@keyframes rwdcur222490 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 3 4, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
30%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIwklEQVRYhZ2Xa2xcRxXH/zN39u7u3YfX6931a+04juvGjpvESuQ8mjZNaUsJCaS0AhWEqEihIqagivAFCFWFhKBSoZGISwFRKHxIQUWlgQZaqcSkJW7txG2cuH5340e8u17vrnf33r2PuXP5kBKFKg87R7q6X+ac/2/O6Mw5Q3CT5nSDXVQhMwJKCRDxAmkNEIDQOURTEDo5cuM4ZAWCdDawroO6fTHOvGEhyc2CCx8okW3LprZlcge2kCjjlBBDgp0hXJ12OVaBCGus/unxzNXisuUCzFd0bLRqNh6izFvHuU0toyzAuJDcXupYJue6xh1hCxuESsxNHa+feXwKbK2oYXH0MIBXrwvw/uO3NFfzfE2MLAzQHpgfX1ik/lZL1cKCL6VtU0sLQ01bpq5SKpmwbS6EgLAJc5jkIcxVHY7Fm1hNc6OQPJymBvPX2thlgFQJ95yN3HuohcwdFQd6n6c9mLhyYTab7eMzHyZRSBUkiuS2GmQAwHHg1zhkACAAy6lQCiZqXD76oDBvbaLG0qw/c374hgBGMcvOeT3xXMOugzl33ebZb534eR2ff532QAeAbT1jCQCJK52TB5tiVt3GbkvQuGOYJvO4ZXcwrEQoYxaRwpxrpl1Kz+YNlG4IQAlFNp3kZSXG9OpNd2XlWPvq7DsvOt19z5EjmLqaswZPk7CkLngDIQ5dGLYD22IeIlFYelEXRjntWkr2NgcubeK6AACEYRhwSkvQQwGkK1pjIrrmIFU7t85+89XD9c7cK+QI+JXOxBuMCCopopBJaMmJt00h9BKlYMTh3NR1YZYTW5T0wPXK8TIAcQRktwy/4oOuqVACQYSb2qDL63ec8cXXXhg9tkUc6Ps17cEYcOkeGKe+Vk5cipfaE7c6Iz2kB+LaUjcAkMC5zJhQfD5MjZ4XH/T1muT+fZ7mtnXIeBojE6FdBy/ka7o+PPD24Say8BoAbpezwuHlM9w2TpIjKxe/pAvA+VGbnMioOweN2CekUI1Etby1PfvPv48Ov780mMjGJbcCk3mQMLyrhrLyvQVLqlgjZbTFYPudjsvvjpY/fOnpU8XizQAwADAyM40te7/z2a5siJ2bmkEum5HrK+V3vhFPvfbDvpefGJ4f+zyp6/ArihdEjod5cPVB2d95T2N+aDggW71hN7I3I345A4+tNeOxB76/v2vPl6qisTpMj51DIHn6zU1/xl96P4cTspqaHp2aXb1gsupofQOqauJEDbXUpmlFmC7OXFxlTkw91Y/FmwZ4YgOi3o179zGPFapvbrS3bN0lRRSP6PadfCv6W6RemsDgyb36wPTsvDyWLLS6glFXKFyFghQIJpzI7TNOtPNnnUvFZ7eUEk/1w1oxwHc7EVa2PvyQMficX3/rF/mK7Y8EIFdUZU688MbDt2D+hbsR9j6P8RP77DekUnrxg/GZxvkyjYWj1bBdCuZsf+NIwXt32XFVvrg1PflUP3LLBaAAIBwILqhwLMbMd/uFnTxtEsK4QiVkDGnHoXO1v39tr/sRAPjC6/jFT267+OX6sZePDh5/SZu+kIBuWpgg0cjrUtfBo/TeF87sr9/tdC8PgAGAAwhD1YVEvZAI4NgGCA3C5fFQpaCGT/Oa++ftNTsmJ8dvL309dcT/K7wnDpiPHR0f6D327uy3F+o2tlbGauiczpE0gnfOmJWFzoa5twAUlp2BkqoJw6aUACCWyh0qUeoLMEkCNF03y5G1/v6KnY8emmj5w1/3uA8AEF98A798sj35pC8zmiwUVehlDemFFCpENgFAW3YGgjLETFEVkmXBBcB03HBAGSEyowTU0nUwwtG+9XYspts6jo2cemZo5Oyu9FeTh0dyNKTKVaGgT4FhGpAdU+/wl059/Nq+/hE4ELxUFIVAFMm1d7AoiXsUYWsUjHIBRqhELdNAm3Y876zZLJ+v2qOcG4g+9ORk//oAz+YNX6XiYhI0TaA1qA9vDxf6liN++QjcEoTHLXGt7i7maKpgU68UuENAfH5q2qAWt8EoRZSpvEHJ6a3uoXxDY4Sna7e1/ttc3VUsqchlsxC6hhpJO0MILq4IQOMQzOcTSnnYdGdGRUrUekwOhmLSTwgYiAPbtjAXuUOeDO0Jry69Zz6g/jHTGUlp0bo4DNPGZGIayM3oXZ7MaXLk2u33qgBeBsF1TSzJ7UrCU02RHda84Wrm3/OD/YGWbZ+2hMR1w0Qocdxs6v9eMjI7JNrtRbGvOZPfvYFn2pqCZjAQwFzJlo8nXZ90uhFZLgADAIWBp9MZTt1jfB1SQq69hYXr44w1PH6XX+mAOPEEypqKcGpc3EZLXLfB5kJRerbua6HmqiHNmv9HIbHQFMlqnC66heI4y++M9KO/WEjNiqIlY37bj8PJyt1BTb2URXekGrZwUCpkRa5yDUusu09R/RXwagUEZo7p0tRpkchwtpDNoQKq2BQs/4sQXHMIvWoGCIHQtAIuFoJMdstMOT+MpUwebW2rkc8sQtgC3NQxFdzEJiO7/evzuUz7dD/fOfY3bdQCPZNcH1I1FQ1uM3tfrfHuSmaD/5WhRpfmhgtDx3dwf43iqqjFYj6J+cwM5udn4cCGcFwozw+acSQydUvj3C0BjAAfFH1IaYTJjok1HvNsfcAeWa74ZQDaA3P2K4PPzCyOvH1hqWGDuhTd7FTUN9rOupZyvixzWyBX0umfTtnBOqUgxipR6ggpolk2eF8+oqg6hyJMbIjwgZWUIHCVp9lHTSRi2IjMhZo2n5rzPvjMyexn5soSlWQ3HMrgYgRBrwvxkKXlykxO5jhbRXPZn25Y2r/9ZfOVFWfg/4guTbCZS19iJP8o/lNsknuHi2zXhSJrnSixlrLlYguajFTOpSiyDc45WqrMiW015pmViF8V4OMW+g2mAPNZp9v8nWqh6c2Lrs1ns9KG01m2fdFk8TmNxYggWCVbA46D5EoBlv06vtKcbsiOg/hYVmo+Ni1tX7Sl23bGxJFPHTNOrDTWfwHmx2qEmhG3zAAAAABJRU5ErkJggg==) 3 4, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
70%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAI0UlEQVRYhZ2Xa2wc1RXH/3Pnzuzs7Mtr765f8eI4qWOTOEbOywQTEglKgLShD1UqD5UCpZJdRCNF9AMIRJFQVYmWCBIQVNAXKikVBZGGR9WURxqS2BCS2Int+G3vZr273l3vY157504/JEEBJdjhSufbOef/u+fO3HOugG+wnB4Qx4ECQAFAzxs/b0wQwABYwm4YC+USFis6ehf8QrC+w1Cro/NOsNUQlTrThtfmglLmDtU1HXBsrkjUkIhgUMfKBUnxtI9nx7jjnFj13MTUpfLSxQIIlU2bh2tv26Wr1TVFU1CKpgVuM3hVD0zLQJ7mYVplCKIIRVFREfDB9sjGXCGmhWIHHgHwwtcCHL832lTt1WsiLNVH9sD6quO05Vk1lTGiWnJcKxeyCT03mxNtI23LJOmAMzBOHMvxlyBFdI/f71u+yu9tvTnEZl3MH/tX7nIb+wJg1nHd2C93PbJcnnmNd3/0EtmDkYsdS4W5A/Lk3nyQ53MhN9JBFzIhD3J1HhAAqiAAjMM/U0RN3kIkVbC+Y+sbb/Rb8cFKc/LzBQFMLUdPuJVoesmWh+fc9etnuj/4fR3Ovk/2nPuQbn01fhjA4YuDcw8Gmj4Jb32yCE/UZmUmu1VSFaomVBSpDF80VyrClRyZCktWfEEA6nCeSSaY7olQI7Jmc1aJXN2YPPJnp+fw88JujF0qOG9LLTNOZGvR01jJtCyEsoM8C0GEiOxcGiw3YgX1yU8BFBcE4A6BZVlw5nMwAz7M+psjdtWynUTv6Jz5xVu76p3Ym8JusAv+Tg/IEXlpS4HLqpAanFEnPvhIN1m+IFEuCdyiTLc8rJRSPMYbwt/AFwQQHA5JluD1eqGXivB4/ahsbIUpt3V9KtW2TI7s28C7j7xE9mD4fIga58F1nChKszR6dFPVmR2CgAwAggv3we7LyV4CQOLMcrkoV71ejA+d4kNHP7bAtitNrasw518aGg1s2TlRrOsc+vnBXc00tc9xIHtKU4ZZLHwmi+l3yItILix3GQDnyVb5PyfjlbquQ7bK