data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAIABJREFUeF50vXewdetdHvZbu5dTv36r7tWt6r0igQggG2yNQQzBwIRAEmwCGBL+EGNKHBMYx8YI49ieOE6ITExJgrHHxAwhnolNFc2AhCQkXXGlW/XV852y+95rJc/zvM9a79m63lefzjl7r73WW37l+dW3eOTlr68iIoqi4L9OpxNlWfKfX61Wi59FVPx8sVhGWZVRlSXf7/V6vHSzKQPXLpfLqCpd2+60o9yUUbR0/6qsYrPZRLvTitVqxe+1ihbvhxeu7fa6vA8+7/Z6/B3fwZjwe7vd5v09RvyO0ZXrVRRFK13TiqqKWK/XvBZjL8squt1urMs1r9vb24tutxOTyZT39wvfKaKIXrfLMdfjbOEpmEfw3lqnTeDpmF9V4e+K98YYMS9ch/WZz+f8Hc/ncIL/F61WO1qtgt/Dd9ptzbXTadfr6P3BPPDPa4DnY3z422vj9/AdPBef4dnrdRmbjZ7pPcPneBZ+Yi3W602cTab82el2OA/uFebC/cC+6vumCcwHz8S4cB/sOfejKPhdrOVmvY5up4Mv8rPNZs216fW7UTz5xFsqfwEP6vf7/BL+cZm40docP7TZkFYiPA1yNB7x79lslh6k75m4vVB8jySDn9oKj4FEjo2PQoPfYIP1wgb3uj1u0iqNTx/gPloEP89E6/dMXBjnpio5Xo4LI9D/YlOWsVlvSGB44fecyHFP/Nt+gfhKPLvSGmEU2DwsOu+XvoNLQFjaBBCTxoHN2ICQ+X0wzUbfTQTWSQSAgVk4eOM9Pvzk3DYbjsGEgGcNBsPodHqxWokZReAdEvhgMGj2EEQSEWsyYxHttogJ+49x42/vGPYG92yIX9djTQeDfmL+FeffKopot8BQi7RZEERlFO2iIUA8iEQ0GnGSk8mk5iosFO6Im5va8TuuxwvvYSI7u7uUBLdv3+Z7JJ4kCcEdmLA5KkoTi8gQGwgBYyLn97Go4O6NpCMIjwsDiQgJjTEl7ucYQUiJOzE2MAoJIklLSr9E1JToJMCglMaGYLEwxpwzGsbQ2KwhPDdcy03gGqXfSTgmVEjHVvR7vWw9RXyYI4jNEtqSU1JOa7vNvJaCfD8RtonSRGchgmvH43FcvXothsNx3Lp1O05PT88JF+zbYgHCCO4hiA//uA/QWtibsqRENI30e/2YzebcC0lESXavBZ7v1xpaDFIemoRCoyTDrTfQQhHFE0+8pQKHkTMSF3FhoB4tCriglkJSrbje6s0PxOaVITWBa0ywIh5JHE60348FVZLUKDbDC24iswSGiizTJkE1d9odEhbUvdWeN6xKstJqylLBTAIOBTebifC+CcyShDAhMZsXEX9b4vi9HKJgWoIQRVK7YlYQV78/0AZ2OrFeY9yQQpCEHa4J3tNGCiaYcNttbajHguvxwhqbyRKFpmdhQ7W+ZhL8BCF1uz3+gxrGNSA4SDSsOcdeNnCGRNeScPH+YHzYBwzR6hOwo9uB+hXd9HqCKxYgkHhUuZtNTYCEF2VJ6b5aC8aJANPkwNV4ODcfGiVtBAikSOqNm5pwojCdJF0rqQliw0wV5ouI37GROzs7sZjNYjlfUPpg6Us8G1IVf5dQhxtKJ3OhOR/qGZgCn5ugyJmF7mOp5udK4orwsOBVBfwpTAMmk+qs+BNzwT0gYf2ClMkJ0MRrVWwJBbUOfJtLgeVyJSiB9SHGxrJqs7FelORJS2DDsTbGip1Ot5bghBjY3LYggDG19qdFzWFIQokF1d5qc55kCuJT4dfRaEgMDyIEQeB9q0zsM5i83KwTk+q5GDPGSjrh8yC6rOY1r6LAfBo1jP3EmLrtDrE01pZCSQAl1uulMPYrXvX2yiIcQwToXy4WAv6JWsnNqyUnjveB9axOobZIADA2TIzJUDCwz7mJkhD/QYKu1iRG3B+4Ed9vDBrhDhAAFhMbDMJbLpbiLEL/5kV8BiJMIN3Pxr0hobHgMh6qAHPaWLKaM4GbcH1nEHwjCRot4DlhUbFmGI2fISnUrQ0nEKbGJbXv+2njZIDIMADRrbVZ3S7XBJCIWDQRFRgSKgyTJzRJ8yVDwXiyqkoTkGHTjjWuTc/j86FBMmkP4oZ2wVqvNyuOEeMwQ0Ho8PNkKIGMcEu8R+2VmAF/g5FEMyvOjZI4jQtEit3DczrtVhSPPfFmGiF+WVXi53Q65UZBZXY7+tvqxBtsVWQ8aJyQc3aOHWsOJuYTR+c4Lcc8XkxauElSzcEcyWLHe/isAf7icpk14kyNTxaqVAQkEqxlYRurjXwNCEeoDVrERfgdaj+/Jt/oApI1sy6x4LI8G4KwNvH6WpWCOfC7CTpnBK+NGbtejzR/bmWCTca8tljNiCLsXiyAbYuI/b19/n18fJwYRhoPBAaJBMmFvy3hrVJzw4YSvAUjSdAEDEZG7HSj1+vX9kKuRTEOEBz2BvQEGwDqvHj08TedI0AMHAPAjW0wQPyCAE10Bq3mLltenCgljUxwqtRkqJjbSBBQKYkADYJzwvX3+LyqIoCnGyYZSiAGTihBh9rgiaC0szVo143xJP4GljEBZgL0HN6yFISaJCcnQmokVyZ7E2eTGWoXELAd1Ji8AJCGdgOBAYTzGpeKXTB06dC9g3F26RqB0SCsiHvhO8BhgBPJAEh4uxkbXGaCOlgLPAvuE2BmfAC8j8+whp4X7od9AMMZmxuL2+WE+0NCS9KCOSFZ9TeYoNvtU6qRbvB5mvdwOIzd3RG16opGqFwyoBXCrseeeFOFG+KBWChICgzO5jkXssYwzcLbwvRkbAlDbdTqKwHtHBPScIHPK0k+LNJsOiO+wSuXGgXdK8JktXVM9SG1PxgO+TmkDeQccCHANuAAxscJJgyHTcQi2HCxSgCRGYJYHeeSJpcAZkw8z5IaAxChAs8lt1GmUTBOGwM0nJIPEdeagbY1gCUw1taSETgWzI1rDfiB5bD5cE2BOKG+sY+j0Zg/MU59XzvSeABEpPJBCuOCUPCazeAH1H08R68Hxgu6kOuliJ2dPblZEj7EeORTkyEkqdeO8XgYmxLwaSEi7bSiRW9GO4pHHnsDMaAXHz8txi3ZCMLbbQ4Sg+PmZm4Wqw05WSWWsVhWO5Z+xhP4fju5KaxmLDUl3huCg6TEtX7fUhjjsPVN9Yh5k2LtUBcAl6UObNmvub7f73FsZiKMy5DBBGemkWTTZgmbdSTdo6j9dCBCS3yP0yo+t8RzfGkV6TXyT++DMV0OifwMWdTy1WLK1jL4XFJPayBCEjNaOssPaQMzzSvzWkBaSmqneWZuLRuK/KyMGA136E4BwYOgLB27nZ7wHTUhnM6SnnR68VmtKFOAoHj4kdfVBOjFtwTLXQ1YfKhCTNB4iISUnJ8mPBOSNxDEaFAK6YhFooc+EYcXz2rS3Gb1DjMexooXBe9fvXo1bt26VbuBCBU6LRoqVs/mbG+65yIJAqdso4LyeXoNSEDJYvWGco52ECek6e8aT5rJcB+MNWdE4+caY6bNlURpvAc2xnzP3IjLPRZ0dSTIZKb1+uI7WG9juZyxa21C1Qnc1uO1MBpg/GCO2GdLeiFqSVDcF5/RW9DukbAuXboUx3ePo9cV8Q/getpsaDQKY4eM2ERDsMUgGfE8qmBvunFEvhjkyESRVIdpABDFALJeTHO6F9Oci8nh/jZg8D4XNoWy6FNMbph8YUyY3OBkJZqoMGngJkjko7tHXDBY5rO5LGlLXEsVS2s8C1alcRUltyi0jiA0+E8RjdwoMHFZehmmwIgQ5oP01mqJACVFtJ6NRekwXs7weo7HLhesNg+S3HixiXRojnLqYjOxHoIv2iPAKalcQZ7cKDFDGeebOO3CssQX5hOexVgbLSHXkr5fxu7ODr0T8HkCAmE8veQjlFGzjPl8Rq/G7njMNSoqGYTFyx99fSXwi0gInJ2YyPnQm0GECRHSw5LQG4bBbKuvnNNxnUM/+/v7cXZ2Fov5gm4YfO/k9MTh0ZprKUWxoAD3wDLAOctVrR5q4A3uLNfRQ/wyYRpsDB2qcOGUjWVnXxssPizoMhk0NIxSvNpzEgE0kRRLGX9uh7ycy80mN+pYvkc7sU2c2DQzue8pZ7CI1RAIG8YoUbmREZEYwjAJzA3NZO1h5re2wPexl3S51M5uSRMzaa1p0vglpRW5AAOa8HLJrnFAeorBjCUpkUtFVCR56b+ICvF9Mv9QrjzGqbvC5C9/7HWVFllhIVtatkTpC6pgzcrawU3N1RgIFheEZVHvxZFxaPeH8ICIXJalLWlvsN4HkcrCxQuDPJ9QoIXDC1gFHIex4B99hsntYuvdMCDfOC++N1pYTQyosWiDcgiBvy0FckkiBhAIt/Ty/E2EWBszp+GBx5ATgp+XjzknKKq9LAFDq9uELk3UTTKDiEOO6JbChAl3m7HA/BAEZgI6p2FdJy3SeDAU22bMO2F/GlMFfIXAdIrawA3DpIOEMRnbhhsILpouoljy0waInL+XUTz86Gtp2zMsQjeCzHv8rLEHMynkEsnxkNSKAC8mAaKAioOPCBtj1YTPzM3yfzUxU8cQZSzouXI1gMMULsqtVExUiwBXEcJLkIhyc1jlFlgYbpYzR0RYNmB0D5lrXnwTllQ4pirCNH71d0WgCh16MxRJsAosGH/FZlotm6At2YyTxTjnQ5b5GG0IGF+bsXJmlkM5WbQpxkoCSJlLnE/yF3oc3kMQtdSqoQauTYSdGD1nOGghwhVGjEr+Bw8FoiCKpct9x6SECkJiRUd1LyU1YK0hHStEudL9i8eeeGNl8Q8z3r4eSzrhjCTJ0uZ7o62C8s0zQXkh89ilCRrfA7E6MmF11GBRLQi4GcSMe0DdyB8mdedNaPCqrFVLMBOyJJ0MAkh4bSLuCwJyeK4xAJQFAqNAz7BG8Nil7uy4F/MppOW4dhNXtbS3NNTGi1iMp6zavIYmSn8Hm4ZnOr5rqYl7AwMDkjhrRxJLY5b0FJPRoEjuMQdKNDeNH14Br2udwZNpAQgnMDkkYIeQpqTAWq5XghcUFvKAOGQHCUc3C6R0SHsCHuXaieFWuGE8KasIq19yDCWCfG+WPlal5tCca62CbHwottnESLEwmLAkhPIBc5Vnt4GuGyS8JwmMcTnXMCdAAXapCUtCE6mNEqlagXw8w66iHOcZ73iRPJdtovezay7ewoqCCCsyTX6NJXkjqUUAVvG+LwgL1yheq6wYexsazJhcZ6GYLAjRcGb7mYYnJM2E9WqIlaAHjb30HHCx9wxuKKeD0QpO7hneB/g8WeIHBwe0muFshreE72tn6zQt/CXMKKbiOsgIke8t3yxPXKpXiZe1NexQWOY/tAQwFsxVWy76vQnCayIqP98WMq4XRymyAUKE5Wq/3bb/Ds+y4xSqOSdoM5ff8yZh05QVoowRE0XuxvF3vTlmArzvefozz9fzYTJtSlHyxlpl+7u5lMvv7Xg4mM1axsxhqao1g0pMRJCMPFznRFOreqy1DQt8z3g2X2+rZTNn7WcskAkjA9PMn9MJPsO1TOWCu4w+V1jCyphSJKGopTQFS68Xk1NhTxKgJ+9N8AMJ8JMj10aIF9wLnS+uidgA3/cz9/o7Sr8S0XhixkImLlwrYmgkgCWvoyU2QGCNmausHr2gOajPJZoX32MzUVkF5kQnDNu4VPKNM1f7eZY+2yrTxGwJIMys+DKt2SyDSLBC0sNS3c5nJYkKMhBrEd/J+b99b9zBmJaEy/vlyRBOA5Pj2cxoqOO9MHMZ0wqTKj0MTugpckeRLMH8SkVZMDZmesNOaCnZFy9K0yhiOZspKeWhl7+2kt9I3nXc3AmNWgil3hNTpVR9L7I3FN+x2vLGmUvyhW0kk61hWbUmKKsHS0RbcMJjWiQshkNSWiClsXtTPA8/C3NzMqw5P5fIliyei0OL4HaoQqgVGyJJp5yTsDn2s2QzUXkNTKQmSuE94EBJaxhTIDYYXjkEMayoIzHJiwDNYVcZJU0ytjwXjJu5mcm5TXVLKS+NI6PDfklhYRC6GCErx0igmsZTchwzWzoRID6mBEyM5BBrDQGYfoOk4SalCy41CDWwA6xmYkBzjhfMSQWSDhKrVr85fslVlKVejpdgEePlxfD9G3+YnLd+WYrkxGuVg0WjKZ8MGBAnUryV43ce2+VRDnzfUs7GTG4UmOgtXaFKnMmC95wN4zFuS9ScKHPpYolqaSnixJiF1fS5EhNEkE7gEDNZ0uE71g65lKV6hdssSU5b2GbmHNuK8SRAbPFa4pngsSaSomtat0oaVdi11ogsV0i1PUwPE2Enc4b+VgcNzND0JrKUAtGVgTwpcLF1utHv9hQJMaeYuLwp5Cgmp8qStNlux2cj0Rq/WSP2lYdnJywmaIvYKhhGiAn3vKX40rgwJ3JvrDfdzzFmcpiQroAkOfH75cuX4+7du+dyFy3FqCKyDBs8D05zRHGs7r2xOeH59xzb5R6C5lpJH7/8rFyj5Aad72cNlVvOZP7kXsH3t3Gav2s86Tiu72+r3jixUd9FtLuKHyuSIqPBONkMDV8e0xvTZOxjdPjN68TcP0q7NlPBKHBgVSOTBsSMWLAnZmmDBzeJoSlB0tm4WagrF/FWwwSZKV5srrJEOy/ZYAnJ6Wz8YulpvOVJOAbphTCYz6WR1VsOAYznDg8PuZgwZHxv41UzUS7ZLQ0lmWSc5RjQRO/v5ARonOs1MJzQuOxlaxI+PDc/y39L0stL4GozZv2kSInnC39bPk4/z2MT1kbyZxOR8Zxzpsf3VPWm5OIlU7iaSkFX2HlPh3SLwcFdEhIRgsG1RZeMDBDuD3y7nEUR+/t7wv5Iah6NYjVfCANqsLrIqoMWSnJ7UAXDf5WVANYPSGEdfM+EbO4zAXnzLGlgkWHCJkBvshfS1+fRBy+aOdCbkxs8/r6fnzNITvwel3Grx5W/7zFhoRCox5gswXPplzOFGQLvQXV7jMa5JkBLH2sLj5c7kIwEPx/XOgspfz69FCme7sgF5uhsGDOz7wmVmu+ZVXZOhBgvfXOpxsV42gxotUooBMGRok+2mJmGlSCP1wLfdaktMJ/wsWLI3P+HH3ktkxEsYg2+4ZRm9nBSwapdbdK2ajyXQjRcDKbNoz6kySWzZDRHYhDAblzA2qHbbKmeocRLM0O+sVat5my7UnLs43HmRkG+sX4/N0pyIrChYyycGyEG+p5/DkPMtN4oqy8zp9Y4BeGJpez60lxhWCCqksd9MW46nBPQl/SXlIG4cD6en4EojEKgMgxxndeMNmqS6F5x5yViP7Av3O9Uu1JDslS0ZCjAeVLCKcZOQ48REGTPD4gNmW9ZVsTTy5SXCUc0GAGGDLJuiIofeuTVSglJ6eqNNYwFMWCWODWnpYx3EQiILcWH8Tt8QZQKiQirDUI3Lj0Uh0MCUrynIh4vxrZKM3d6Y01EeN+WujHetgFg4s2llSVkbnn73iZAqx0vrFWaGRT3cwq9n5GrWW+SpW/+PROvY6eGCFoPOdvhpIcrYzGH+m0c+HAAswAs1emQwLCuZcmEDpRJgvim0xmlr2LQKhRHJgrhFSMRCp+x8Io+WGVuI0kUQgeJo3hGzdAph08Co6m4Y9ETkmSXcxUotVvR7XWig2BAuYkBcDcZZBUlLGhkKaj+i1b7hQuHMZ1MRYC5dYWJ5YsvNdEUa3sTmeKTQj4W884rw/1yAqlVIyacPOtK2U6F2ykagA3IIwj4W6paXGY1aC7OrWYTUq5OreosrYw1rbatAmtpnkkHvGfJZ+ljw8dEbeBvSWqis8Q2Uxg2WAXmmmR77UmwVAJZZV4qP+D9JHJrbwCEBOswQpISEk0Z7jAkhOVrxk3+wh6L1FOJaIjoqxLfU1LJGngQ6fPAm9BwKXqUQxwwyWQyo8GieclV1wMhFhHj4TC6oANgxV47JvMFDVq41GD97u7txQZ+3pe9/FXMhskXwgupjanlUx218DvmblvF3mBLhtyCwoRr1ehwWLtDCzN3leRWpgG9OS9nDhNnTnjm0hzbWTXZ2HGSZo6xchXv++I9E1hOUJ4TsU2WvZ2vRb6WZh67ghwzbVRgk/rme0BNt1vKMHERfm5cgGAODy8wyfP49JhaZxfp8ZtNoGgLjIo0fTybyQEsjYAqFkPjs9RlJOZzFJotYzjA9ciGhvZKGdfJCDoPIezMjlgsEaNWfJ7OZ8SKmf3SilG/FyMwBjGgtCI1z2odhweHMRyNYmc4iuKRx19HpspThbDgjfSw76cByPnCe3DepG2VZxeIfYHEbqm2lXggawFiXCc81Aw6H1uNOXpa4NzSzjGXpXJOxMI55wu78bklocduiWFmMLFaghFiJIe4JTOuxfMxJvvtTMz2LogxkP0iy9WS2O4Yf1/XKLHAZQdmKm/kaDiikxfqFWoVqq32HhDrqd5DkAcFSlDLqu8ZI4VeGjjOJqckwM16GcvlXOn1dJI3eYbeYzIPe/kUMV+oOYAxJtU4MCCxXRU7w0HsjEfRw5pPJpR6w8GQ1u/LHngg7rn3PsavSYAYpD3+uToyccinJe7JJZSlgCduTGP1lROd8R2/zx3QREwAudXkDTdB2qLLrWJLGX8vZwCP0URhiW6idPwyNxpMEB6nmcz+PONRJzH4u9v+yNyFlUvJ3GixpPP88Mzc8le1mbJ3zMCek++J50IS0nFMLK0cS6hcqGQlj9i4BHHCbaJcPbAckkNBcEw0qVaxWs5jtVow99OZUO5NU/sMWwiPIiEBY3MVoKFqFYNeN8aDAQmxFWWMBsPYgQE1m/LntatX4/DgIK5cvhyoG1nBsf3wo68hAW5vZI6vkP/mhcYCeFFMoPjM5ZiWIh70thSo8Q+FvSxrSwhLKwNgS6ZcSpkgXso4MMF5s6yyLZHwHRswxpY5Q9kAMYF4rrkK8rxsrOVGhi1PE1Puz/Q8c0Mol4w2UDQvZHajCKrJv6xzzVI/G2kp5W92uj1aw9ZcWiOyW10Z2OsOlG9ZtGLECrhKGepDFJAhLgsBs47ZdK5uZcCBKVTIOfI/aSYU4sOCX6PBEhoXtZCC3ybu299BRV4R89lURfPAh5t1XDo4jKtXLvP7w34/Dg4uxHhnVwSIh1nUO87qzbe7xDWuliK5b8+b6sY+5vYa/LrZjX1cqU0bVLFVlgkXIhqNkUyMuZ/KkjGXxCbOnGFya9oq2/c3UVkq5njNBJgzo+9PPJbqWXIm8KabuI2DTWh56UI+xvy+mJeJHGPY2zuI2Tw1Scr8rPl38DtdMazIUzY7a22rigTG2l2mH8ilBaNBXQzws1vHc/FoSEL8hF8ZafKM7aZEhrV76aSyV+4/IQhqeRDeEwH2O50Y9nsiwBZKZWckcBgzkKlXLl0k7gRh7u/txaWLl2Nv/4KsYANuSwwTWYPnlNiYqzkvsIkBk4caz7+bb2RuLDjfDAO3JDOx2oFrvGaJaayH+5jQc1WdqzM7gHMmykE83gdh4D2nzOc42ERlTGns57n5ufjb6+Bn2cjw80y0hic5vjWjWBLWkpcBBFjDqfWUU++TtjMGVeIsJJezwRVXZiF/StdiShh8tKhGTMXjCpuJgJXYsCJxAGahhBLGBNaQlnJy9+AC1M/U2Lqlfn/IgEHl4rg/IO6jUFktqM7Zpo9r3WPhEqInkKWXL1+CbRKd7rBxw+QAO5c6IrAmLcgDyP1vIB6rYHOzN8eSzItGrJUyKsCROfDPrWl8D3+bAL3R2Cxf501vwLbu91IWsvGjicrA3zl3/p6llKVcjg1NTLlRYsbBT3zubBrjYBsPrpvJ4YQZ314ArCG+v1yhoP782tjCxzibNVZgQI1BZXRYG7lGBK4ZlgbBKc30f/XQgRR0J66qUuUcndItSNA+fYzs1xNVLOAuAVE6iZQWDFRwGV0YlUWLfr8eExNgXKkWGzXDyqbuxaDXoxQs10tKaDDYfIGM6MdfW8nzLqenORdOTHdJEKc2CQfGQbnhYHBubjZB59eaw6nq6A+0CtnIJMN7qdeIFlbpSi4XpCpJ4+D9SeXnq9kwfvY4SW4SZ3/gQvsRc8LPpVu+yWYcYHKmlacQEzYSksCdBIC9WHyN6jc2F1rVXbKwaZprxGAo53AuNSlpqQUUcwY4x6bduXMUrbZStDT95MJIHgNjWuUL0tNR43JjzcaISVqGxj4aDPRiNEAPyKYNHWEKohfImNmg2wLqvZENs4oipbrhQVDHZO6qiiWaKKETLPy56SfUcKcVsbszjr29nZjOptSKtIeqKg4P5PvDGg