQBrfUO9JFov90v9ithxRFuwTZDHkhRp2S39tf5g2WzmYy9riuqEx0o0Xv7bpet+Ud05OtNApo9yH9O48ATPbz1HM8dg3a7SxKwr7X0vuXwUs3jnX90xovZvvFWqn2olt0Y8COQTYjxJid9YP1l7EQo24htWb+8GYCiUIPXhn2x244Cya2bG/s3vPshSxb+2TCNqXr1hKAyf49Lqy34WYVhfrZ94oglukH1+FFW2/oukQ3mkf6xYBvqfaiWw0pinYLMmBefxmAcGJh3V/GYCZjylis2jqyHpi1bobMq5atCHQZG/5g6oVTL5B05Sb/f0Ht+jUDYLKvJ7bNXuutRpZ3v0T31gjEWFhR4KXrCQ0lO8RHOzGBWGa8mCyLrv3xLFntGmRLpR/3oqX7yzTg5OKQC4SNLxNnpi++qKUVhRm9mwLwZxGIQiAMLt7NztQLpxF3xr5HAe06tTbAehyWBY8ty75f5MgyoULrslhZ25jVf97MHazBrBvedrxYtl/sVt0YcAUgW+LKRFF/We9gabngdCaj7Gtj31FYMdMazECNna/onDFXtiTUqPcpoN2+rJMeAZgcp7Wf3W73YY0271pm15a+B717MdrWira04KVfdXa0TfLQyR1et8g99otp7R5kwLr9ZXZ82eFweJUJZAca2ovscHg91sM6tCUwY+HAKKwor942vTw71GiP2btfAW3fsr/JEoDJ/tH21j4slBhdM1EEwwNXdF+2+r91/aAbuA8PD90Zirr/3j6ahY0XE93KhMAZXQXIlqg1vuzf//43hZp+EKd2ZTrpQ6aNYS0sFm5cCjOR17LUx9LS6/TxWFnPqVl5lcaoO9PfRx+joHY5sfO/FsD08e1+bJ9WKJF959Z9k32VezmCmA03ek5M1yOHw4HOoyi/gU7u0I9mkciNaFa/2LW4MeCKQLb0pHrjy4Dz+RiPx+PLRcOSP/RfBmZ6XQtmrXCjFxq0YQ0tVhnpbfo121LOVkijECqXdjl58FoTYJn9ogaa3s6unQzM7Ht2/7XuYXFg9n0EMWkws+SOw+GQSu64x34xrasBGbBNf5leH2Uy6osuSsu3MMu2+jLhDe/ma93wXqgx485Gwo0j++n9y6WtL3tel8BLjifHaZVharmwaH8GYlmXiXCIw7GvIw7OQkz/2TpE6iIvQ7EnueNeQoqiqwLZEmX6y7zkD7kJxO7ri09Ap+dijGAWDZJeAjVbBvD7zbxWbsadRZVbpmJaAqAIagW2frFztwReckw5TktRw8krY39/tm/LkUURjhFYeWFGBjEZyiPg8pyY1Et2+qnj8Yi3b99SiImWQuza3BgAHE5X+K2XVFq//vorPn36hM+fPwMAvn79iq9fv+L5+RlPT094fn7G//t//w/Pz894fn7G169fcTqd8P33379sf3p6wtu3b1/KPD4+4nQ64enpCY+Pjy/rHx4eXr1qmMk6fSOMQM5zafpcMcB5LV4dnrEVBat4WsfxlCmTVaYCLK17npb8nplrq/f4rDxzZiOvdh27dxnE9FgxgZhuANvG8cePH1/W60b3//7v/54ld+h+sXuDGHCljmzJybbzMTJnJi0euVAOh78zGXvS8nv7zFoZUNkQoxaDmJw/5sRG3Bn73Iz7muHQ9LHY/3Tvbs07B0vDhvYz5Jijiq4tWW5dL+z/i+6HJX8WWLMgJmn20pXBICYzd2jdY3KH1VWCDJif/OFlMuo/D2Z2+qoRmOn18h7A2XoNN9kO+CES74bOuDM5z61z7W3vAVqrXFa20tHHvnWwZcA1C15LAdaCl3yOfo0+j7k379rXZZa8sidetCAm5dlYsUyafdQvBownd1y7rhZkS8SSP0T6oomeZeY5s16YZaazYnDrDYGI7PsRd6b3zSjrvma6NH3MDNiuCXCt7z4bXPpz9fGXHMOGrdlrrwuzx7Aws8fJ3kcRxFhUJYKY1BO6ocwg5qXZr5Xccc1uDLjSPjKtJZWP9JcBwOfPn2l/2T/+8Y+XZdn2/v37l3W6z0zWvXnz5lX/WavPjDmy3purVUbOFbu5dSXgubMIht5+M7Tmse3nZHSv3yXzWdFvlf0dmYvKlmOfIeV64KTvQzlG1A/mNVZ7IXY4vJ5Z6Hg84s2bNy7EgDmDnq8cAQBuAGTAdjCT9RpmT09POJ1OLyAbgZkst2CWBZs9N+wYepte5y1bZSuSWVoaylr6uZfUpf7nWWHIpQDzGlt62QKLHbsHai3IMWAVxC6nmwAZsD3Mnp6e8MMPP5zBTMNuFGYj8NIhyJZrk/OVdWdRZbQ10OT48tl7Us81uNfvPut7ZZ3VUncfwSwDtVHHdjh8e/KFnnZKw6sXYofDt7FiW0BMzsct6C77yKxa01gdj/6AaXsx6v60TJ8Z6yOTmydKx8/2m8kf0O4/0Be1tyzS++lXXT5qYS+R/p9mHG+W9Plu/e1BUoED+X6v6Fzrba3fxILTvs9ci1HjjG0D2veJ3deDmG6A6vvZZieOQEz3y0dzKC7VXq7DGboZRwYsr9AyY8xazuzp6ellzFk2zGjBpG+ikX40u86eoyXujJ3zVova27/V+h5xdnt1a3vQWuem53fq+c1HQopsW+S6WmM3GcxaYUU72LkXYm/fvj2bAxY4T7OvkOI33ZQjm/HjtMaYtZyZZDLqEfr6WWZsbsbIkT08PKQgxlqS4tYywMpAjLW4vRZ1xqG1XNWI62JubS+ObWvZ/322G/TAyM53FqLMfdnrM7p+9bZMmN5GNGwW4hKI6Xt9FsREBbHXuilHJlpScf36668AkHJmX758eZW5aPvM9AwgT09PePPmzcv6N2/evJRjfWWj/WfZRBE5TxmIMWenz3XkyNi+PccbLdPaX77HrWir/yk691EEICsPWGw5cmEZ15VxaGyb7SOz3QcCMVk/CjEAlWaf1E2CDNgnzPR0VlGY0UvPz4JppIze1lOZ6PPdCzRWLrutp0xGkVvck5jTXXq8Nc5x1FhplfciAuz6s8CJtmWhlnFfh8OBQsz2jWchZqeeAuZDTM7NLapA5sjC7OvXrwDQBTM7zoxlM2qgaYhFjiwCXI8D64FYpnKx29h7/Z21WhVftjKdBTZ2XKZZn8WOv9b/MeM8su0aFCPHySxH4Mo6qwh4LKmDuS95koXM6sMmAC6IbaebBRkwL/kDQBNmXgKIBzOWBCKQipJAelxaVEbOT8+6aLkFNAYqr5IbqURnlL1FzTxXPb/XkmMJPOzyCMxsv7MHPCnbcmSeExOICYwOh8Nuwolyfm5ZNw0y4HIwe37+e9C0LuPB7HT61m8WhRot4DTUMvBaC2I9QGPyXFpm/xFQ3SrctjwXzH1ljh99nhcNWOLClsDMOjFxYTaUaMOJ9qGYdtqpgth83TzIgMvCTICm3ZmFmddv1upD63VpM9yZXdYAioCWdWSsXFR+pMwa+26ptf/HqEzWfWV+f7atB2AeuFrAYqBjYUMvrOg9VLcgdjndBciA7WH2/Px85s68BBDmzHRGo8Aq6jfrBZVX3q5j+wJ5oLH3WfVWqF45+Y5L0cfgQAAAE01JREFUtRXoZn1Oz/8+41wzLQGYXu6FmefCWqFEC67D4XAGsVZ/mO77shB78+YNHh8fC2KTdTcgAy4Ls9Pp28M5WzDr7TfLQolBLFon52wtoGVdWrSefW5LM+G2F/X+T63QYM/v0Pqdo999Bsys4+p1YRZWdr24q8iJffr06dUjnj58+PBqu0DMTjsFFMRm6K5ABsyHGRDPACJQ0k+aFpDpORq9jEbbb8bAtsSdeX1tupzdp1Xx2H3ttqiVbn8rdnm2wNULNv15sv9eNfodM+Dyjtvjfj1g2c/3rjMPYJmkj1a4MeoD89bZ/rDIiQnwLMSiR7EAKIhN0N2BDJifmg/0waw11sy6M5aeb5d1f1kWbBnY6eVs67nHlY1WkqIstLLwbB1DWtF63QzZ77b0uJn/N4JbdL69BgsrEwEs48BaAMv2k9lMSM+RWXdmoaXfHw6HM4hJZqKASsC1FcTk/Nyb7hJkwOVgJttYev67d+9SGY0exNi6HohFrszbngVay5UxII3AR8MmA7cR57YntZxWT9ksvNi6VgNlCcCikGELcNqFaVixRA4pY51YxoUdDoeC2AV1tyADtoEZAPz888/4/PnzGcxOp1Mzo9H2m3mhRpvhmHFnLWB5EPOAxtbrY9tybLuU6fltWq5uBFh7glwPrHr2ic4b+w163ddMN9ZyWRHMrAvTAGPLUVKHdmE2qeNwOB/oXBDbRgWyhWrBDIA7C4iX0fj8/Oy6MxZqtNDKuDMNqtHtGaD1ujLW8mdAiSrhFtj0cWV5iZbsv/QalP0zoBs5Zy14sTLR77omzHpcmHZbXijRc2L6vZde70FMP08MKIjN0l2DDJgPM+D1wzkBuKFGm9EoIJNXcWcCKh1qPJ1OblajhZtdlgSPWRDzwMVayrI84soil9SCVwZu8hkAXvWFXfoW0bDS71v7jHxvz8kxeEXuS3++58wyjm3EefW6MAkPCrQYwLQTk/IsM/F4/DZGDIALsRmPYtG/zb3r7kEGzIEZMJaez5JAtBPrCTVGYGuBq6d/rBdiUWix9d5bZ4/LftPWpa0rzV7ZfWwSSFYCJ/19epT9H0bOVQterAy7fuy+3rLePyovZVrHy7iww+HgZiXKfq3+MAGVdWEACmIbqUD2f7o0zFi/mXZmGl4WaFEiCOs7y8CIgWiGK1uaAGKPmVmf3W7Lyne4tHq/i+eq9Hbv/Nn9MvCK3FcGZvqYvYCyYcTIebFyo6HEw6HdHwagILaRCmRKa8EMyGc06n4zAZkHtKw7s3DzwpBy83luqgdodt+ebbLO/h6sQvdg19rWUyarnuunN3nDEztP9jt5n+Vty8LLA5Yt3+vMlixH4UPrwjTc2ABngZI4sQ8fPrwsZ/rDgHWSOuT8lr6pQGa0FcwANPvNolCjBzSBmbxnmY0WZgIwgdmI+4rcVgQx+z4bWvQA1AJTL7gu6czks7PQyzixLLgy67Luy75fa9lLo9cwa7mww+G8L+xwOLj9YQWxfahA5mgG0KKMRsBPAmmFGk+nk5sIYt2ZdV32fU+40QPSKMTYfqP9ZbOcmSzvVVm4zXJiGXhlgBVtmwUtW8b2i0UuTNZHoUSBFAMYwPvDgILYFiqQBZoNM6C/30zgw7IadYr+6XQ6c2P2vefINNyWAA3w0+97oZUNN7bAJstWI+DS++h1S2X/J3Hs2euvBS05ZgZcAF79rqxc73sbZpzltOx7m8zR68K0A+sNJQLr9ofp36V0rgJZQzNgBuSSQACkQ42j7sw6Mg23JW4NWBdiGpZemWi93ibLnmTbrL6zpepxYVG5Xidmz/9MZ6Zh2eu6bD+YdVo6C1EDC0DKhR0O51mJI6FEoCC2lQpkCa0FM6Av1Ch/LBFE3JkFmA4pRskg3iDrjFsD/HDiUohlw4tLQosaXPp9RlFZ7d7EZTH1XF8aVtG+AgVWJhNCZOu2CjNqgMn/6pVjALMuTMpnXNjxeGxmJQKo/rCdqUCW1EyYAef9ZvKaDTX2ujP93oYbPWj1hB8BdDs2e15nQqzlqnrgpbfZ0GJr35bYdaWh17ruImBF27PujL2X76gbLrLNft5omFF/RuTOsmFE7a4EYktcGHAeSgQKYpdSgaxDa8AM4KFGgGc1jrqz7777joYbAZyFEUeABuSdmIVMBk4sLNgKL+qyerkFL1suKrum9PWW6TeLoCXHyIDLlmXHbYGn5b5kveeyPNdl0+kZwKwD0/u3XJi4LIEWgDCUCFR/2B5UIOvULJgBc0KNLXfGQoueQ7OQYkBruTeg7ax065w5OnueI9DJsn7tgZveLvt6ZZhm3D7Za8qGFdm+LWixbSOhxgh4kVPz4NZyWR7AJKSoYRVBbNSFATiDWPWH7UcFsgHNhhnQDjUC54kgnjvT6yzMWLiRQS4DNBZKtNsB33m1XBcDkweryIW1AJZxXmy9DTP23krMcXnbo/28kCLb3oKZLsPck923BShdvgUsG0L0oNXqB9PwOh6/Pb1ZyjAXpiF1qVAiUBAbVYFsUGvBDOgbQM3cmcBPYMDCjQKvyJ21gMbCjMB5X5ms630PnEMs2xfWclgtwHnHsetnyl5T2XCiVza7LXJivfBqvWdwywCOAUwD66+//mqGEQVMFmA9CR3AOqFEoCC2RAWyhdoi1CivWXd2On0bd2bDjVH/WQ/QvLT9zHsgBlTkzGQd209vy/SR2e32fW+YcQ0x19ZyYLZMa1vLiel1rfeynHVf0XsGMAGW/DZRP5gNI0bjwoDzvjDAd2FAQWxPKpBN0NruLJsIAvxdWcls+qfTiYYbT6fz/jObEMLCjVmgAX7/VyZ0mEn8sPvpcrqMLW+3eWW8ct5+S9W6hmYDbRbM7PGY+2r1f0kfl94OIASYXmchpkONXhhxxIUBFUrcqwpkkzQTZsBcdybhRu3MdP/ZCNDYODS9PXJlwLJQYpTkkVmvj6W3szKsvMiGG5fK9pN511QGah7QMutbocZMXxpzV7IOgAsw/b4HYLYfLBNGfHx8xO+//14u7AZUIJuoNWAG+O4MOM9sBBACTWc3WqDZ9RZoDGpZgAFwywDthI4eF9YKD2Ycmnccb/tSsWtHg60FtUxIUa+b5c5k2XNnnhsDvjkuCzTbByZlNcBk26dPn16clwYbCyPKcTIZicB6LgwoiM1WgWwFrR1qBM7dGRCHG73sRoGJJIREQGMuTY4PgIYdPcgB/X1hdp2UzUIq48A8eF3iNmHOy67PlGvBLuPO2DG8dRpeAHdfFmACoFkA6wkjAtu5MKAgtoYKZCtpC3cG8HFnshyFG0+n0zSgWVjpsCOAl3Wyj6yLoCavrBzQF0bMhhh1GbYts36JMqFEID+OzG4fCTdaKHnw0n1bnvsCzvvLLLxk3V9//XW2TgPMJnK0+sFsGFG+U7mw21CBbEVtCTN5te7sl19+wdevX1P9Zx7QWHhRg8uGIQG4fWcAzsKKDFYsJAlsAzB2S3i3yYx+Mts3psWuIebA1gKarGNAY/BioUIvfGidlgDMwutwOAwDDEB3GBEoF3ZtKpBtoD0ALdN/1gu077777gxcLZcWrQO+QU2WvXCgB0XZrvfxANbTR2a/g1dmROz66E38WANo1j3pdVKuB17afenwoV3PAGZDiBHAADTDiPIqAAPWcWFAQWwLFcg20myYAa8zG4E4GUSWJdwo77NAs1mOFmw67Bi5NABNqAForhfY6XWyrEGoy4iuvY/MbvPKMmgxEIk816WB5K3X6wC8gpS4Lw0iKcNCiAIwm4UYAUyOlwUYUC7sllQg21BrwQyI3RnQD7TTifehybIeWK3/xI3Jca1709sADjW2HuCQ8hybfbXgY8u9jmv2rdNyXVqZfjILLVvW6/9i+0nChqyzLs2uj9wXCymK6/r48SMNLWYBpt/L8tYAAwpiW6tAdgHdGtCYQ2MujYUe5XMBH17MlcmrB7YMvPSxWbloHTB3HNmSfjIGnkyZFvC069LrtPOK4GX/xH1ZB6b7v0YA1pvIARTEbk0FsgtpTZgB+f4zIA+0H3/8sSvsaN0YgLNtFmo2pKjXyXIENruffpVlDTi23S7b8rbcLLFrQrsdVs7uo6Gkt+tXCyd59QBl97P7MHjJ9ghsEcC8NHqgDTCAp9MDBbBbVYHsgloDZsC5OwPmAA34+2aN+tGYS/NCjx7wGMBaYGPr9fYWrGSZQcuWy6zvVct1aUVws+siaAGgjkvvy9a34OX1e2XdlxxnFGD6dYswIlAQu7QKZDvQXoEm6yzMosQQACmo6WQQ2cdCjYUZM2CT7d42Wy4KLWZCjR78MpJzLsoAjcGKrZdXDS1vWwtcNjTowWvEfdnwIQA3C1G2FcBKWgWynWgtmAF+/xkwBjTZpuHV49KAGFyt7S2w2W16PQOcLcP2WdOReb+9ByC2n3VdEbTk/RJwAVgMrz/++OMsfAhgKsCAgtg9qEC2M63tzoA5QJP1bByZJIfY9RZqwDmwWlCT9wxsuizwGlrsVS9LWa+c3dYSK5f9bSNXpre1nJhex8Amrxpcdp0tZ+Fly3vwknLafQHnzosNZAZQACuFKpDtVHsAGnCe5ahnCpF1WZcGgEJNr7d/AFyw6WUWphTZ9xZwejkTWtTQa5X15P2+ct6jsh6s7P7MhXnhQLb9cPj2bC/2J+UYvACchQ6lfOS+dP+XrJNy+rxfAmBAQWyvKpDtWFuEG4F2HxqAxS7NZjwC51ADcNanpsvJn86QFHmuTW+TZb2PXQdw0Nl9vPcjikKGbJ2Fld3OXJdAS957kGPgsvvI9dKClw0dynbPfdl1nvsCCmCl1yqQXYH2DjTm0uS1BTW7Tb9nbo29t25M5Lk4DTj2qvdny0yeS4vE3JcWg5N9z/qt5L1XxgJOl/dgp12XPb4HL9k24r6AfQAMKIhdgwpkV6I1YSbKZDnq5ZZLk3V2iiov/Gi3WfdmwRYtR3CLXmVfbz/v/Sx58LKg0uu8V7tOQ0tevWUBF/ANVLLN9nn1wAt47b5kvR5cnhnIDBTASt9UILsyXRpoQM6lARiGGoBusMkrA5RelrCkLqMVwc97zyQw1NIQ8hSFGRmo2DYJD8r7CHjWcQHn4LLrWJ+XrJfXDLz0+8h9AQWwUqwC2ZVqS6ABy1wakIca8A0+EoKUdRZyDHYMbtlXqTh7Qopr9JFF22XZwqrnVfdxATlwMddlX3vhBewnfAgUwK5ZBbIr1x6ABpy7NKAPat6rBo0Fmy7L4Cbv379/75bzoJV1ZNo1sLJM7DeTc5lxZN4yc2wMWvKerZP3Ai67ngEMaMNLr9uT+xJVNXjdKpDdiLYAGrDMpQHLoAbgDGxsWwtuep2uNHvDibNvnVb2ogcyCyvgHE4WWnadB67odQReetmDF1AAK/WpQHZD2gpmQJ9Ls8ueU5PsR7ZNQ6gFNwYsts4ue2W0o9Oaeeuw3+54POLDhw9uGQalCGayLoKWXvbAJdmGbJtex+AFXN59AQWwW1OB7Aa1JdCAuVDT68St6e0R0PSyvqx/+OGHs3IewOw29p7tM0MaJlpRGj6DmV4vSRnedvuqlzWcrOvS21mfl13eA7yAAtitqkB2w7ok0IBxqAF5sOntDGh22boxCU/acrasV8ZqtI/MykItAph2WLYsA5ReZmACYnDZ9b3wAgpgpbkqkN2BtgYakIcaMA42HYr0ykTL7L3nxjTw2H4zZOH1xx9/AGj3ndn9WvACXkOJhQptmQy4gH3BCyiA3YsKZHekSwANiKEG+G7NvvfAprdFcLPHyLz31mktuYVavwkLN0bgYu8z0LLlPHDZ9zZrcw/wAgpg96YC2Z3qGqAGxGADcnADzgHHytt9onUjZay8PrFMmQhCwGtgZcpnwQXsF15AAexeVSC7c10KaKJesAF9cAParoxBztuXaUmYMQMz78GdFlbseBGw9HGi93sGF1DwKhXISv+nSwMNOIcacA42oO3avHUMOB6oWNlffvklPP5SaYBYQAE+9BjoMsBi6yy0gHNwAZeHF1AAK31Tgaz0SnsAmmgUbKIs4IC2q8o4szXkuTHAB1sGWKJrApeoqqySVYGs5GpPUAM42AAON6APcJltWluOI7OKHhnTAyyAQwvYF7iAglcpVoGs1NTegCb67bff8N///pdu8+AG+IDTGgkd9uwz8vyyzH4esAAfWj/99BP++c9/Dn2ftVXVUymjAlmpS3uFmpbn3EQR5EQZ2G2tCFIiD1aivTktpqqSSr0qkJWGdQ1QE0XujSkDu0uoBSrRnl0WU1VDpSUqkJWm6Jqg5qnl5PakawOVp6p+SjNUICtN1y1AraXffvvt1fsetyf66aefXr2/BTC1VNVNaQ0VyEqr6h6gVopVVUxpbY2lTpVKSelKrKB2Pyp4lbZUgay0mWzlVmC7HRW4SpdUgax0MRXYrlcFrtKeVCAr7UYFtv2qwFXaswpkpd2KVZ4Ft21U4CpdkwpkpatSwW2uClilW1CBrHT18irjAtw3FbBKt6wCWelmFVXetwi5glXpXlUgK92leir9S0OvAFUqxSqQlUoNFUhKpX0r9yS/UqlUKpV2qgJZqVQqla5aBbJSqVQqXbUKZKVSqVS6ahXISqVSqXTV+v+eTl7y/pfPrwAAAABJRU5ErkJggg=="
-                       mask="url(#mask96)"
-                       id="image112" /></g></g></g></g></g></g><g
-           id="g114"
-           transform="translate(136,96)"><path
-             d="m 0,0 c 0,-22.091 -17.909,-40 -40,-40 -22.091,0 -40,17.909 -40,40 0,22.091 17.909,40 40,40 C -17.909,40 0,22.091 0,0"
-             style="fill:#f5f5f5;fill-opacity:1;fill-rule:nonzero;stroke:none"
-             id="path116"
-             inkscape:connector-curvature="0" /></g></g></g><g
-       id="g118"
-       transform="matrix(0.8,0,0,0.8,25.599997,19.199998)"><g
