@keyframes rwdcur31997 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 17 7, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAElklEQVRYhe2WTWhcVRTH/+ee+96kk9oECSqS+NGWREJaByFtSJNmEkuJNNSFWPBrVaHornRnRNEiLnThoiIILeJHs2hLjS6EKkWSvBDSphYLLYpoCUWk9jsz05l599zjIvPGUKzNNH5seuDB4917/vd377vnA7hjd+yO/c9GSxXYtm3bG8z8GjPDe//m/v37X6/F3y4VgIg2MjOMMTDGbKzV3ywVwHu/gpkBANbaFbX6L+kXDA0NNTHz7/X19WBmEBHiOG4bGRn58V8FGBgY2EpEu6y1G8MwRDqdhrUWIgJrLcrl8iyA91V1z4EDBwr/GEB/f3+TiHwmIpuDIAAzIwgCpFIppNNpOOdgjIGqIo5jGGNmAbxw6NChsSUDZLPZh5xz4yLSLCJQVYRhiDAMqxDGGHjvQURQVRhjQESOiJ45fPjwwdsG6OnpWa6q36nq6lKpBBGZdc5tJ6KvgyCoQhBREg3rmXmvMabDWgtmLhNR/+jo6OSN2ouKAhF5W0RWiwhE5ES5XH60VCr9VCgUMDc3h8yFC7jn4kXMzc0hl8shn89/f/369c5yuXwkjmPEcRw65z7ZsmVLXc0A3d3dDwB4WUTgnLsiIk+cPn36ShzHA6VSCcViEc9evYrnLl9GPp9Pnp6JiYliuVx+qlgs/lwBX6mqL9YMICI7AJjK5Ro+derU+cpQn6rCe4+HCwU8UijAOQfnHETkcQCIoignIjvjOIb3Hqr6Us0AZ8+eHSyVSgDgiOij5HsQBOvCMAQz4958Hs3OgYhgrYW1tjuZp6pfOOd+q4C1Dw4O3lcTQEtLy9pcLodcLnd8ZmamAACZTMamUqnWZcuWYWU6jQDAXfk8HqyrSy7k2sR/cnISACa898kJZRYN0NXVtZyZbVNTExobG88t2H1TGIYmlUqhJQyr81P19aibh2js6upKVxcx5lciSk6kaeEaf1uMRKSYOBpjqoLW2mrCEfunRJ21COZjH0S0UDutqsl7cdEAx44dc52dnZdE5G5mrh5dEATnvffXVHXFLBEOZjIgIly0FuE80KWjR49eS+YTUUdl91DVcwvXuOUdUNUxAPDe35/NZh8DgLGxMW+t3VdJOtjT0IA9DQ3VgsTMHyf+AwMDzQDWERG892UROVETgHNuxHsP7z1EpNpseO+HieibJBQru4Oqfisiwws2MAzAOOfgvf98fHy8vFD/lql4zZo11hjzSxiGzcwMZt4RRdGHANDb2wtV3QSgt5L7IyI6MjY2X3uy2exWAKOVRAQiWh9F0XRNAADQ0dExZK39Mql+zLwTwHtRFN3Up6+v73nv/V4AoYjAe79vampq+43zFl0N29vb3wqC4BVmTqJgiojeMcYciaIoBwAbNmyoA5AFsAvApuT3iMhxIuqdnp4u3qi7aIC2tjYYY3YbY15NwtAYg3pmtIqAVfGDtUi6D1UFEcE5N0FET87MzFz6K92aO6LW1tbNRPSBtXZl5cZXx7z31Z5AVQvMvJuI3j158qS7md5ttWSrVq0yxpgha+3TALoANBtjQu/9eSI6AeArVf30zJkzV25H/z+1PwC/+Stjlm/SgQAAAABJRU5ErkJggg==) 17 7, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 17 7, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 17 7, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 17 7, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 