8MmEbdQPvXv69aGazxo2dS5vXwPiqkCstKzrVMFo2SBPrLmGjAyMuZo7fAqVq7Xx4YWEvhbATE9Hm2/fuX1DpoKeHJlCNpOWGyrlT3qiqf2PHXpjx8DZ4R+RJW1et8cNwd0QOuxf9rDtahuUpscsOa9/FAnmvzEAAYBUrqiGWzpr7u9+iNx91z1YUl+PuZJByB70/3qjs+NO/8mHpIH9/bNjw1BUN9zhBjJZd8PVtLkz0hBwDA/X/N8UQASAHe0Iuzu2307dVkV9Y9Te0LlFDLldvMfz8cHIy5jdO4JjB7YZvfF4gg7F5lfIFWEpWBVCjvh9Z1j1umlS3fG71XOFZzq1iSd6Ub7iClACRiTK9Q+eMvJ/+Ha6IuhC5dpb1msMTcN3QubdiIRfRt/ja6yeOwMDvyocer3/+OGD4LYNJxAm/XJL11/L1z3/ntH2BO9G0xUDSASclcG5Sal1tI/biU8tIlKmEhEDaXHTYwN1f9q/Xb1HEEB+/D6e++3q+N21p//x92Pv7tWmxsdhmBZGhXDofXn9zr246ZXj99ff6vQsDoACgGGDC5rJCXGf68+2yUH8kBSFyK5SZV+heuuM1dQ1cmb4+uIDyWe9L+Jz3m397LUzvXe8dXT6oWT9Nc2VkRoSm2dIWIFNU0Ywv/qq2EEA+UVVgDvgxaLGLS5AFABYRe5AJI7LR0UH0AzDMiMrvL2BG+59dPRbf3lrm6sbAL/j33jhiZWJxz2pocR8oQTD0JBKJeAXMhMAtEVXwC+Dx0tFTiwLMgBLcMERCKWSTIkAyiwTomNj5bXXIZ1qXfX20JGnT54+viV+T+LZkXlSobmqKvyqG6ZpQkLZWOEqHLn42l4QwHHAzWKRC75qJFZcT8O8QfGVmUZEShgHAQixmYWr9fcyfNkaZaDqNrW/L/TDJ8d7V/tYJmd5gqokUZR0A83u0uDmSOHQYsS/OAKXCK64RFas2Sw7WonTiX/mLUIgSF7COMBsGyIREBILrMGd0ZrlE7mGaBVL1nY2f2gtXT9fKCKbzcIxNNRIWp8g4LLt95IAGgOnipur2oAlp4d4ktfIFnMoCgmvIEAG55zzMmZC18sjgW2hpuJx43ulV9PtVbNapG4JrDLH6PgkkJs21qmZY4sZRr8EUKWAlS2DF9SV6qQ7QpA5ZbiDNdS7/dH7PE3X3maBck2zUDnxHlva90iiKnYSK+05/v1l6dyt7Szd2uizfD4fYgVbficu3cy7EVoswIVuyFOZDCPKMFvpzHK5tplWLVlCxYYHN/u8beAf/hK6XkIwOczbSJHpNujZYBjH6x6obAz2a1Z8f3482RjKaIxkFEddrPiXAJIzk1wN14N0PVUhB2/xBgoGAn4FrqpqcMdBKZ/hmYomMtlQrXhHe5lSmodvap9B9TSfmLNpOptDACXe4dX+e34uWDyAIIBrWoGfzQeobMpetXAK8+l5tLQsRTaVBuc27LKN8YoOOha6xd8+n023TvbxzWfe1obKIMeSqytKWglRycrcVGseFXZffgK6XAU0kpsZzJ94ZxPz1ahSoBZzuVnE09NIxGOwGQfjEkozx1jUmUjX5s4wlwiIAnC64EGyJFDZKaPJbZ2ISvapxR/AhQrshjXzk8+fns4M/W8y19Bemg+vdQL1Ue6sXK7nNdnmNnIFm7x+2PbXewp8uBLFVQGVN8km+yQXUksag5ubaA+zPkFd/C8IXOJpdr6JhEwboVhF49qDMdcPdh2c/+6MTgihMgRRApUJAoqE+oCp5Qwqn52z6VUkm/nNuuJ9172mv3nFFfgS0blBMn3OJgYTP8WhYlT+cLBAt0yWaPNIkS7XyxJNFmUkMpKqSjaYzbGs0hrZWKV/diXilwT46qp5BWOA9YzTY/2xVEbjgbi0diArtvem6MY0o0tiJTECh6BBYX2Og8SVAiz6dXzx4t2QQeXocNJufHtK3DhnCm1dtXh+2z7zwJXm+j+cs1Ss51PcNAAAAABJRU5ErkJggg==) 3 4, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
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}
div.testarea{
animation:rwdcur222490 0.5s linear infinite forwards;
}
