@keyframes rwdcur251049 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 2 2, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGX0lEQVRYhcWW328a2RXHv3Nnhp/Db0gIsTYulWzJEKTIBLXBCY6iVlWUdbLRutKqb/0DqlbqQ/+EPFfaxz7sQx+qbdRkK6VOVGnjykEkNhFGBqeWIdbaGGxwwGCG+QF3+rDGMjbYKFu1R5qHmTv3ns8553vvPcD/2ZiPmMN5PB6Dz+fjjEajlEgkpP8FgO7mzZsXHA6HV1VVO4CQIAg/Y1k23Ol0rJTSA1mW35XL5X+sr6/P7e3tZQGI/w0ALhaLjVqt1pDf779tMpkeCILgCwQCZGJiAj6fD51OB81mE5IkKdls9mBpaWl3bW2tVK1W/7WysvLV5uZm/qMAXC6XEAgEwsFg8AuXy3VvamrKe/v2bcLzfM9/mqZB0zRQSiHLMmq1GiqVCs1ms6WFhYVULpf7OpFIPNnf36/188P2++j1et2hUOhuJBL5/fT09EwsFrP5/X5GEAQwTC9z950QAp7nYbFY4Ha7mUuXLpn9fr9fr9ePqarKGo3G7Z2dnVMQpwAsFoszHA7PTk9P/3ZmZiZ848YN1uv1op/z4xAnH7PZzHi9XuJ2u90sy/5YlmWDyWT6rlAofBgIMDIyYgiFQl/cuXPnNw8ePJgIBAKE5/mBjgdZF4IQArvdzrjdbruqqqONRkPieT5XKpUafQEmJydnYrHY7+7duxccHx8nHMcdLfixxjAMbDYbY7PZLJVKxVutVjcajcb7ZrOp9gAc1v0PDx8+/OnVq1d1Op2uJ5ofAkAIgcPhYFiWdRcKBYMoisuFQmGnB2BycvLX9+/f/zwajbrsdjujaVpPTY+bpmk9DoYxQgg8Hg9DKf2RKIqrtVrt3x8+fJDJ4Thnt9s/i0QiPqfTSQCAZVkQQvo6UFUVqqqCUtoDc54ZDAbcvXtXZ7VaZy9cuOAFAA4AdDqdf2xszO/1enUcx50bVTabRblchl6vB8/z4HkeLMviypUrsNlsA8EZhoFer4fZbL4hCIIPQJ4DgLGxsZ9HIhGnxWIZKpJnz57h0aNHaDQa4DgOJpMJZrMZjx8/RjgcBiHkzPnXrl3TJZPJqfHx8SUCAJcvX/4sFAqZdDrd0cl2lsmyDEVRAADtdhv1eh3FYhEsyw6liXA4DLPZPOvxeDgCAIIg/MTlcnGEEEjS2Zebpmk9AMdNEIRzoweAixcvglI6wbKsxM3Ozgp6vd7QHRxUv65zRVEgy/KpLPE8D51Ody5A995QVZXMz89LpNlsCjzPH3TTZzAYzlxAlmXIsnzq+7DRA4AkSSCE1AGASJJEAKT39/eHmizLMlRV/UEArVYLAL4H2NraUprN5kIulxtqsqIofQGMRuPQh5Ioiuh0OgcAQERRPOh0Osurq6vnql/TNEiSdEqAh7ff0PVvNpttTdMqwGEGWJatNxoNUVGUo204CGbQDhgGAAAODg6wsbFRa7VaSwBAANBms/md0+l80W63ezqcfhH0A2AYZigNaJqG3d1duri4uLa2tvaXLgCq1epGpVL59tWrV0q9Xj9zkX4iZBgGJpPpXA1QSlGpVMTl5eWV9+/fp4DDuyAej4s2my1erVZf6PX6X0SjUa7bC5yMQFGUvhkwGo1nZoBSiq2tLZrJZN7VarXnAJQjAAA0lUplVVX9s8fj+cTn8wX9fj85eSh1RdgvA2dpgFKKnZ0dOj8/v/306dO/pdPpF92xozCLxaLodDoX0un0E5fL5TQYDD6fz3cKop8GCCEDASilqFarePPmjfj69et/bm5uPtnb2zs4BQAAmUxm22KxfK3X660cx31+69Yt38jIyFFr1hXhsBqglKJcLiORSCjxePxlPp//anl5+d3xf04WmiYSiayqqn/a39+XRFH8ZTQa/WR0dJQTBOGo9z8JcDIDh3sd+Xweb9++rafT6bn19fUvnz9/HgfQs71OKw2gyWRypVQqfdloNPa2t7fvT01NBf1+v9VqtZJWq9X3JDQYDCCEgFKKYrGIly9ftjOZzNtisfj3Uqn0zdzcXBZA++S8fgAAgEKhsFUoFP5YLBYTi4uLvwoEAuHr16+PFAoFt6ZpHMuy6HQ6AL4vgaqqiMfjWF1dbe/u7uZLpdJfc7nct/V6PZVKpSqD/Azb7hJBEMaCweBDq9X6KcuyIwCsDMNY2+022u02dTgc2xzHfSPL8rwkSdvlcnk9mUxW+kV93P4DgaAn4ZW5/mEAAAAASUVORK5CYII=) 2 2, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH7klEQVRYha1XTWwT2xk9c2c843HsJJ6ZOMGJCcSEhMhYLj8lUATVexGvAvHaFYsqRai0SwQSlapK3T912S5gyaZSRVUBFQKlIpGIqCCEOkBIiG2clATHSWwnceK/Gc/4ThcwLgEnoT9Hsq7le+ee4/N99/vuMPgC9Pb22hVF+dZms9W3tLQcEQRBcrvdDk3TOMMwirquZwqFQiqfz0fn5uZihmG8HRkZWQRAt9ub2W5BX19fv81m+3UgEOAPHjzYJkkS2bt3L5/L5aggCKRYLKqqqtK1tbX83NzceiwWmyuXyyMsyz4Kh8Pjw8PDqa2EcJtNnD59uptS+l02m/1W13VIkkT2798Pv98PlmXBMAz5sNRhmiZKpZIzFAp5FhYW2tbW1g6pqtqXSCT+evbs2b/cvXv3LQCjFg9b68dTp079ilJ6MxaL9UxMTBBd1xmO4+D1erFnzx7wPA9CCBiGAcMwIISA53mIosjIsmzzer12SZIUh8MRXFpaap2fn39eKBSy2wo4cuTIrn379v3OMIxfhsNh5+LiIgGAYrGIfD6P+vp6NDc3w+PxWC5UPwBgmiYYhgHHcbDb7VxLS0tdqVTyNTc31wPQE4nEzKYCJEmq7+rq+ubkyZPnmpqa2p8/f040TYNpmgAAwzBQKBTg8XjQ2dkJu91eJbZguWGNNpuN8Xq9vCRJe9+8edPZ3t4+Fo/HUzUFfPXVV2d37dr12zNnznT4fD6+VCohGo3CMN6HTtd1aJoGlmUhyzJ2794NlmU3kH/6neM4OBwOUl9fL7hcLk8sFtv1+vXrm58KIIcPH+4MhUIXzp079/1AIOBqbW0FwzCIxWLIZDKg9H0Sl8tlZDIZuN1u+Hw+uN1uEEI2EFvkH48fcoOfmZnZqShKMhKJvKgK2LFjh+j3+38UCAR+dvToUU9TUxPhOA42mw0A8Pjx46oLpmmCUgpVVSFJEkKhUNXyWjBNE5VKBZRS8DwPt9ttDg0NybIs300kEiUAYP1+f1Nvb+9Pjx07dqyjo8PucDjAsixcLhc4jsPq6iri8XjVBV3Xsb6+DkEQoCgKdu7cucGFWlBVFaIoAgCrqmpifHw8kkwm/wkA7IkTJ37Q1dX18+PHj+9QFIVY2U0IgdPphMvlwpMnT5DL5aoJWalUkMlk0NjYiO7ubjidzpouWCGx3ASAWCzWkkwm73Ec9y6dTpfZ48eP/yQUCn3d3d3tcrlcjLWRdbY5jgPDMBgZGUGlUgEAUEqhaRoMw4Db7UYgENgQ/1oiGIYBz/NYXV2tTE9Pk1wu97dEIlEiDodjh9vt9oii+JmPHMeho6MDZ86cwcmTJzdYXS6XMTo6iqGhIYTD4ao7m8Ga7+np4RRFafF4PB0ACBFFsdFut5c57vOqbBUVv9+PixcvbrASeJ8PDx8+xMDAAIrF4rYiAEDTNMiybF9eXi4DoGwoFPpxb29vsLm5mbPi/zEIIRAEAaIowjRNPHv2rEpkmibW1tYAAJIkobu7u2ZCmqb5sThmbGxsZX19Pazr+lvC8zwopdSKdS2wLAufz4cLFy4gGAx+tu7Ro0cYGBjA69evq0f2U1BKQSlFPp+noigin89n4/E4JYZhUJfLtaV9VgK1tbXh8uXLn81XKhU8efIEg4ODqFQqNfcihIAQAtM0kcvlipRSAgBE1/XFyclJwzrnW4mQJAl9fX3o7+/fYDUhBHV1dfD7/SgWizWfZRjGIi+n0+lsMplMATBINBp9ms1m17PZLN3OBYZhoCgKrl69itbWVrAsC0EQcOnSJVy7dg29vb1oaGjYdA9KKVZWVsqqqkZYllUBgKurqzOWl5czpml6gX+31M1ECIIAr9eLK1eu4OHDh+jv78eBAwfQ3t4O6yTVep5SirW1NaTT6fVMJvNmaWkpBQBcOp0enZycXIlEIlSWZfJxh9sMiqLg/PnzOH36NBRFgSRJmxYii7xcLmN+ft54+fLlimEY8aWlJRUAiCAIRV3Xf3/r1i36cf/fDBZJY2MjOjs7IUnSlg3JwvLyMiKRyMrMzMxIKpWK4MM9kZ2dnTUkSZplGGaHpmnfCwaD1XK8VSg+vo5tB8MwoOu6MTIyMjk9PX3twYMHEwAqAEAAYHh4WFVV9Tf37t1bnJqaolbN386J7f41UO2edGBgYHFoaOjvyWRyAkDZmq8GPBKJlDo7O1cWFha+OXToEMvzPGMR/Tewql8qlaIDAwP54eHhm2/fvv3u6dOnKQDVOG/IuGg0+qKhoaGVZdlGhmFcbrebtdls1bz4EjHWWkopCoUCJiYmVgcHB/98//79a1NTU+/wwfqaAgBAluUXo6OjaVVVO2VZdjQ2NhKGYchmrdYitQqNaZrQNA3FYhF37txRb9y4EX337t0fXr16NYIaLyifCUgkErlCoTAjCMJ0KpUS7Xa7XC6XBVVVzQ+llPn0Km6V31QqhXQ6TaempkrXr19nxsbG/qhp2i8GBwfHN3NsS0+PHj0aCIVCP3Q6nQe9Xm+wtbV1Z3NzMy/Lsp1lWdrQ0MAvLi5SURQxPj6OhYWFTDab/Uc4HM5yHPen27dv399q/20F4P0pIcFgsMPr9QZ9Pt8ep9PZTgipFwTBSQhpIYQsptPpsq7riXg8fjuXy6mZTGZ8dna2jP/Hy6klpKenh7PZbA4ADo/HI62urqKtrY3P5/NFTdNUURTXo9Fo8UuJ/1eQTcb/GP8C9MCwpF3r+2wAAAAASUVORK5CYII=) 2 2, auto;}
}
div.testarea{
animation:rwdcur251049 0.4s linear infinite forwards;
}