17 7, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAErUlEQVRYhe2WXWhcRRTH/2dm7t1kNyYhbI3YTW3TkBRJa0Bi1xBrE7FGEuyDGlDxqaLom+hDQVG0DyL0MeKTIqjJQ1tq7YNQpWC+KLapxUBDo6QltFJi07TZj+zeO2eOD9ndhipttvHjpQcuXGbm/Oc3H+ecAe7aXbtr/7PRWgX6+/s/0Fq/p7WGc+7DwcHB98vxN2sFIKIdWmsopaCU2lGuv1orgHOuWmsNADDGVJfrv6Yj6Ovri2ut/4jFYtBag4gQhmHL0NDQ9L8K0N3d/QwRvWWM2eH7PqLRKIwxYGYYYxAEwSyAT0Rk4MCBA9l/DKCrqyvOzF8z8y7P86C1hud5iEQiiEajsNZCKQURQRiGUErNAnj50KFDw2sG2Llz50Zr7QgzJ5gZIgLf9+H7fglCKQXnHIgIIgKlFIjIEtELhw8fPnjHAJ2dnVUi8rOINOXzeTDzrLV2DxF973leCYKIitGwXWv9mVKq1RgDrXVARF1HjhwZv1l7VVHAzB8xcxMzg5lPB0HwUD6f/y2bzSKVSqHtyhXcOz+PVCqFdDqNTCbzy9LSUnsQBMfCMEQYhr619sve3t6KsgE6Ojo2AHiDmWGtvcbMT589e/ZaGIbd+XweuVwOL16/jpcWFpDJZIpf5+joaC4IgmdzudxMAbxRRF4pG4CZXwOgCpfrncnJyblC1+MiAuccNmWz2JLNwloLay2Y+QkAGBsbSzPzm2EYwjkHEXm9bIALFy705PN5ALBE9EWx3fO8R3zfh9Ya9ZkMEtaCiGCMgTGmozhORL611l4ugD3Y09NzX1kADQ0N29LpNNLp9KmJiYksALS1tZlIJNJcWVmJxmgUHoB7Mhk8UFFRvJDbiv7j4+MAMOqcK+5Q26oBkslkldbaxONx1NbWXlyx+rjv+yoSiaDB90vjI7EYKpYhapPJZLQ0iVK/E1FxR+Ir57hlMWLmXNFRKVUSNMaUEg6bGxIVxsBbjn0Q0UrtqIgU/3OrBjh58qRtb2+/ysx1WuvS1nmeN+ecWxSR6lkiHGxrAxFh3hj4y0BXjx8/vlgcT0SthdVDRC6unOO2d0BEhgHAOXf/5Q0bRAD5cXiY92Yy1YWkg4GaGgzU1JQK0tupVJ0AIoCk6uvFiCSJCM65gJlPlwVgrR1yzsE5h6Pr1pXan5qeRn8+j2IoFlaH3dksnpy+UQx/SCRgiWCthXPum5GRkWCl/m1T8datW41S6rzv+wmtNQYWFvDwuXOl/vMbN2KmqgoQwaalJTTOzJT6fm1qwquJBAqJCES0fWxs7KeyAACgtbW1zxhzVGuNiDHYv7iIR6embukzuWUL9sbjSBGBmeGc+/zEiRN7bh6nVwMwNzc3XVdX5xPRY04ExyorMV9fj3hlJWqCADoMAQA2FsP59esx2NiIj6urkRNBIYWfAvDcpUuX7M3aqy7HLS0tUErtU0q9WwxDpRRiWqOZGVoE54xB8fUhIqDlsx8lot0TExNX/0637BdRc3PzLiL61BjTSEQovgcBwDlXehOISFZrvY+I9p85c+YvK79jAADYvHmzUkr1GWOeB5AEkFBK+c65OSI6DeA7Eflqamrq2p3o/6f2JwTLN8VtWFvmAAAAAElFTkSuQmCC) 17 7, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 17 7, auto;}