-         id="g120"
-         clip-path="url(#clipPath122)"><g
-           id="g126"><g
-             id="g128" /><g
-             id="g134"><g
-               clip-path="url(#clipPath130)"
-               id="g136"
-               style="opacity:0.19999701"><g
-                 transform="translate(96,135)"
-                 id="g138"><path
-                   d="M 0,0 C 21.924,0 39.718,-17.64 39.987,-39.5 39.989,-39.333 40,-39.168 40,-39 40,-16.909 22.091,1 0,1 c -22.091,0 -40,-17.909 -40,-40 0,-0.168 0.011,-0.333 0.013,-0.5 C -39.718,-17.64 -21.924,0 0,0"
-                   style="fill:#ffffff;fill-opacity:1;fill-rule:nonzero;stroke:none"
-                   id="path140"
-                   inkscape:connector-curvature="0" /></g></g></g></g><g
-           id="g142"><g
-             id="g144" /><g
-             id="g150"><g
-               clip-path="url(#clipPath146)"
-               id="g152"
-               style="opacity:0.10000598"><g
-                 transform="translate(96,56)"
-                 id="g154"><path
-                   d="M 0,0 C 21.924,0 39.718,17.64 39.987,39.5 39.989,39.333 40,39.168 40,39 40,16.909 22.091,-1 0,-1 c -22.091,0 -40,17.909 -40,40 0,0.168 0.011,0.333 0.013,0.5 C -39.718,17.64 -21.924,0 0,0"
-                   style="fill:#212121;fill-opacity:1;fill-rule:nonzero;stroke:none"
-                   id="path156"
-                   inkscape:connector-curvature="0" /></g></g></g></g></g></g><g
        id="g158"
        transform="matrix(0.8,0,0,0.8,25.599997,19.199998)"><g
          id="g160"
-         clip-path="url(#clipPath162)"><g
-           id="g166"><g
-             id="g168" /><g
-             id="g192"
-             mask="url(#mask180)"><g
-               id="g194"><path
-                 d="m 32,172 c -6.6,0 -12,-5.4 -12,-12 l 0,0 0,-128 c 0,-6.6 5.4,-12 12,-12 l 0,0 128,0 c 6.6,0 12,5.4 12,12 l 0,0 0,128 c 0,6.6 -5.4,12 -12,12 l 0,0 -128,0 z"
-                 style="fill:url(#radialGradient196);stroke:none"
-                 id="path202"
-                 inkscape:connector-curvature="0" /></g></g></g></g></g><g
+         clip-path="url(#clipPath162)" /></g><g