7HOzFfbiABX1Wn5KsTpgGssIMk0Bf2/LNkwKaZ83JL0Yu9ba2ayPF9eM9z4wYbpjWXdQyvPAksuUoIrFPBUV1mWIcR1R4Nl7AAKhUhqd1b6mHHjg1LSgKlQrnCzyrMtSiSPu75lye5Yq7GrSLYZEilSAWI020/cB2Ktk9OT+s2dpaY/q7sVzHf5StXiJFm8wWlC/YCe8L6YqZCab3w8s8G7zbFYYiMAAOyVYZTIAoxPSxsGCRQx6o5Vk3IoN+L23du0bcIldpP+FLYP3XWSnOHRMS41WpEljGuh8sFFvClC/tx6XCfLZNRLwyLeb5c0XqmZIbaLmC4LiEBX5PKMuWXakJxjsc2ktHqNzcCTHzmbBOhcVRuEOSLL+ySVUclIiNBYpApx68hvvNFP5QcWR6gVajHaOKyBPbcsCAm/FyVyiiRhOV3rNpSzxpLSqxPnrArAmyyZpKISwykzrG5H9PQQmFNGR9u5dZje2RFNiA5aFQkZ7divgp/5WsqlSyiFExRnxpDDKprxoVXchRTsiItfhC9ntrz9geKhDCsBmZl27xRHOztxWI+ien0jA2dwFyr5ToWq2Wsyyomi0UMByMaLSBiMF63VcT+aBD7u8PYGfTUgKBqUWKC8FabMqaLJQmSEPfRJ15b5wMa6OcYyvgK720bFZ60OdIGgokwd1GYMLRgStt2PW7uUvGi47o8+yPHqFy19MpdJ1abZhBQ4pa9AAAgAElEQVRvlMdNZkmO4rz2NTd4jOUo+dkwUxvuOeFa40gTvV0e+K6klpy4/h1zclTCmqNxNTW9mHMYkzuzrapBOJ6T90VVfE2TIY0tdZ9KftuUNqMYMH2M+LxPKUjIAuiwVuMjUIUSHZCUCmEAJ7VyA5GihUjLdD6LFRpWROoNmFLt28haB0+Vqxj1unH54kEc7Owy8xkEiKQEyNPpfBHL9Sam8yXcMK+qm5QbMGPy3hQvfE5Alm6ORJhovDnbLg6qs8TJJhwYNl7E3GFtN0auYrzo+VhyZsijLd5gGz05kxAfuQDpJVKfmrEpZk2JXddVNBlD2y4UdR9tXtuGS24cGKPZkFIavlS+1xX40kadiZ9SuXQZqHCdX+6+IOkqVQ0pnUMjoBsYCzAIgO9hiOAnvuPaDbt1ICk3myVVKFQysCDcKSjDxD/28+70Y7VBrmKfEpM5gBuk2sMKR1JCFaNBPw7392M8UFOr+WpN3+IC8IB+SySkZgTojWb8MDW3yf1muYTJVdu2pGsWRhybSyATsoB708XJ7+O+Dv47y5l4MctncyTDhG6p6k0xsfs7lmok9OSTdPfP7XvbiIK6IRzJGq2bGHJLX6pOathz9U9npcC36RJLS0ljZHeetyS35HP0x2tA7LkSHrREtaR3do1UsFK+cI3VP9Pq2Y1f5QkgGvyucgaNezweScq3IL2XsVygnBZtPdb06dG1Ba0FzQR1Gu24cvUe9geC5INmgR9wPFAzU8SE2+iKheZHNAoj1jBeEI7E81udOD2boDWH/IDevHxxjdlMmL7GhoUlkrnauMsE6IUyZ1tlSSKCAwRic1fG9j1yqWRCdtGN89wsAQ0dvJlYbKQoUX2ks0vog8wynL1plmq1MzpZvri3MZzDbJ6v5tN0h/D4zBC43i01cB8kXli7WOIpJ1BEIOLo8TozmRndYTT8tGrX+iv5FWNyJhFivnjPwQL2yUn/5QkWJFBa5jozhWPoFHF6ckQiXC0XNUxC7x04nlWQDid3K4ZI+1rMiTHhhrl27UrsjMYxm57RP4jICO4JtxKiJlTDVRmD0ZixbpxJck4CGpTnwD9XYbkPy9Jw2z9ljrIU8sLi71yFyrpqWmOY0MwMJky8b/eJOR51GiAoZyob2G+r/u0xgCDGyHCeTvm4Bkc1vrVaiiXVC7eQCd2EZyJtVPH5NsM5TsvDil4Lzw3Pl5Ruzv+wQx8//Vy28cXhQEnr4ntYdxsaSkYQAdtQyTUUMJhj79pjHdQDFQzjAfcdDceEG1UFN8mK0REQF2AhHcpskt6hCi5gCIH4Aavkboid8TDuuXolRizqmiW8CYXcitliHbPFMtpoHtrtBUvcaD3TD/iaui7YksiEmG9g7py2uvTn/p7ftyQwwdjV4o0RkYkAc2yZS1/jRhOggb+JzVJgOyHVzzCD+D7COqrgUnVYc5REbsjU2iDlLnpufh7mlEt8WbKNFPe9TOD422o1nz/GIuzsnjLnW3C4uNxrwpJHSj/5OL1uzqo25pXxI2xn4cAxwbggsavUFoQHacjEhRIVh+jtjKkgcXRNosJRCviHe64474q+QHfKb7EKDhGWTuyNR1TzwILKihZTrtZlrAM/NyS+is3vI3BoEyAFVbAJxVIoNyZyabgNvvPNtaT0vXKizInMm6DZuolQs6C5XxH3slFiArI69Bh9P0c6tiW2mckRAvRAJs7LIgqWHnavkNhTxCU/O8XE2Ugu49svbLSOcUNy5BYwxs6u9ynRVkSqrBcTC7FeSkUz/tZaKpPYuM0EJ0ypzgXSMjJq8H6dUItSUNTwsrheWc8ue7h48RIzYOCSoZov4QNUjBdWL0Jqp2dnyfGMlIWgBASW7rdRXjGPYa8Tu+MRoyDMjGbmTcp6B4O2OjGZznkMlMROEcPRmEm3tQTEYuSWZ05clmg2NjxZL5aJA9fZkrak2JZqjRpXlrVVXo4FrT4aYtV1lmr43UF+bYAKhvysHM96PLX6T3WpHjPT0t1zGp2bgFmAF518kIC9a09yZm3wo5odeT38fu56wXrmTGL1jzw9xa6bUlSvt8fodS835/usyOfXRDTsV1She/OSwSXiQKQFbhUQIg2V4YjJr/DnQcUio3mcklPhFIf/cDKd0gdYIVEVzjsSu46JAKHujodxsLvDtH73EFqtHRSQlIVjHWt6NpuSANuABbDq4Qe0j29743MVnEsuX2cQ7r4sVidSuWr7JcJSLYAr70QMKszOcVt+3xwT5tLOxM8ge/IV1mA76/FiwsaznCDQYFwtHjzzTI5NRpg30wfBuMMp3reqzy1vwwNvfE6Alm4iRrg13D1VBGMJJseyZmvfIeaDKAHPWEtOcR62Uxs8Cs/RQma0SsXexoRZGrtyONMxZ5wrHM7pzBQQ4JCJrXBMDzWmqGJvhBa7q5hNTmKTmBGqd7EuYwnVWakovkB6fa8T+/s7jPXCtYYutTw1DSllRScGw3GMx7uMI0PyLpaLmM3nrGGhGwgq+By7JNWEwZgwpdaUnq/kRxGP3neorImcNNJKava8ZNL3cunn5+eGRy79crXqazE2dzEwxsydtzkBW9o02ClJ3tQrxYTfSEl9223UculspszHJKmutmjnJZLcM80aKKbrcegpjQq1hCRDreWZkG9OKt6nkWr99Eye1Jkl9tr11Fyjp6jxpGpunNMHKxZEjHxCSiVUrbUR261ig85csaErBWn089UylpuI+aaK2bpk+tW4243hMHXox9krKc0a54f0+yOq9W53GFH0UjLDgiUAs9kkpfGjOdFLEGCOu5ra1mZxtwnWk/Xm5D9zy88bvE3c/6H75USUX4MFN7i3pZgvuFUYFz5FCew0p1prNwm428RtAuGmstqv6dpvqWqDZHt8hgOWZM5uwfsiLjmcGyIUM9p6FdG7Ybn7uagliaVs/n2m7ae1MBOZAD3vmrnZe0buKDwD7il2tEquIuwZfwfBAyOuV9HvINEU6W+IXJSx2JQxWa6j6nTp+9vrod5En7eQDYNQItsP48StAcN+7Q6ad8rfuN4s+Q+4UUVRaM+WCNCbZoJp8I04m6faJLyRb7AXJMeD5xepOcAud1/k0tW40JycGzImkPyZJsAcs+aSx2rSlu62aux0zzeI3JYWXoPN+vzxFR6nJW7+vVyq4brcjYLrVGfdWMwar11BzTEUuLeIVd1I1RNHx6LiH3rLmNiIAZMz2TgRzzJRNdZ3ajiUumrhWvhSrUHwHapz5Ayi2LzaRECiIREiQSio6clyFTPMoycVfTBCt1MeTxlXrlylk/rkdBIVK/owXgQ0IF1bVL0gPHS9FREi66aQEbK9yVZ/tvaUtKjIRX6tN92ci2tg5eHm+N0E4o3LN8nSJN9EPM8b4DHkjKHz4aRyTKS5QZSD/3wO+N0WJcJK7mjqa/J5+HfeNxX7nDOkeNZcE0HI1Z+s0KaOozYekttEBNccw4q5s/NoCqEZKth4wefUJilqIeJqDpBWdkyntti9N/iOW6tQ4rPUU0Xq1kJq94FY74anI+HQH+A4CJteR4mm5Qo4VLmgi+UqTibTWJZVrJjaX8Vuv8tnw+1y6fIVGiirFdw8wNUJIlQoYALBoX0H0vlVAC8hgS75WxIwlyQ5EQBgbnP8Nt7BwjlKYSlia7hWBRnxbBMA7meDQ6rSOJRLqxhk8uWROFK7EN3HTdT9JP3MfZCUhCkEaALOHbaeXy1t2Zw9Ndbe6hifz8ebbAI0I5mADElkKZ+XviJgWdBmWAB2q1DpHxkdsjoRh3X7Wzh0U3/m1EHW48qZXy4nZUCbAJWcKmxPAuz1k1GG9ho6SAYqGMIH6hIF7zMkpuIUT2DPzSr67SJ2xjjloB29wYhqF4fXIJeRkY7pjAxDPyKNGeyfomCYI4WJQ3G5GvQkGrXX+OzM1ds4C39vuzxyybItsfy88+TS4CN+7iTYrHSyJpjkq/N9KP1SS4rcVWLpnEtc5AjZ0WsG2YYVvF/RuDlyj0DOiH6+paSTDCzNfK0kddNypFlvGCZNEboJB4fuUO2mpo/2S4qxlSxS95phU3hdb3WaO+5F5MlMSuHPPvBbymAGcdiTARUMXKf4Lg4JgjYrmQWDOC4CckjTZ4y3heNfUYTUJQEWgaTcASMdkPbAePN5fmIWWVLHbbDVSEgFWxJZhL/UAiMw/VJqMb92+z61WyCpEhNb7rfL3TD5vSTzkqM3w565RZszDc+fyBr7ODV+W2qT0FD3kAqMPGbDg3NY032dtspHc0hhYt9On2rCZE17M2yIGaJhDHcxlQQ007IDPbORU0ERnciKRtTSkTFe+SBBYWgM1MSDm+MhrDV0nomOSEACKr0aPLtPrU4gJaFaVeqpM4ftnD89PRMBAo6VJY2YUb9PF0t/ABcOYthz4j3cGHFfpuSnMaMYXoSHDlwqgmOYEhLQKmTbMGjwzfmiJC/SttTAoprz5EJoztrNiQVqGgF3Y7lt10aOueS+bMoBPCZvvP18dMvgpMxWuzliKjnYjBNNZCUOrU6ZxcaH2+pXGFCb7Xnl6s1zfyn8iOtcZZhLRGKexCRWhePxDhkbkqLGa6yrQAOf1GeZDY1yp7Okpu6FLlUyUuQ/VG0wCNHriOtkZKiQH/l/PMsNh83QS5A6m6EEIuVpqts9jllTWG8CFbyYxxJlAUg63d+PqxevxmAEyddhFvfxyZkYhPl/8PfNFMlai5h589StFWtEAoQE3FaHuQrTZyLAXN3l0tCbkVti2yoa3603AxgjOzDZG/tS36fAzs4nwX28ec5UUU8UqAtk/SpXrla5afjnjBKoAVqEjfPWY/O4qeqZk9p0TqAa46lNasKUE+02hMm1gQkBtkhj5cqqlcvrfATJbkWdIJqINhWfa62cfo+EUB0kjTnrEMaom6/n8ECMpO5AbKuG/WTBkNLo1RlLRAtCtaqH2UfcigpCZETDkOh34+KFi3F4cFkJrkWHhsYJpORqE70+ElxXsVgpybWDs4VXcvOAoHO7oHjsSWREa5MdXcgD6uIybShFdGqu3UhHqxABdojdbWmSSwlvAI+WTxm7/twS0d/n++n0I+Kh1GrCEzAxXrhwgeO7e3SkfsTZfHxPVHnpgGwwgtrOOiabE7ilJIgbEsA9bUAUANReJ22QIinASNtMYkLOjR1jNlvkWkPlTPremKPqe4WV8CJcSOrbqhuE55oOqGp3UXCTcKdo+b50hqfkUzwXtM0zoFP7PUhcuEo4bnTE5dEPa4XnUPiO8gkWwaMeuIrReDcO9y/J1dLCwYjoU3Oq5lOoyUF2dK/Lcky04Dg7kfMZRe1gXsf0SYCWBuKuJlNZqud8xVyOU0woeI8OYUwoa2Quom0Adq5qsRiu5s8NGxO21RG2IXdg59yTq1FJvPP5hdsSCvfE4iDNKJfmuYFkGGLi8HewL5KSIjwzqYkAG4/XNqY101giyxIGEzRj1TXN6fEkGvvmWDsjyZsTueO9mLMSENzFSmc+C5OiD4/673Q66hEtOINDY9T4CIzF6rd07Kud1W734YaXarFXsvIPz+r1RnFh/yoJlUkxUdFQsSYBTnS2DQgQ2A+fsdY5OeN5Nt8Tr2yOa7UqrNVXVpWfq1lLLEszqECcOQbqBuea0LYtx1yyKTH0PCi39PE41F29aeST4z/jOr9nR3l+zbaE1QYyH4uPMHN4Y3PJn7tf8mvzZAutiVSU5tIkFBj/snF3chNBKkBa1H5ENn40k1qtpqPJsixwq108J2diPbtJ08d4nK4lpsbzlBkDEmHBFa3xDeOyiqHDUJCTnASaula4KF51xNJ8UK3Klsc9kPa/G3t7+0y1QnxXxC0LFwToVDH3jTbj8sgGrAkYAASY4zVzsYmgJoaEhbbVay7loH4hBb1hkiaNAZE8WloQ57TR8kpVXcnRnB8VAJ8XFt1czvhn6ovikBcmqqO/mrhoLolyhpKlp1nVsd+0cP6+52Ru9py9wCZ+zdMnAiWsVBeAuy1Gw2gqHXFeoupOmChKFatmQlo/SC4f02pGUcyYUiTDxB5b44JJXRESkJQTG5Iu1XZTQ6mLrSQlzu2oqH6ljot0ArvWWdJSnU13d3cp8fA7Kt2q6EYP2TzsUqZe0VzDlFLm/qOGMTnGt7ApHnuyMUK2J7YtCbf/NjdazVy4eCGOT47rqrDzhNjEkmtuSxLWA7PEMkNQDWedEIzncrVud0oeedk2onC/Rs2qY4oJMMeVeM9cmhOZCS83NLyAkpQ1m9YSKp+Df7dDOWdiG0LNPWT4WMU6Awbj0diaElCvDzCZDq3RATEgCPjpaCmnYx6QViXXCtwk6gNDaZ56Pc8XcBrDiOvGqI/CdalprxukJbAg8vjoUinaURZ6lnvToJSUKjlJP5W2qnBfUSBxPq1fQAoInMdfoR7RXuRt1aSbqSEN7gKudWWZIhOprLCs4vEnHotnn3uO6rjBPOcLkwze6w2yjZ0dquJncaNSVk6OE439PGarTlfnbRtRlupWweqDct66ttTDcyz5cuMol5a5D9H4LZf0udF1LlXsnFqReQ5FYCawa0X7kdXKpHJMMZ6MPVzL/i+pbhnrRP8gWmagrRsPl1FjSqrM1PFec9dRCWwSXil0CINEmeIIwSHcCAu9KeBnjUkb4TsdoYYk0xItehcyXFj34UTarGsFDSlOVQfxNAZkyvGECs7XxVLQksCbxq4FSVU10kEednE0Wu8PCUStDtlfTh+qNJUT1+TSzbiI4njl9yFo77zBGjvpYllo0N7oGsDzy5Stwvcdjsuq8CxpLO3EXBiLnvlSTFerhsz5bYK3Wt9mBmXjJazKA1zUO0W9l2Vtm5kMISQNlK7F39jsPRUPZXCHY+a9msQFS0N6L9xMIuUDoueLfYF1rDgzBAMBBe4LS4yYVAA3jPYKSav9mE/RZbUdrY7OdaO13+4wabXXh8urYlb0MhVCsRS0JUOUsCJBjfN5loqT209shi5e8eo3nMOAOR5sXAgILjd1qA6451JEx6NiQRrDIpdEufo2wUulCpvoZEz1GfTgnHtoieIDbnJxnmZbc+82nvWz/L6kgTJ7cgL1M3L1nd/LoTupjyady746HW+QHL5Zze55gwwuDCHhGkakxt2N5klGxdbh0iLUdOJGatHBA6TJ2M1B4JBQOIle53oo9ux5Qipy7Jg/A2YqKgJ9qpAIz+7GdLpQ+n65jtF4SJWLKe3vH8bOeC8WC+T+dWKymMemAlFVqvkARECkpI5LO/dRnoyc4S0taYR4gM1GN05nca4Ob/Z1Lhnc3my6F1hx1aiPlyI83Id4JEUZcms1d4nU2CkBpG0j4bxEgmRsTHxLcj+rITb5ufI559LQ481/utG3XTQ5vkviK+EaHVad162gLoTr5YNcBATPuaescg1PIAfdC8b+Tz2Tx5TXERNoAR/aalhQd0ElgzW+UxCiXDNYpxUJDx1Nux08axWLuSJTONdosZSURLcEHcYdlH4HBxeZYFpuCsaD56s5wST8eiBK+4ExV/eNEWM17imfSyeXWSuKJ1/1+poATaH55kmCSKwS9KZDWCyp8g2mWiFUPE8I5zYsiSRLuZyIc9VmTHZO2qSUe3/Hm1NbycyNSyNOv+RSWvPTEVO5FM6v2R47rsvhSG7J1dI1rU3+XTNLjR3rUyoBQZRMYLBuBjBTUEVm4Td/TqlZpzkhK6ZD0F+rdRZbCQtqD5NvkdEbPZO2eblmzBeql32d+92YnJ1wPIPRbkym8NmhAZFS8PA9ZLl0OoNoFZCsPYblqpYOImRT0wJF/Oi0j3QFvRTgUNTJFZCmrRpfv/I1b6QK5j96y2U05C8d/y5Rnvvq8o3TDcsokEZRx25dD6L7G2xbHNOIodnuGpIkeYkj2DNKfqka1wm4s1Yi65SAz10gziLshIu8cdxoum8EvFkymGHAnKA9di+QfZ0Yuw2KbclMlZpwrSV7fc8CjXl07q/UMdRUk1Ag4haOretc0DUqMbvrfGlE8D2pUWEpFLIP+D47pLLpZrN3eKav59lsHKPqeCEFkf2MlHsQJfP+qNIRzZLQWa7lsIefl+0/QICtPmO7bE40n6T0OFYHK2E2Hahjn6jG6ZIOqWQQqQ+BLF752jdU7EWcMJzK/tzqLLMU0+fNpianblK36DuCDA6X+3kjhXXkcG1eIjCKaR8RkRE3rWDeQKkI9Iml6jXlyKjRuUOEqo1wqNPtKTQnGgEpp42SIR2WR9dsqpCzJeWWtnUFVerRbGIyZLAqNo4TvzQN13PXjnBu1u3LViutXBRuy09IvJbXIqPHSr9Po66P/iuMjjTOahoi6IrQH9X4qz8YxGwmXxzWA2EzV+tR8ie/JRIQmOzAsOWaDSmRdjVfoh0H3CRKhijYCL2f6peDSQaI/YIAsZ3olC9gAJXcGHZiEM2Za5fOEAGTYNz4TA3Wyyhe9bo3cu8cTttWg/iMpx7R4mzivCAoHQWv/nD0lqeYpGPGL4XDJGlV48qEUrJHUnPpRKVtDOmNzjf+pXyHuUTOC8lzwqELKQsXNkR0vniK0irVhZiZGkmcu04k8S0p8Xv+7HNSOMW2CR1IfIlp7A91XiC1ggw0qliBpHOuLdUCowcLMk/Q0q3HtCgkjtIdw5OR3DkL6f06H8TSHz/RD2Y5n0WvK5/c0dEtGjCdbp+PxH2R71e7XpJKl9RW2zVW70GIgD6ys1NwP2BB4nSGc8+vmRNJile8RhjQhkW+IbUqph+wqc3F+7buGnWgWGT+yl0aft/cSWsyncBpq7rxEZ13kZgg8/s1rqAkLLcyZjzGLxhTOvNWJY9KEt2OiJhx6P6w/yzDn9vGUP633Qy4x3e/7zj+/i/tN0uS/Klyo0glQ5rgWrs6JC1Ve5tSoakBfH6wpIhSm3AZJDw+tx+Q0hiEmbKfmVThbBlkPdNXiJT7duzujBghmU5OeU4IqtXQ+891vDCmlOsngmaLDzqQZfDxIFYmacgZXTegTIkUxri4FutICMOGm/JXsr/ja9/45ro1h+KcALVNpyeqkHRDOUDPc6Ks46YvXoP/MoW7ZcW6kgvWgAl4W+ptA3rBwYYw83H4fau7XOrkkpIVY0wDU8/knCny6yzR2FwxcbWv9RrkSQuoTJwtJW1smefzMffzs9QAUwyUiD8rzZTqguRT6wwVxDeF5iZW0agc01ThSDIdDIQns/3AmIgtKySsqrER/vU7XZ7ZwRJJWLNRxp3bt2K5VlF+qr6p49YwYgbIegbeTA3P2XDITZ98kmpGOwtU4CXcapiS0wfX8nVvenNjhCROzP130hKIgKSUb4UvmwgIgX1T8VX7A5PbwEKxsWtwr7Sxdc2wrWZnzmynrjd/G2OKYJTT55cL3RuV3ZykLkLSkQJMXMh6Fr4UAZOAkhPYTGJDKlfJ+N2p9rYYMSZrCI/RPfioStKrJqB0fofvCwkGvGXMNByOqWJx3rEwuoy1Qeq7579doKQoivIWayt5XfGkIhgUXRBiuxPj8ZB1uoiGQO6cnBwzJgwpqPVy6xB1xurWElR9BnFUFwv2iTWF7ep0vKzFiCGWwqWS/BIwVRSvecMbK3Nu7YPjWbSN8zAlx0sCpbBK7p+iakx4iSbCVpRBD7NvECc+ymFdq7oUeLeUs/psJIcPbDEMcOpTUyaAZ+ZhLzzP5xGnQXPbSXhWw6kG19KK3J0agQub2kBo4AXez5MUcq+Ax5Bj0Rw3Mv2oTl7QaBribw6mUXNMBPyFAXG0FrJObty4wevxTMSKBZtUNMTT7Nl2Dsdy9VX0w9zCfuqSD1/ekBVsMGpAgDgfDjFiRkfQFavaxPHJCeP5YBQm97L7RKrfaOnsYlvuyAWshVWKfrDel7mD6Syw1A6PhlTWE0dhx5AE3AbKxldePHdFyNWgVeA50JeFhXIirLFkujhhavfqqG+Rb9a5+2bqNzdIPJ4c51ny5OpVfsJ05l2yWOHpx0K6O6uJ3QtKCUuLWXeqcWjyEORYOX++18U/hfdSRg+zUJrIhFP0fX/Xe7DvSjonzvgK+EvpWD67z6lZOFVJzAfVCCKDk9jjlRsHibPdwCmZIFock1AfWIhIBjpgbRac59n0LO6enKhijZ2slIkEowmZL3TKt3Gc7IKxYal8LRLXDMkGPJ7BDtnzbfDgtKaFjtgz9sIEuG1VNrraOq7pdLq94LVKgvRLLpR6w+rjEjLnNEfbREsseaXOzufq5YRuFZhjvW1Czy3vZmObjGUQFTOjk73k671eHgsMFBoUbMrYZNPonpJe/K4Xvg6BNoZYcy9h55cqLxBRNZhb0QTXHsO6Vl6fXDsmXktPdUPVyUVKaoXE1F6KaXA/+AdxPIONGdbOML7MAkudlIQWHOtVzKGC0Uk2+VbRF9AqHS3cHH+nFO6AAOWfdMN47LKtYa2VHeNiZMM1hAUZsnvjW99KDEjLJGWeeONyoC1f3hemnueSSljxfBZ0TlQ1QThgXUcHGh9SLrkawH2+/a3dKlhgS6JzUi6L1ebEyvmlFPTaB1If6KfMHrwkLUWk+r77GbrnXm6k4bpWDHtVfMuX3YnDURU/+gs4Cej8wY7/8FN78eisG+99/e1aouIXFgsxR6ORIlCf6NeSH6IjKWpJrNIClnMWTjgFJhywNYYJjx2o6A9Em9xe9NigPBWzIwdwMacPEGG4TkeHzMyXyzg6OREBopjI0RYYMTw7RgmnanCuQ7MdauTavWQcvDEgLTAs8Io3veOtFczkmpOzIiBmsHDWCXsl9s+lUopX1KE6B8Z9hBSjEgy4N61sCeqROW3r2PdNqo4YMLOcTZQ5tjIx53CB7yVJoIxeOUFZsolEVHaYcslh0zjIczCx1oSRnQxg5vTCIY8Oqk6vIv7aVx3Fw1d1lFWisPixX7wUd4678Wu/fyH+ePdC/NATb4vf2P1oXFzfiqvr63ULDkHkZPSk/EeqKZwPklLb/RytfToLJXBUhbVK3/YAACAASURBVFt3SEWqF7Wq6SD5FA0RnmPzoQ5asemwwuO7RzEc9mM+m8SIHbE27IB6fDYhTlf0RRIM9+z31WycMCedXQIpRgJEFR7gRd18KR3Sk9bH2T9fsIdvfufb0jEN2/UUWhBHC+oUqbS+27jOBMFwUZIaDjjjMxGgaxs2BLfMZ3NiYiIem7U1AaZ8Qx3ZoBqVL+wAlQiWEkFtYRleApKCr8nWMp7FjZYFlkt0qCRL/EYypdTxFFlwyrrSp6SC3U3/g996o6G9xFDMn/zBL4/h/y8N/+Zjb+LnIMC/dLOMp/Y+UYcPHcmhqm234zd/eye+6O2nqXBK0SJ8Ji3VdPAP+OHqJAMdwWAMbCc2MBsIRETYSk3De+z/vF7A59fjmcGjMRoVbRheI/GhzcZyRaik5yJnUGW2GK+O7dJKqr5nTYLHc9jEvO47nnaDGdnSMMa6jIS8+Z1vrQ+qeSkjINOW/HJDwVIDL/WdcxIyC1FJKsqdA5krAmzalVm6OP7LB275CvlWcgrnjmkuBbu4AxN1o0jp5CJHEDv6Idoyy5pjJpWhCEnWAUwgqjYgwPmv3Cnixx8TWH/fR0fxS6+Z8Pf/7LO9+L7330q8rtpXEPj3/fQ98SX774mP3L6/Js558cvx3lsvi39x9Y+E35TtS0kGrvyN39uPf3XlofiJRz+eWo/AnSKcyLkjlJeC3fg+EhJg+bru1tnGjsbAdeKieViwPWTEVBXbcejo1kHMcFwra3+nsdosaWSAOJxAKo+HylRrqEbjRAzDyBIkYU8q2s0onWMouNDkhcqNl3DqW7/obQzqkpDsn/Gh0sZSyao6T4A+N8M+HYNvYSkRZlorx5xSDz0GquuEhS8sOgctEeDLE5KkTDJI09lwvobChnSKgwPg3kEpp5vjJOzBe0TApKCEjk0i0CQ5gYFTobetX7uWQJhffXEZ//wmUtI78YtPnpDr3/eRYfzSa3HObsTXfHwUF+dF/NL778SHD68y1WneejbecLIbX/8L3x6/96c/GW958ntIQIviqZi0fydBDOM4JbCCCN5x58vjk6OTOOr/HonLmkZFTnVULkkT7EE3ZauLOJgpvVFzIkh0uGFQyabfe5SALawF+rzw4OoRU+iA6+7cPWISqjOfXG5qnK0uDKlPIcJx3N9U6mq4ktUAKRtaMXuFalE2YCmYWgm/7V1vrx3RjQ5Jp5pn6tZ1FHVmcuL3dL/0Iz0sWcJW36K/ps0GjptHq1YnKeRdt7alpy1Ecn4iajrFU1zS6r2FApskfHAeBbozsXUZrU/l//IfKsdSrbHcLMnnDy6towu8a+1zY+ZMkmr/+omz6C9a0brdi/KapGHvnz4QL/bLuGfRiqf2d+Kev/6x+MjeKb/z7o/uRvcf/Wl8xZt/Is76Px9MKcDza18UOKjN0BsI7PPVq+N2dxmvWn06rb4YXfFdhbJsuSuLGnl+OtelbmBU4QAZSSMQrutLsM7Af9AIqwVCb1MaLlUgu6WMu3ePWMuLZxg7KmFYzKFa7tRpDPW97IblRkqpyCqdzJljPYIvCzUaFIqBUzK/44vfwaVQbE75W45Bat1tRaRMl3QAcroopTWJ8Izbah8ZDw9MDudM7IIj4W2nyW7/3FbXrNy6lYtBak1pV01GsTOq2UhIThPclRsMSbhJ6o1qAJ9ByvNDic6UwJ2SIlLWsU8HjYive6Ef3/W5sbPMY/nNz9Z8inv0fvoB/v3piwdxfdDldd3DeWy+87fj4H96MB774934t+WdeF/8QXzJ2/5qzLv/PhXkOKIkfxhcL5/ovYLDetX6U9wPMqNZOxlX2svkwkohN7uEnKCAv3Usl2LGxoEwatCUCASIoyqAq9nNLBUssYcfD6RReacNL5++xAJ1GiapUTkwYDrxgOW4TK9TyQSRdtr/SMaJ4JzWHuWiTPZ413veSUe0Y552cWiVU1cldkpqDituUq5k2Vo1q8ZVgfE848Sf175BFFOz3b9EuA0CL66fTRGeOVUN+OUkdZ9AYaNNgezg1N0Tx40CBtDoUJV+Ua2jBb8X3AuVg/mJmOn1b8XBqhX/4nf2GgLLfns6pvFwjGLxnz4bZx09828/O4jfPWvHf//MK9LZFy2mqGPcH7r2TDwVy7j11H7c98pOtMtrse59KpbrmYyoxNfM4C2K+Ejrydhd9mNQLOKezlO8fy19EvHV/ldLpBT90RlyyjVUTqFKOOvDv1OTIXy/l05NX8xnceniRZ5OP8OZIOiIv1mzZw9VNVW41seWL4wcdbVSUi3WF/48YD0c56DuEyJ+HhmXyhfKJOFZCZc8EjKqOlG858veydW0RVj7Z9Jx76ABtLRtgvJafB8F4PBKrhYslcyZ+qnMWCwCfVWM9tmNkUguy6bxZ1ItYgZ3s28cr7ZEI1ZFL9ZFN9rlOroVTsSEmwTHCshPVmwW0SmRuRuxLBVVoCawb1PsFt/94adIRKPox8+88mo8v4+UdCXqkpAj4hdeIePj6/50N0UBqvihZ5+MHlvRRvx2px0fuvt83POa27E468aF9tdHFMuI6nz3+rOd/0PNH0/fFMv1gM7c8cGHU3ZMOg+k9nUmh3BKfbItj3GBoLVOjS8Xatc40F2uEP0BwXDOm03s7+8xl/DuyXFMZrB+VdmGl4//cmq9OzNgBej6orZMQoAt21CAr0QPqB+weBvSMRmbQhyqYaGBREnajuI9/9Hbkj4yMaSMYvoA5eWW8mta7ar1mDrHo7VX7rMjZnNsOLljjKc0eGXvAgn7eya2WrXURosI08TNarPs79qshwpDjBWNespldNYqyllsilhWHZ5r1lovol8tWA+7LAZ1SKxKjYHIgClqc+/xSbx4sMcohCIiYpxfeOU0vvfpcTwza7rcE+sUZfzw514dv9W/EJ9CD2UcxBJlfO5lv8VxHD0zjIcvf3VM0Vo0vXYGrbi8W8SnPndHQfz2Jqqr/y614NB64+WEUoL59Lcs5/Q5YEey1h11sPEh/6uCDOh+6u5hgCH13Koqbty6yShNXUyUtE5e0OQkCFUtqiMXxDiP7ipXdRICGB/3Pzu6G/OzicJyqVsYKumQWEv6SRWNxZd9RSJA57FvuzlIfclay1pP2Fgw2Mx/WvJZ4lnQ4TsO5Wwyv5BwxPl+zInS6kgHpVBGgCTKxFXaUxwbsIxBsYw+16CIRTGMeWsUm4BkXEUXEjDKWAaAdhMaJFGntHiBbXs6dA3G9thuO25vejHN8gfFMAQQ8brnvizONnOWKg6LXiyrdXz24V/nYn/t5e+N//P63433v+wDselUcWNywvPWhoMuz8+dz1fxe0c/k5g8dVFlYbiLkAAlmiiI/Yb27WEc3NSk1oDtYP3KZdKmQ5uHdCcfqFLS1CcHnSfuHB8RkxM7MhGl6SxrGOA9chIBBtRKBLhGRhQkICQnzqWpKhLg6dERW+UBkiBbe3dvL0bjnRiM0UG/qzPn3vvn3sZwn0UsFhuDqP17demkO3Kah7U5HpjoxzUdqgFuyiodDXG6PAbMwySs6GXh1vIh/cI0peQzcietZC3KWHLsuYp2tYhificevHoY91+7HE995vm4M+/Eorcfm6KnUkQeyLyJBSy5ZPGyV0um+i1l8wwgnuyZ0ps4S0ZZIh4aVPHMEpg34hWf+xJ1CEWvvHIRb3nlG+LnFn/PfJRS2pQsqni5Yrj4CQNE2sBuGX3GlH0CeWWbO97rCAzHnk6Zh2FHhiRRoL5XRemEUK1W9JkNrQZFPqwRvV6mizn7usAKph+V579J0wj76UgzJzV4z3EN3DkrRE9gxFRItFBv6WJTxmo2i1NIwRmMnQUd1xgXfIW7BweBLho4wLr4yq98e0XOyFOokjRkBZXVaEon177n1nKSHpRGTfcESb3kW8wIi7UcmFxqV+tMG3c3rb2JyRJV/7kWO3PSiuX37RDTM9nnbjOLYnYzXvPKB+PBB++L3/mdT8Wt43Zsurux6aID1CLKVTtiAxm4qN0CxE7JoKHKy3yijKZkRd3qcSyjhvgxbe7u8kI8fuOtcRCjuNq5EM/v34iHLr08Xozn40rvvvjZs5+kGqrPKkbkwPFfYks55m2cC6rYUAKoF9FK9RoauUZDmA4OYUWI5ONBxjOIUJ6BIvodGAzK8AZhQSKBuyezWczRijcJBCQlAGCR+FKzI+Hlph6FESMkatDpDLCRoBoIPLX7wAE3x3eO2Ilss5zT8Y2hYd4I90FCH1y8EMX7vurtULAC6urbIMllJ7Ic9Kz/ZLJB4iBB9nTYcfIN0ZnPtv2Z388SI4uiUIC0UKSt7gHsR5eKl7TGiEO6YEldAdT/BM9LvUUy7zw+7azmUSxuxaOPXYrRzm78yUdvxnyxE63uIMruLDYFrPjdKDf9iJhIdfpQ6hTuUbuy5P6gJFDDbjnDNa9fLf7X+KutvxH/sPqh+Lrqe+KsNY9vOf1P4trqXt5zVq7iPXuPxtf1vjO+YfC98bOrn+Ta8duYZ8qDY7iLDX5o5VEyQgopmUONJ4nhIIHakG5Zlk0BFSpL1H0C8WwkibIPC7RYgUOj0XgIchlDqKLPfjFyfSFCgpDZdLmMKZuPdxjbxrUgVlu6cL3AUMF4BbtSMjE0Sgl8l2CKIRLoB3tXVXF6fBLHR7ejywMQS56dZyaDkxtJEsX73ycrWHAqPYAWjUiM6ArJo3k8lNrCWKkZlLNhFFVpogza3yYOKOCeagtSDEpqECSZHHTgSCaFprRzpnoRkYnjk4QQwbSitVhHOb8b1+4dkZGeeXYa6/VeDEaDWBfHUfSxaWMSYFEs6gZFmLMzOOQr1AhYyZWwEOYCCYEx/kr1ofjznf+chPN/r38q/n3xsXhj9apz4OHFuBHXi1vxA50f5xwQ2ioT/YAAqQEURqDD3I5aOcplgFBysVVHYopkbGh1BAFUcgknNJJXjRlV94uIRxdrhOdUCD2iM6oakzu0NkMblc0mdb9P+XnwGwIzgjhQiorz4SAhU+mFso5EUIA1bg3CQoDkM6ZDH8Vqy1Vcf+7ZWE5PdJRXOuwahK4oWTuK//gvvSNrzdHU8VIKpkWjZPPvdY5mso0ZkE6OaPcqSUYFDYtE3s74kJ9bGIyEWF/QFC/bCJCPMGEhJjPon+CCLEG0f0VQvlqUsTg7i509GMOtODlBwHwYg1EvWr1JlAUiLyC+QRRFqgehtE15fQ4fEnPRO8exOxau1mrJOomIr4r3xHevv4VvPbs8iQd6e/GZxVH8296vxe7qUvxh92Pxsf6HFdqi2yL1y6sJTnPDZoAYaVLRb+lnQvWm09ipoxprt4YF3GhEPKSa+SysEVLsWxXLLukVoQ8XRgcsVxE+jmWA3w+5fwueAZy6mhad6HVQitkXjkdMuPZ0iHCU8iUXFrFr3smWoU5F0vDzzs3rceuFZ6Nik8wOJa86nsFn2I7im7767bUEVJmkPNhuIkjiyjKdZdpzJ+rYJENLcD3wyHeBYErA1LSxFtu1349tcQhcVekvXNOkRaXNJsjy0fIiUIFucJtCT+og0Ily2Y6z49PoDjfRG/RiOQfn9qPdLaI3RJ3DMa9DZ096p2rjSs/nRmWYVYDe82w6Q1hAf2m8I75v/e3x1PpmjItBnK1XcWM9idcMrsQ3D79D7huEtHrCmHJxKH7KNUzYD8IEeLg+2CWTpcC/NlKUjAqGc4uN1AiArShSnJXSHCn2WCfgQPVCFMQSAasIXu1WgK0nU/g0q+gO1Fm11x1Et91PPQDhYIabTTW+ht5Kx0qaoqWyXEW8JJ1xXzwb0v749q249cJzMZ9CI+EE+UE6zV3lBMW3fs1bGZykszmlF9k21YZIWtnxyVggRai4OmX5aVEZZWisY58Ejm/jOrWllYWFhXJ6OTkoScv07XobbDWqeFsLBxHPlIJ1GbdvH8XOaCc2m3bMp8uo2ssY76CNxF60WmNuwGgHzz6L6ewsxqNdEX9yQCu60uy6kygkp1PIi7UMKcnCUKWs4uXTN8arF2+Nr9x5PC52RnFaTeOe9gEtYbxWO0U8/b5B/Oiv/JWYrk5Z5wE2wxJxndC8G7mY+Elwrj7WggTqNi/tomwZJgOkRFmoWHQ3KIAHaSXj7F4UiqeGT+nclH6/qywfqusWT6mE1ANhQUod370bhxf34/KVS0xQUA2JmqcjQ3oym3KtnFEDi3lnd4chuw7izXDsp65YdrsBeWKXkSN499atmN49itnkjGti4QXDimr+27/2LZT+PJKdHGSspSwUBZ8bi0TvpeyS5CLggibns6rhU7A9ve9EABzR7lAfzgur6xtS2jsd0rZCcxWYehnbUNHByhHTySzOTidMlJzPVsKVrXXs7h3EeOcy1S0wZLu9jnI9ieVyGtyQ7NSn3P9Yu56S8MNawJFqvxkJP7VVg7R/78m3xj3dndjtdviv32tHb7cbFQ75OxxHMe7H9NZxXHrt/XH4wD0xW07iOz70NbKgqVnUDRXEAwno9CpirJTmjsP+BqMxj0kAHiNWZts3dTYt17MoYDRQmaA+pBNr9PfDEazdTqzQv4+Ys+RxW4I+Oj4Lrhlgw8ViFvv7u6wT5umcSgWP5WIRd47uxnSmdC1l2qzj3nvvC55kg0YEqdQUPOxMchpzZRWnJydx8/MvRoWOZ479p4IwFYy1ovhrX/tmyyym/1ANOg2Kxxlg8JIAxIJpAkrHpmNCXnQ1FEnSMdUFpLoChMQoBZNKY7o6VbBqWI3DkCVt4GmJSvGURBRVSsrb67V7MTmd1iEhYhmcbdZpscHOePdibNYoAQSQxsCmsVpOIiokWcK6Ta3Lkp+RuMpx5+SWQesJGB8gQCRcqsl2GeMYxY/tfn/8+umduNgdx067FYeH6fgsEjekVz/Knjaz6nbj7t403vSuL4rlnU2Myn5848+9i60tzqaQSIgOoLMBjrsSRur3Bnw2jsaC6AdOZH3IZk35CgmIuVQl+jGu+P1OFy3u0DK3jNFgxKZD07NTqlYw/+lkFrM5JBdyBHvqnsA4P+aG47q6cenyIdO3MNfbd+6w2SjbcWwqWq08O6XTif0Lh9GBIx1HO6QzjYX5KxpviAOfnZ7F7ZvXmX0EXyAlcaAV3NyiMIr/+v2pP2A6g41WFvoypywWdakXIYoA3ZNOwXK5EtIRBpSgIlbGiOGoxCHHKxxWLGJ1bJeulkT6IEAWsshSSWGolACWIgC0Hn3aOcawqeLs5Ixdm0DOmODR8REPTumP9mJn/xDH7tEJAQsMEvD05Hp02htmgbhzFKr5nXniUKCSIyqqS/rd0IwnBeFn+/fFnSffG/eud+L/eerd8S/PPhKjvYjNnhy4dy9O2DHg4NZuzIGLMadBRdX8yHtfFfdOLsdvPffJ+OkP/0B85LO/S8LCoZxoCsQyBSR9dvtx9dq9PAqhjfQoFAwxQEAfCs/zBQNjY/EWjlPAGuCYrDl6w+DU8/EQq0rmQyIJesYc3Z3Eydk0uv0xD5LGfgyHSOOfxXq14CGFBwd7sbM75L499/zzMTmbsf+MKuKGVOUgoE6vE7sXdpNvUiE5Ovexe+lEgdlkEkd37kS3XdTrB7fO2dkpXTL0b3zXn3+iggVECQDyTCnYJDwShDAgVUKSgGzDB0CNUz0RS02STmV86LyE/DI4KBH3RQNscJg8Riy6ZrhH7hTHPEnMyZgxPpPkQ9ZvW32JeR4ApO06FrMVrTXEcuGOmE4nLCfsD8fRGQxj9+AwesMdqmC0IItyFpvNcfQhOBKOVcqSj8ACziniyuVuPP/CnAxB6Z5aEm+Gh7Ho78WNl38pufe+xetJcF//4c/Ex9798viizz0rN1EF5m3F7WIB/1W04UYCFGmV8dQ3Xo8v/d0vjhuT4/jHv/KXY7nG2HXOWq8/IgxCVvLZFMcdROwdHsa9Dz4Q0+VCRgMMahJeFevlLAbdfuDoSkMgJBAguxk722oDby/j8GDEwqPbt05isQwS4Z3jSbQ6kLRdJqTiCNVqs6QdcOnShRiO4Cko4vr1G3Hr5h12y8Kxq8PhDk9YR5izLDYx3OmpH2IyPimgNhtKvpO7d7lXSP0HkcPwQxwYGTpTZOBMz6Sy/6uveKzq9dRnrp2a1LirkdwkOKId0iCZ4OnIdhIgWnnRRySJAXoB4ZEok2XHTORkRssQ2WjASaI5EUGqXarb6tyq18F2jKbb6hDLvPDCDaQYsGj72tVrcXp8FDdvfD466LQ6GMXuwcXYO7yQHLolsVK3s4oo1T0KhM2OoFS9GrONEfnZwEzyCLCssdOOp6+8OU4PH+ZAT2cvi/L0xZje+Gj8L8N3RtUq4k/e+Wx8+Jd/nQB/eQHZpUh+2MTqm4dx+Oj98ba//474ndtzEvWd5/9GtLr92Du4HIMBjCi0vSWqi8lsGTdu3o1+rxOXHrg/NuhkAOixXsV6Nol2dx2L+STKySZ2eziz9yzGg05Uy0X00Sa5vR/z5Sy67bO4dAB4sBfPPXc7is44bt6dx/Vbi5hvIlZOn0MYrbWKSxevxoWLV6PbLmMwLmM6vRuff/Eojo/hjsERHMqd7eKcuVYV9z9wb+zv7sUERUzpKFqUPZyeTeLunVs0ANkEaTROR/giRt2JO3duU9ahkVLxN7/6NVg7hc1CB7FQ7ik9WNYriIJtF6pYlUWsq1Zs0OKiajGYDgnoTFmk5dBIoVsGBAVilHEjNaujG9YpZikClGXYOB4zs7TIjmml81tpVMBPMEIODg4ZrVhMjqJcirOXGF/0Yv/wcvSHOMtM59vyJPBKlqNdMcp2UVaPCDPrmQtpBiZs9eNzb/qm+siCZzpKQu3+0b+Jh44jvmH/UQL6n//OX43R3zmN6Qf2uFm9H74bsZrG5ocvxbXhI3F9uo6P/w8tpoW9+s9+IbrDveiND6PojGKVXKYL4NQoaK1Oj27Hwb33RRfqdDmJflHGEM7lfismi3WcvXAcO8UyLl/axL17rbg6aEd/Zz9+97PLQNrF/vA4XvPIKKaTdVw/XsbpZhhH0248f6sV07IVCxiCq01Uq1VcuDiIq9ceiMUUazyLw8uLuHCxH89+7ihuvIje3aM4np7FspxGB5k8Vy7HlcNL0S2KuHX9Vpwcn0a7P4j2YDdWVRnT+SRGw27sDkfRiR7V9mIxjen0hHUnPLQQRVX/3V98kEqbBkBqrg2JtkYbfoBfuempbiDJQDggwiWIEZKOprVcOMJ/SkIgAWb/RMD4TH1G1raQ7RWn89JRCBcANP63JvLRVtuJohXPv/Ai20xgMoNOFRf3B9FGC4iqF3eOZzHeuxCHFy6m0sy1zKUSGBBnmKXwI88cRud/MaHircKwSvtvx5+9+VvqsN3g5Pn47KV3xFd/5mPx5FE3hu1ezHtV/Oqtn1fS7uV+xJ0yoteO1ekkDkedOP7By3HWvSeWsYkXfnwvvvzpf0bps+n0or17GKvOOKYb+AqB55bRHyJjfBbT5+/E4aXd2N1dx9XxIi7utdiO7cbZKI4m4zi5dSsuDpcx7m3invEiHr9SxNl0HUftS7Fsr+LlD67iZZdb8elPz+L2oh+futmJm9OduHmKLBycKQfnfEkL9YH7DuPqwWGcHJ0xVn7hahH9USeuX5/HrVtFLJbdWKzXMV9PYjgexLVr90RRtQPJbsv5PE6OT2K+QlSlihJlnN1OXLywHyNI6FVJKTmdncbp6RGbmKJ8FNkxxU//5cvEgOx0lCTcompRiiw2kFQq8JHDVATIf/xdISVHNVaotioR00wS0O4aSMLkY3RKN4hRVVeSiEqDkoFDS7x2fut3hwnpdMa5cHdP4+juCdUUpGi/HTEetGJndy8uX7s/TqfLuHH7mBISvVIQnjo7OeaplICSzAxJ0RWoBZ8gicIjNdtR3HvZG8dzr/u6Okb+DWUvpmezePzOIIr5KsabMn7q5ENU2cj8WPy53Sj/1Q26SnZ67Xjk2oWoFnfjIx98b8zPFvHCj+3F+09/NmZHy5iw1/KARgHwVwvdz7qbuDHbxM3pJvonEQ88cBCxvB6PXe7FlcN1jMdVfObzgzha7EdZTZiCNoxBXOqexCOX1zHoteOPn1nEhXt68Y53DONguI7nny3j+bsX4g8+14lP3erE3VkXmxmT49sqR+lEXNoZxpVBGX2a2O3YvTCMstWNpz57KyazfpxOVjFbLuhY393Zi729C1zHbgubvIzp9CwWMNZwcCGwLdL/kUWDPV2iqXnKmoZvcTqlrBuN96L47e98WQUCA85brYuYLstYbFox20ScLUDRZcxKiOw2OgaTuGZLnIQI1ZvilqnyaVEWMalQrCJn6IYLLNyXgiIM/yhLJklM9hZJOYdZZX1do5L8TypNVKoYKvQnk1ncvHWH7hSeXdYOgvPhqB8Xr9wbveFuPP/8dUIEHDUwnZ7Gajlni4pOBwXWOBlShIi8OPgH4bb4wAceJGH+g3/wTHzndz1Ag+pHPvhi3Hflobjvjd8Y9x0fRW/eintnRXRPpvG3Pvlj9HlB5JeXWlH8Fy+L1Y9+jKGng34RDx4M4/N/8xVx9OCTcfYvH4wv/Y2fi2snn4mjsog78yqOplW0u+jB14rhqBuj3W78wadvx0nVi0cu7sR99w5jObkVh2UZV/Y38egjvXjquXbcPBnFcLxgJvPp9SquDTbxtlf1Y9xvxx98Yhr3PjqKd7z7MG48fzNO7nbjszeH8ZufXsfT073YdPcQlIyz2zej6EW0hv0Ybao4jJtx7+VxzJEFM9yJ43nE528vYtMax2y5ZuoWQnj97ijaLbTrbUU7VlFt4KxexnSxiiX7z8EVVLHwqcPTblYxHg/k3knHgvFIMYQYf+TdFyoGtdndFGq1jApnPlRFTBebmC43VA8LpOTgUMJNGZM5aggQiJZbBQ5SuisQbK6Q5QLwrtJwePfh9Ox04duCekz1IG5gnSxSEim6q2dniyhpQb4/nQuiCn38jpDO2Rl6FEuV3quJQgAAD9JJREFUdlpVVBscmtKKDk7tZufQTUwmCgFVSEjtwoGNoxTUGUAH/FXxIz/8ZPydH3smrlzpxrd92/30i/23f+sz8fe+/8l4ZP+e+L/++Mti5+5Npvdfj724Z7KO+5/+ZHzbH/2PJDwCBxz6POjE7v44RqN+3L11Ozp/5WXxyM8/G1c7Vfz69/54jO7dif/yg98SnaITy/44nr41i8/cmcSqv0dpuCo3ce3alfjkZ4/ieN6Px65t4sLlMoaddQxni7g02sSD93bi+Zv9eO7FiPF4Ee1eETHtxcXOIh67r83xfPb5Wezf34vXveW++NOP3447t1Zx47Qdf/hiKz4z2Y1FB77LXrSRrdwr4qzcxHBdxJXWjXj4/p24fTaN0zkkZTvOlu1oDccwg+nz67YGzHpcLWCYrCM2sxj2Aa/mcXR8EhUaIA12Y7MBXEApK5IccEi1OijA0kODIriMoM2Kx/YHdBPTEKHrwfW4LVj4dOQqD07NFZUOoEKa2m4A0RPDqfgnJWpRLcnPpR4jIEKF2tj+KfWAdixYgW/K1FTITJWcohLKppbzmNkclHw+Rw51vshJ00k/IEI8F8ZPneuXOrXL4Zxy25iChr55CL6jwLsdP/SDjzO0NHjotfGychH33JnEb/7Bk/HiaBCfuTyMgzvreP3vPxvf8e/+UQrPqVez7tOJnd1R7IwHsZidxbDYxH6UsVcu4oW//T9HsZnHd/yz74lrD90f97zy1fHJTz4TH/nIU/HMnXkcbYqY9foxvHQhJpu9eO75ZVwbHcVotIr97jru36liUE1ib7SJF49H8cxNpDxNY3fQi6u7w7g4KGMzP+MRCmVRxejqIPauXoiPf+JmnN1dxLpsx+eO+/EntzpxtGzHwXA3+gi/DroxBdadb+Lh/UVcOSzi2RdvxsmsG8sYx7xsxwJHbxCWdGLQGTPVaz6dM8rSb2/icB89rOdx9wyGyCg2VSeWy5ISsNuBkMLRrWrtBov47AzYE4KgH8Xly7sVcrfo/mXXUFmBSiRIqU7J4Ul/VkqaUqqUk0NT5S1SlkqcQSHpp9YNTTKDIh+pBQgC6MR5ImRhMvkdmeqVGcJZfF7xxIQRNVT5EhU9kqsIC0WPGZOuXUSjbggk2lRaiHH+Nz/06viRH/2T6PV0/Y/+yOti+KXvis6qjE+v9+Of33hIcd3PPRfXP/CjCuivJcU5xFRwDWkasab063Xa0Rm0YwfYenIc7/umfxqnB514rvev44Gf+fl495e/Jd7yJW+Mpz/2kXj640/Fp565G08freJ2Zy8eefsXx5u++C/EJ5/+bHziN341nv3UZ2K3NYvHL62iW50SNz91qxvPHncCkeIH9ofx8ou9ONzdxK2bt2OzGcSVa+04Xizi9rwb3VErymlJf+T1k1Z84mYZt6dF7I/3Oc51rxNlvx+3X7wZ9+6WsVmc0thYrftRdUZR4hR2+AhxenpnGK0K0ZAlIVQbBUatdXRba4b9uoNezNZVnE4QnVnHbDKl1uFhN30USXVjd3c/ZpOZ8gHgjrtyeVgxgZEebBGSDnxOLcEgz/AgrnYySFJypuxjfJ6+52AzqccEmIgMaUesG0gEyMB66sifuiC4HiMlI2YpmDZCVDeSe2wU4G764VEbpo6jKaSaTqBU6leqAlXYLSXUftE//t/ihYvLeGRwGl9z9bM1veOK73rTB2sDSPSmiIyKr9JJ5+k4K0h/0CFOE0f4kp2nTu7GP3n3LxMnXj7uxnd/7O3x+ldciZffdyluvngzPvfCWVyfbeJOUcRZfy/2H3g87n/0yTg+OYrnfv8PGch/4GI7XvVAEf3WWZyeLuMjz5Xx3NkwBp1B3LfXjcfvQdPJadw+OYqqHMVD9+/HizduxbO353F4ZRC9qhubVTfuzNvxZzfLOJrgWDU4lbuxKDdxNp/H2endGLWRQKDYcREDRmQGOwi3zQNgcdA94GeT6V25rjaoC1lFu9qQABEEgPfk5GxC4xLJEtAqiGWr2XqlTJh2l7Dt+PhuFPdfGFSqi1C8U9khKQnUZ4Ygv6xe/KQ9mYMGolVYCLuu/9QhSa6Z1KIjiTNkoVgCIkLhzBgRHp6bchCzwiAVMrtFr3Nl1DLYoTM7zF25ha8gl05JEUoRo+RiokTqg51ii9/1/b/I7JWHr9yI+Z9djQtH/XjuwQ/EeKcT3/fXf59bcd99o3j++Smr3ZyMQHhAv6ZS4+GLBNiGxQdL3GlX/+Rlfzfe2X8jiXreLeOnXvhg/Jvl/x79DjwJrThdVHG2iphibL1+VN1OgASKVj+G03WsymmgB/X9e93oBSzIZXx+HjGphtEthjQ6HoDTu5jG3QXqL9qxH4NYLTcxqZZRdDbRXrVjui5i3e3G8awd880OU/L7fZ2ShDa96/Is1mvsHTQBUqlQ1IToEJz082iBIFv73PP5+ig2JXoI9qNVrll+yURemNRIrGDEDFBsFbu742h1BoxTax/L2Nvd5+8nx8dRPHgwYk0IjQjk+lPQqUbB3Y+UD6AeMJQ2qc2skgrU/MfqkxERY8SkopNiVfcEJ5SmeK6PEpD/ramMI+ZLdbgaeMohqdt+JLyY0rtEDHo2u7mnMYEAleaeEhlSUpszqX/tXf9vfPShaTx+eDOevv9DcWd9N77/Bz7KPjAgVrMV74/EUTNo3b8mNYZkPQT8BMkvyhCiMpX/wt6XxE/c+8O1ZD0tz+LLn/uLdWsLGGycIzs6bKLstmKBA6E37Vi3lMEyjGG06e9axaJdxQqbvYGboxXdOIuitYklfblFdGej6BS92HQWsalQD90LRItXrVVsAq18h6nxESJDZfQ6CChMo9UeEL/JiIR6xf7iHOH/r7EryLGjiKF/skABITSIKEMATSZCKMCCG4QTcEkOwQnCCdiAIGKfNQtWZJD9/FzPbldPfpTop393l6v8yna5bJdFkNu+OqLNL48sxcFo/cAF0705MH2yw1cMHlsZ4avLY9uG89hN282BY98KJHmUuYWTfXX90dJolFSxO8EkGO6T1KLgsP8QvbyCOlnxCs67MCmX4izJ6FnxKWonYwssqjHQFxh7dJR9JXkqljRw48ROijuWo5YJ6dKURkaa3l8uf377+vLPh+8uH//76PLyjx+dSr4fb8OEIJjRDihhk7QDIcNjZ9uDepjZhs15CxowU+W3l7/m8z+8eRUHuqxSb77AsrIY9teDVqMY5jskFJkj3f/ErHapHJZ5DsF/COX3RZmXqMNC0nbnKVgQPh8FR11ioRZgOF0xnhH0wNPg7Tgut3ltQeoxAhFCTAmDwcj8F5dlEc1EP2+OnY/H1eXqSwIwmQXVwvgv64DbPDrwanPFG8m49WxdRXDPlwTAsQxmriiU5E1lvLRNMEzPFfC0TD90r9L05nuA4ZvfXx0a9qScFRZ9JEyvtBUTWyE9nnXodqmBARlk9oGDH7BF9iH4ngGroll8N0oy9LSv58RNY4rpQ+c+azdyTPsTtS0TELFdG3OR9XViVVYWkDs6EyfPn3wSi0oMykpAjt0I99NFFXwWxRHgdGI70BLxDUQ4Gow7z7iLOyAh2BiT3GCDe8vCQ4ggsHe/6/W/vnt9AB+ff/b548vbt6h+pZ9t/5SGpG/1C+EPViCOUhWrfxfw7tLCuSExJQHEoV8TODqTdzQSYHY/AaD3Vu2yWnro+jQ+KlQ00PdA/4ubay9OREKUINaJYSX0MwnzEJP6oDCd76GZDJ/i/Ok0pykQEmYaXAXvL1//fPnpb+zz6uzP/w/NTvQqUPIRTjj50Su2urqE1Pc8EE/oYTYirnvhct4TFSM6E8+0xjRau7F5HwD28SH97y1sTnxqV3c310glSUPfWeR9gMhX9q+ikxTfZGgFYC1aSRGfgPEe4B8MJL5zoYHroZozHa20oKZY0kueY7BXVX+Zy/EVjgad2U5HZJHhPfXM5M0c8MuQVmH/US3RpFF0hhuKOgoaYFVJpfZBOH493kCZ/ZDpcjapyWcKl86/6VkVUDoOk+R9iDa2l/fd3XxaJnBHdaqsyMzvORR6gCB3JsxYZiZ/BpemPYMu8HROHQCd1fl9FC97ibibrV3CTTO/D2g4B4p2GJnLCUSlidwD9JP9BuYRFha7SMy1YXS20eRROJ7nWzuuk0X72Ps7gWVSoZP0gvRdh/LsVCffpydqdQlbBdI6lIh9zJMO7m7MibT/EIBMkiEwWK5NGybBnrbXCgklQzTpaNPsAQhnBMpvSWswfWe098Hv6szbj12WWJjX0iWNHo8ZLBLTFh1tWD3kx+V8+EmXHcvJYe0iWgiR2DpmOoEm5vbfd1IwBUpfOMn/d2p5GrfJNCB9u3GmEHOanz+tErDz2l8S6qnPvGmGuG0jZ0UoMbyf79SI5xFjXG23H8/sn65Wd6qrM7dLYsPJSgCfD+nhOyJkstqqxE9x24RTPfuDm3gLE6NcawwAsb6ohCLNk9SfwKu8maSiDvOZep14RWBTte+wQQmdNN+OAGx2n/hzPH/X7JasIxMOari+In8YGUxJBF8XTHGbSZpYg4GurdD42OrrPT7dK5bGyio7S5KmCgwLrIBA+Q5VKbZgqNHDJK0iKZKnlm+Ug71WthJ1Hc/ab/RfYgJnzYjim7TbS8GkYrtXP+YEFE5eVdUEjwJ5UvmTZNyBsUs/1U4F6LdPqwru/jIfhgBOHnPPa/SthZ9wsiuWM0ERVwG4pOQijWAGOtKnDYCOI8tfRPUJAHMtHZNEM/2xYAnwy7vlYMvDgmXRvICStBGopDte7k3EqejWJgsApLTxLcSoPhqLqG7iqGSjqcAFV7el0q0VD6mNZ7yifa4axb/HNqPzMzRg9jcSackECpkzle/3xKqeGMqMyLtnn1W6U2WEX9BLLWTRjHBerq0xriZRD7Aen3rESUCH0c4H53A9ljWfj1VpgjG868l6UXf8erAju43Dk9sH5InsylzhMmtVTK75iV0hEeHQFopo+v4gCw2AfUJRuqEYkE7IdbYemsAgOqiiwJK1x7P6XOJQWqpKkcWg2oMEns93ObLjILn0CI+YJDub0d4F+zjsjPAjG125mL11N8zZB+DTIo67u1FVYbl0RpHtjtfqZJ3Ec6qtbsyLCir3LB8MmDr4ns7eqZJlAR9Do/UTD32X0XMANh+keg1yByQCLFCzZZkG9u6sHBHHMWyB70xFeyyqqR4Hvos2GfO8J3uREtD5cFg7zatxgCtSbWNhyfeQjuS/LEi5r4/Tn+4vVy++eNKbbD622KHoIx+2h4IHm/7Yd+xGqDKfqkivqaqZAD6BZzKUd+DTd76PLZPSrIF5MjMUSKluosGlfnABcolHVyxfpNMdk8v6hcidPfPjZXkPTzBCrvWSxFS1PlaD7aLq13dHNgCc7E6WZFOfIhc6qpp9QSUVcLVf/wNqXsgZqM0F/QAAAABJRU5ErkJggg==de:animiere Setter _ Getter _ Delta _ über _ Sek. beschleunigt _
ca:modifica setter _ i getter _ amb delta _ en _ segons de forma _
pt:anima com modificador _ e inspector _ de _ em _ s de forma _
pl:animuj setter _ getter _ delta _ przez _ s przyspieszając _
501de:Grad _
ca:graus de _ radians
pt:_ radianos em graus
pl:stopnie _
0.5de:Fehler _
pt:assinala o erro _
pl:błąd _
de:gleite _ in _ Sek. beschleunigt: _
ca:llisca _ en _ segons de forma _
fr:glisser _ en _ sec. accélérer _
pt:desliza _ em _ s de forma _
pl:leć _ przez _ s przyspieszając _
501linearlinear
quadratic={
quadratic-in
quadratic-out
quadratic-in-out
}
cubic={
cubic-in
cubic-out
cubic-in-out
}
quart={
quart-in
quart-out
quart-in-out
}
sinusoidal={
sine-in
sine-out
sine-in-out
}
elasticde:animiere _ um _ in _ Sek. beschleunigt: _
ca:modifica _ amb _ en _ segons de forma _
pt:anima _ de _ em _ s de forma _
pl:animuj _ o _ przez _ s przyspieszając _
x positionsteps
x position
y position
direction
size
ghost effect
color effect
saturation effect
brightness effect
fisheye effect
whirl effect
pixelate effect
mosaic effect
negative effect
tempo
volume
balance501linearlinear
quadratic={
quadratic-in
quadratic-out
quadratic-in-out
}
cubic={
cubic-in
cubic-out
cubic-in-out
}
quart={
quart-in
quart-out
quart-in-out
}
sinusoidal={
sine-in
sine-out
sine-in-out
}
elasticdeltay positiondirectionsizetempovolumebalance112de:Beschleunigung _
ca:de forma _
pt:a forma _
pl:przyspieszenie _
linearlinear
quadratic={
quadratic-in
quadratic-out
quadratic-in-out
}
cubic={
cubic-in
cubic-out
cubic-in-out
}
quart={
quart-in
quart-out
quart-in-out
}
sinusoidal={
sine-in
sine-out
sine-in-out
}
sigmoid
elasticquadratic-outquadratic-inquadratic-in-outcubic-outcubic-incubic-in-outquart-outquart-inquart-in-outsine-outsine-insine-in-outsigmoidelasticunknown easing function ""de:für _ = _ bis _ _ in _ Sek. beschleunigt: _ _
ca:per _ = _ fins _ _ en _ segons de forma _ _
pt:para _ de _ a _ _ em _ s de forma _ _
pl:dla _ = _ do _ _ przez _ s przyspieszając _ _
01001linearlinear
quadratic={
quadratic-in
quadratic-out
quadratic-in-out
}
cubic={
cubic-in
cubic-out
cubic-in-out
}
quart={
quart-in
quart-out
quart-in-out
}
sinusoidal={
sine-in
sine-out
sine-in-out
}
elasticUsed to show if you've ran as much as your goal.avarageFeetRan7your average feet ran this week was 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QKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==Command that moves background. IF ELSE statement makes it so that the background does not run out.Command that moves background. IF ELSE statement makes it so that the background does not run out.Command that moves background. IF ELSE statement makes it so that the background does not run out.31241203453240,312412,3124121