25%,28.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEtElEQVRYhe2WW2icRRTH/2dmvm+zuzEJYWOEbmqahqRIWhckdg2xNhFrpME+WANe+lRRVBTER0XRPojQx4hPiqAmD22ptQ9CKyjmQrFNGwx0abRpia2X2CRN9/p935wZH7q7DVXabOPlpQfmZeacM7+ZOZcBbsttuS3/s9BqHQwMDLwjpXxLSgljzLtDQ0NvV2KvVgtARFuklBBCQAixpVJ7sVoAY0yNlBIAoJSqqdR+VU/Q398fk1L+EY1GIaUEESEIgvbh4eHpfxWgt7f3cSJ6XSm1xXVdRCIRKKXAzFBKwff9WQAfWGsH9+3bl/vHAHp6emLM/Dkzb3McB1JKOI6DUCiESCQCrTWEELDWIggCCCFmAew6cODAd6sG2Lp1a7PWeoSZ48wMay1c14XrumUIIQSMMSAiWGshhAARaSJ66uDBg/tvGaC7u7vaWnvKWtvqeR6YeVZrvZuIjjqOU4YgolI2bJZSfiSE6FBKQUrpE1HPoUOHxq/3vaIsYOb3mLmVmcHMJ33fv9fzvJ9yuRzS6TQSly7hzvl5pNNpZDIZZLPZH/L5fKfv+0eCIEAQBK7W+tPt27dXVQzQ1dW1FsBLzAyt9WVmfuz06dOXgyDo9TwPhUIBTy8t4ZnFRWSz2dLoHh0dLfi+/0ShUJgpgrdYa5+rGICZXwAgisH1xtTU1Fxx6SFrLYwxWJfLYUMuB601tNZg5ocBYGxsLMPMrwVBAGMMrLUvVgxw/vz5Ps/zAEAT0Selecdx7nddF1JKNGaziGsNIoJSCkqprpKetfZLrfVvRbB7+vr67qoIoKmpaVMmk0EmkzkxMTGRA4BEIqFCoVBbOBxGSyQCB8Ad2SzurqoqBeSmkv34+DgAjBpjSjeUWDFAMpmsllKqWCyGurq6C8tOH3NdV4RCITS5blk/FI2i6ipEXTKZjJQ3EeIXIirdSGzFAMxcsNYCAHZ53k4LWAvYb86e/dVxHDiOAw6FyvpVSqE0/20qlS3pv5JOv2qtRXEUlu9xw254/Phx3dnZucDM9ZPLThpZWMA6KfEzEWaJsD+RABFhXim4SqGZGaGlpbL+2SJkEeDC8j1uGgPW2u8AYIoIv69dC+Bq9Xo2ny8VHQzW1mKwtrbckHbmrpX/TGMjjrouiAjGGJ+ZT1YEoLUeNsbAGIPDDQ3l+UenpzHgeSilYumKd+RyeGT6WjP8Oh6HJoLWGsaYL0ZGRvzl/m9aijdu3KiEEOdc141LKTG4uIj7zpwpr59rbsZMdTVgLdbl82iZmSmv/djaiufjcRQLEYho89jY2PcVAQBAR0dHv1LqsJQSIaWw98oVPJBK3dBmasMGvNzQ4ANwmRnGmI+PHTu2+3o9uRKAubm56fr6epeIHjTW4kg4jPnGRsTCYdT6PmQQAAB0NIpza9ZgqKUF79fUwBgjiyX8BICdFy9e1Nf7XnE7bm9vhxBijxDiTaVUOQCjUqKNGdJanFJKo5hZ1lrQ1bcfJaIdExMTC3/nt+IfUVtb2zYi+lAp1UJEKP0HAcAYU/4TWGtzUso9RLR3cnLyLye/ZQAAWL9+vRBC9CulngSQBBAXQrjGmDkiOgngK2vtZ6lU6vKt+P9P5U/yNj7ysVIVWAAAAABJRU5ErkJggg==) 17 7, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 17 7, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 17 7, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 17 7, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 17 7, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 17 7, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 17 7, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAErklEQVRYhe2WS2yUVRTHf/cx33RmKk3qYE1osRQsjQGDUWJtkFASkYRGXGATXysJRpcaE2OMRlkYExYsMO40RoUFEExYmKhxAZIQXmmCsbaGQngFKbSWzjedme+ee120HQoS6VAfG87y3O/87++79zwu3LW7dtf+Z1NzFejt7f3AGPOeMQbv/Yc7d+58v5Z4O1cApdRqYwxaa7TWq2uN13MF8N7PM8YAYK2dV2v8nK6gp6cnb4wZzuVyGGNQSpEkydJdu3YN/qsAa9eufUYp9aa1dnUURWSzWay1iAjWWiqVylngkxDCjt27dxf/MYDu7u68iHwtIutSqRTGGFKpFOl0mmw2i3MOrTUhBJIkQWt9Fnh57969B+YMsGbNmlbn3EERaRYRQghEUUQURVUIrTXee5RShBDQWqOUckqp5/ft27fnVrpmNpuvWrWqXkQOhRBaK5UKj5XLbL94kS+sJUkSnHMkSUKpVCJJEj4fGOBSJsPpyXANPNvR0fHjwMDAuZu1Z1UFIvKRiCwREXpKJbYPDdFYKFAsFhkfH2fFlSvcd/Uq4+PjFAoF5g8P886xY2wcGyNJEpIkiZxzX27YsKGuZoCurq6FwOsiQmuS8Nb586TjmFPZLOVymVKpxAtjY7w4Okocx8RxzLn6emwcs/nkSZYXCogIItIWQthcM4CIvAporTVvjIyQGxsD4BdrCSHgvWdRsUhHsYhzDuccv6bTAKTimC2XLpEkCd57Qgiv1Qxw5syZ9eVymfoQeGR4uOrvy2SIoghjDE1xTLNzKKWw1vJzNlv9rn1oiAfLZZxziMhD69evv78mgJaWlocLhQLdo6Ok4hgADxzIZMhkMrRls6SAe+KYB+rqiKKII3U3XnVXqYT3fvqEVsxc+9tZ0NnZWR9CsPl8ngUTE1X/RGMjkk6TDoEWkao/nctRpxTnlSLJ5arA906VJkAIIT9rABEpTQeWzY0Vm0qlCCEg9rpEnbWkJmsfP8NfnmpOU1aaNcDRo0fdypUrR0SksS+Kqv7syAiLjOGcUpxVij0rVqCU4qq1RNbSKkJ6KlkBTk0lZQiBEML5mXvcNgdCCAcATirF7wsXApPt86WJiekRzI6GBnY0NFQH0qbi9fZfaGri+yiaPBXvKyJyoiYA59wu7z3ee/bPn1/1Pz04SG+5XC3Fqb9jY7HIU4PXh+EPzc04pXDO4b3/5uDBg5WZ+redBcuXL7da69NRFDUbY9gxOsqjAwPV9dOtrQzV10MILJqYoG1oqLr225IlbGlunm5EKKUeP3To0JGaAACWLVvWY63db4whbS3brl3jif7+v4052dHB2/k840ohInjvPzt8+PArN383q2F0+fLlwcbGxkgp9aQPge8yGa42NZHPZGioVDBJAoDL5Ti9YAE729r4eN48SiEgIjjnjgGbLly44G7WnvU4Xrp0KVrrrVrrd6211QTMGUO7CCYEBqxlOv1CCKjJu/9JKbXx+PHjI7fSrflF1N7evk4p9am1tk0phZnRH7z31TdBCKFojNmqlNrW19f3lz+/YwCAxYsXa611j7X2OaATaNZaR977y0qpE8C3IYSv+vv7/7gT/f/U/gRavSa30UUVEgAAAABJRU5ErkJggg==) 17 7, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 17 7, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 17 7, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 17 7, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 17 7, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 17 7, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 