        id="g204"><g
          id="g206"
          clip-path="url(#clipPath208)"><g
@@ -510,18 +447,10 @@
          d="m 51.841797,45.207031 0,30.06836 23.576172,0 0.0332,121.097659 30.832031,0 -0.0332,-121.097659 98,0 0,-30.06836 -152.408206,0 z M 151.04883,98.375 151.06836,152.64258 116,117.60156 l 0,43.42969 34.81641,34.79102 c 0.36481,-0.62681 0.26757,0.21174 0.26757,0.50585 l 30.72071,0 -0.0352,-97.95312 -30.7207,0 z"
          transform="matrix(0.8,0,0,-0.8,0,192)"
          id="path4564"
-         inkscape:connector-curvature="0" /></g></g><rect
-     style="fill:#f5f5f5;fill-opacity:1;stroke:none;stroke-width:1;stroke-linecap:round;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1;filter:url(#filter5669)"
-     id="rect5267"
-     width="152"
-     height="152"
-     x="20.000004"
-     y="19.999998"
-     rx="11.7627"
-     ry="12" /><g
+         inkscape:connector-curvature="0" /></g></g><g
      id="g5269"
      style="filter:url(#filter5383)"
-     transform="translate(-31.999996,-24.000002)"><rect
+     transform="translate(-32.939321,-25.078639)"><rect
        rx="12"
        ry="12"
        y="56"
@@ -531,9 +460,10 @@
        id="rect4982"
        style="fill:#4caf50;fill-opacity:1;stroke:none;stroke-width:1;stroke-linecap:round;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1" /><path
        style="fill:#37474f;fill-opacity:1;stroke:none;stroke-width:1;stroke-linecap:round;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1"
-       d="M 71.095703 70.748047 L 71.095703 104.68945 L 123.41602 157.00977 C 128.11686 161.71061 135.68393 161.71061 140.38477 157.00977 C 145.08561 152.30893 145.08561 144.73991 140.38477 140.03906 L 71.095703 70.748047 z "
+       d="m 71.095703,70.748047 0,33.941403 52.320317,52.32032 c 4.70084,4.70084 12.26791,4.70084 16.96875,0 4.70084,-4.70084 4.70084,-12.26986 0,-16.97071 L 71.095703,70.748047 Z"
        transform="translate(31.999996,24.000002)"
-       id="rect4982-6-9-1" /><rect
+       id="rect4982-6-9-1"
+       inkscape:connector-curvature="0" /><rect
        rx="12"
        transform="matrix(0,1,-1,0,0,0)"
        ry="12"