17 7, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 17 7, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 17 7, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 17 7, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 17 7, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 17 7, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 17 7, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEo0lEQVRYhe2WXWhcRRTH/2dm7t1ktyYhLFZs4kdakiJpXYS0MSR1s0qJNNQHtaDiU4Wib+KLEFG0DyL0sSIIFvEjeWhLjT4IVYpssqHYphYDDRaxJbQiselH9qO7986Z40P2rqFKm238eOmBC5c7c/7zO3PnnDPAHbtjd+x/NlqtwK5du97WWr+ptYZz7p3R0dG36vE3qwUgom1aayiloJTaVq+/Wi2Ac65Jaw0AMMY01eu/ql8wPDyc1Fr/nkgkoLUGESEMw66xsbGz/ypAJpPZSUSvGWO2+b6PeDwOYwyYGcYYBEEwB+B9Edl/8ODB0j8GMDg4mGTmz5l5u+d50FrD8zzEYjHE43FYa6GUgoggDEMopeYAvHj48OHsqgHS6fQD1toJZm5jZogIfN+H7/s1CKUUnHMgIogIlFIgIktEzx05cuTQbQP09/evEZEfRGRDpVIBM89Za3cT0Tee59UgiCjKhq1a64+UUt3GGGitAyIaHB8fn7pRe0VZwMzvMvMGZgYznwqC4OFKpfJzqVRCPp9H6tIl3L2wgHw+j0KhgGKx+OP169d7giA4GoYhwjD0rbWf7tixo6FugL6+vvsAvMLMsNZeZeYnz5w5czUMw0ylUkG5XMbz167hhStXUCwWo6d/cnKyHATB0+Vy+ZcqeIeIvFQ3ADPvAaCqh2tkZmZmvjr0mIjAOYcHSyVsLJVgrYW1Fsz8OADkcrkCM78ahiGccxCRl+sGOH/+/FClUgEAS0QfR989z9vi+z601lhbLKLNWhARjDEwxvRF80TkS2vtb1Wwh4aGhu6pC6C9vX1zoVBAoVA4OT09XQKAVCplYrFYZ2NjIzricXgA7ioWcX9DQ3QgN0f+U1NTADDpnIt2KLVigN7e3jVaa5NMJtHS0nJhWfRJ3/dVLBZDu+/X5scSCTQsQbT09vbGa4so9SsRRTuSXL7GTZsRM5cjR6VUTdAYUys4bP6UaDAG3lLug4iWa8dFJHovrxjgxIkTtqen5zIzt2qta1vned68c25RRJrmiHAolQIRYcEY+EtAl48dO7YYzSei7mr0EJELy9e45RkQkSwAOOfuTafTjwBANpt1xpgD1aKD/c3N2N/cXGtIWutPIv9MJtMGYAsRwTkXMPOpugCstWPOOTjnwMy1y4ZzboSIvo1SsRodROQ7Zh5ZFsAIAGWthXPui4mJiWC5/i1L8aZNm4xS6pzv+21aa2it9+RyuQ8BYGBgACLyBICBau3PEdHRbHap96TT6Z0AxquFCES0NZfLfV8XAAB0d3cPG2O+0lojZgz2LS7i0dnZm/rMbNyI15NJ5InAzHDOHTh+/PjuG+fplQDMz8+fbW1t9YlowIngaGMjFtauRbKxEc1BAB2GAACbSODcunUY7ejAe01NKIugWsJPAnjm4sWL9kbtFbfjrq4uKKX2KqXeiNJQKYWE1uhkhhbBT8Ygun2ICIgI1tpJInpqenr68t/p1n0j6uzs3E5EHxhjOqonvjbmnKvdCUSkpLXeS0T7Tp8+/ZfIbxsAANavX6+UUsPGmGcB9AJoU0r5zrl5IjoF4GsR+Wx2dvbq7ej/p/YH4qwy4OZpRNwAAAAASUVORK5CYII=) 17 7, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 17 7, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 17 7, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAElUlEQVRYhe2WTWhcVRTH/+ee+96kk9oECVok8aMtiYS0BiFtSJNmEkuJNNSFWPBrVaHornRnRNEiLnThoiIILeJHs2hLjS6EKkWSvBDSJhYLLYhoCUUk9jsz05l599zjIvPGUKzNNH5seuDB4917/vd377vnA7hrd+2u/c9GyxXYuXPnm8z8OjPDe//WoUOH3qjG3y4XgIi2MDOMMTDGbKnW3ywXwHu/ipkBANbaVdX6L+sXDA4ONjDz77W1tWBmEBHiOG4ZHh7+8V8F6O/v30FEe621W8IwRDqdhrUWIgJrLUql0iyAD1R1/+HDh/P/GEBfX1+DiHwuItuCIAAzIwgCpFIppNNpOOdgjIGqIo5jGGNmAbx49OjR0WUDZDKZh51zYyLSKCJQVYRhiDAMKxDGGHjvQURQVRhjQESOiJ49duzYkTsG6O7uXqmq36vqumKxCBGZdc7tIqJvgiCoQBBREg2bmPmAMabNWgtmLhFR38jIyMTN2kuKAhF5R0TWiQhEZKZUKj1WLBZ/yufzmJ+fR/vFi7jv0iXMz88jm80il8v9cOPGjY5SqXQ8jmPEcRw65z7dvn17TdUAXV1dDwJ4RUTgnLsqIk+ePXv2ahzH/cViEYVCAc9du4bnr1xBLpdLnu7x8fFCqVR6ulAo/FwGX6OqL1UNICK7AZjy5Ro6c+bMXHmoV1Xhvccj+TwezefhnINzDiLyBABEUZQVkT1xHMN7D1V9uWqA8+fPDxSLRQBwRPRx8j0Igo1hGIKZcX8uh0bnQESw1sJa25XMU9UvnXO/lcFaBwYGVlcF0NTUtCGbzSKbzZ6anp7OA0B7e7tNpVLNK1aswJp0GgGAe3I5PFRTk1zIDYn/xMQEAIx775MTal8yQGdn50pmtg0NDaivr7+waPcNYRiaVCqFpjCszE/V1qJmAaK+s7MzXVnEmF+JKDmRhsVr/G0xEpFC4miMqQhaaysJR+yfEjXWIliIfRDRYu20qibvhSUDnDx50nV0dFwWkXuZuXJ0QRDMee+vq+qqWSIcaW8HEeGStQgXgC6fOHHiejKfiNrKu4eqXli8xm3vgKqOAoD3/oFMJvM4AIyOjnpr7cFy0sH+ujrsr6urFCRm/iTx7+/vbwSwkYjgvS+JyExVAM65Ye89vPcQkUqz4b0fIqJvk1As7w6q+p2IDC3awBAA45yD9/6LsbGx0mL926bi9evXW2PML2EYNjIzmHl3FEUfAUBPTw9UdSuAnnLuj4jo+OjoQu3JZDI7AIyUExGIaFMURVNVAQBAW1vboLX2q6T6MfMeAO9HUXRLn97e3he89wcAhCIC7/3BycnJXTfPW3I1bG1tfTsIgleZOYmCSSJ61xhzPIqiLABs3ry5BkAGwF4AW5PfIyKniKhnamqqcLPukgFaWlpgjNlnjHktCUNjDJjZA5hTVUdEq1GOLFUFEcE5N05ET01PT1/+K92qO6Lm5uZtRPShtXZN+cZXxrz3lZ5AVfPMvI+I3jt9+rS7ld4dtWRr1641xphBa+0zADoBNBpjQu/9HBHNAPhaVT87d+7c1TvR/0/tD8d5K2OawS7uAAAAAElFTkSuQmCC) 17 7, auto;}
}
div.testarea{
animation:rwdcur31997 5.3333333333333s linear infinite forwards;
}
