@keyframes rwdcur244357 {
0%,49.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAL4ElEQVR4nO2aWWxbZ3qGn7OQh6QokqKoxbItyaJc2ZatEWTHSV3Eltu4TuzAMZIinQw6mGnRiyIIArQCChRIEAxy0QBBEbQXuWqnQdEgxXQaAzbSoInHsGZxbMSJZMnxImuhNmqhxJ2HZ+Hh6QUdNfakY5mWxC56AIFHhwu+59X//Qsh+C/Ew79z+F+PHz/eX1VVtYf/h9S/8cYbsYsXL9pHjx79vNLFbBTi1xeKongB386dOzl58mQ30FW5sjaOlQB0Xdey2WxWkiR2d+ySW1tb/7CShW0U4jeutcXFxWw2myVUX0dvb++fVKyqDUT6xnXe5/Md6+3t3RkIBAiFQt6JiQm9o6Oja2Ji4v/snPDNEUAkEvkoEong9/vZtWsXjY2Nz01NTfnefPPN5jt37pyuVJHryTdHALqux5qamv50//79TrfbzfT0dFAQhB8LgvBad3f3D/r6+r5fXV1NPp9PvPLKKy9t3brVfe3atclKFb8W3BOAZVlGIBB46fHHHw/V1taSSqUc77777q3Z2dn5Z5999mg4HLZaW5sPDA0N//DFF1980u/3//bw8LDS19c3OzMzs2N5eXmhUiLlIt33uykIwhOHDh3qam1tpbm5mWQy+XhjY+OeF154Iej1emtqaoJ1yWQyuH///oDP59s2Ojq679ixY8+HQiGlv79fBWYqIVIu9wdAPB6f6O7u/rODBw9SU1NDXV2d7Ha7vV1dXXg8HiRJQpIkmpub8Xg8OJ1O/759ext1Xd/y4Ycf/gOwXAGPspG/5d7g8PDwkKqqXV6vl6amJuLxOOPj48xH50imU8wvLjAwMIAgCFiWxfJynHA43L5ly5bWubm5kQ23eAREn8/3+88999xYKBR68eub2Wx2JJ/Pk06nuTYwyO3btzl//jyRqdJ8tzPcjtfrRZIkDMPg6tWrfPzxx5im6ayYSZnIfr/f+dprr7VFIpH3X3755WQsFvtkLBIZsCzrD5aWlohMTdLS0oIoirS1tSHLEpIkk8vlcLvdzM3N4Xa7uXz5Mg6Ho77SQg+LmEgkRgVBWDpx4oR85MiRvwKIx2LnY7EYoigSDocRBIHp6WlmZma4dOkzpqamGB+fIJVKceXKFS5fvsyOHTtoaWk5WWmhh0XMZrPJ69evz1uWxb6ursNA++zsbGRhYQFRFBkbGyObzXLkyBHC4TAdHR3U1NTQ1rYDv9/PgQMHCIVCDA0NMTo6+kWlhR4WGYjfvHlzJpfL7e3cs0fctWvXj6LR6Dld1zEMA83QkWWZYDCIKIo4HA5M08SyCiiKQmdnJ5Ik8cUXX5DJZC5XWuhhkQHj008//fjQoUNPt7S08NZbb31vfn7+ew0NDYiiSGN9A6FQiGKxiCzLK8ugZVm43W4cDgeWZRGPx8d1Xb9QaaGHRQT48ssv/+7cuXMYhkFnZydPPfUU4XAYr9eLpmlIkoQsyzgcjpUQisUilmWVRomaJ5FIRCrsUhYrh6EPPvjgpatXr1JVVUUoFCIYDOJ0OslmszgcDkRR5Ou2ME0TQRBwuVwALMWXicfjasUsHoGVAHK53L+cPXv2n+PxOKIo4na7keXSPsnhcABgWRYejweXy4XH40EURVRVJZ/Pk04m/1dtgb/mnuPwyMjIuf7+fqLRWdLpNLZtoygKlmVhmiaiKFIsFgGQJAlBEDBNE7fbjappxYoYPCL3nAXS6fT04uLiMb8/0OTz+XC73dy6dQufz0cwGCQajWIYBpIk4XA4yGazmKbB7t27SSQSj125cuWKbdujlZIph/sPQ3o0Gv1oYWHhsYaGhpZAIICmaczMlEZ3KFSLx1OFbduYpkk+r5JKpYnH4ywvLzM4OGjkcrmzG69RPr92GgQyc3Nz7w0ODp5SVXVLe3s7giCgKAoOh5NEIsHAwAB37txhdHSU4evXicZi7GwLUywW6wYHB88AyY0WKZdvCwCAdDr9ycjIyBO7d+/edvDgwZVh39bWxsTEBJOTk9TX17M4PY3v2nWsUBB/Xch36+bNuVQq9auNlHgUxN/wXCSZTP65bhhomobb7aa9vR2Px0NtbS1eXzXPPPMMhw4fYaoY5/OvBtDzOj09Pd/fsOrXgN8UAEBczeXQNI1AILCyIaqtrYWiTTKZxLQKfLXXz1hylnQiydGjR/d2dXef2ZDq14D/tgXusjwxMfG7vb29Ldu3b0fTNKqqqjAMgwsXLjA0NMTwVwPMX5lBKTpobNrCiRMn6NyzZ9f58+fHNE0b2hCLR+BBAaDrevLpp5/+bnt7Oy6Xa2VfoOs6fr8fv6+G7p5uTp8+zb59+wiFQnR0dAB0ffbZZ78oFovz669RPt/2ldg9KIoSNQwDURTJZDJYloXP5+PEiRMrQciyjNfrBUA3DERBoK+vrz2bzf7bO++88yQQXW+RcnnQHEAmk5mPx+NkMhlisRgulwtZlhFFEdu28VZ5wLZIxJdR1RzZTIb5+TmWlpY4fvx4W3t7+19vhEi5PLAFgFQwGHy+p6enoa2tDUVRGBsbIx6PY+oqai5DOplEy6tkM2nUTJqCoSOKAjt27ODIkd7vzM3NdY2Ojv5k3W3K4IEtADA5OTlfX1/fZZomFy9exCGJtGzfSiKRIr0QZWRyiuTtYZLTk6iF0pHAHQiwtW0nv/fSD3n77befHx8ff/P27duvr6tNGQiredGpU6fOvP7666enp2cQRYGCmuHm+bMsX/sZ6YUczqKO++4nGQXIWaBqoFlgexV+8Ld/T84s8uqrr/5xKpV6bx19HprVtADbtm37o6ampt8K+r1M3Bjko3f/huilSzQJefbUW3Q2QXM9BGsgVAONPghVgcsDatLi0vB1njx5ikgkYkQikZ+ut9TDsKoWALwBXzX/cfYMvzjzE8JihmPfgRYvmEVYNiCRBlMARQC/BwIe2ArUu+CXC1PcuXUTRVHW06UsVhVAV1dX8+dXLnP2n36MT7Tp6YTdNbCYh0gS8ga4neB3QZUMPqX0aFoQagJVFolO3GF2flpbb6GHZVUBmKapDo+Notk2YQ84bBiIwVwWsjlQ7jZSwA0uGQyr9OOVQbOhsybPpc/PYEczu9ZTphxWNQdohrG3vq7+sUQqgV/Ikk1DNAPxHJg2WDZsDUDQA/M5mFiGSArUAhQFUETYKuUJicWtgkVPLM+ICXPrLbcaVhXAwvz8v6dSqXpfMKQk89iFTM4btEGUQVZgZ11pPkjebYmsBjpQBDwiIIDigDoFmhQ6qkWOz1n8Kl+o/A5xVcvgfbS2e/jHJ6robfBDuAHEItyJQdoEvxvcLqhWIOiEkAtcEliAVISMCeMx+NkCv/wkxpNrLfSwrGoE3EfSJVG7vYrjexpBEuHGPCzkS3NBaw3UecCvgM9ZenTJd+cJEWxAtcAu0FwQ8czluUDpdkVY7TJ4D5pNHAXUItyYhbgKDhf4q6H67kqgWZCl1P+WDVkTcgVwAlYBQjL0uPnLtIeboyrvranVQ1DOCEAR2bvFw/OiCMlcaRQ01kBTVekvnS/Asg6qWRJPaKWQMhpIQikEQQTRAhlOmzYL8QJX19htVZQVgCzQ5pX4rkcGvQBVVdBaDQgleUkAj1yaAF0OUGSocoJHKe0RnE7IWpATwTbBL/GsIdCfMImsrd4qXMp5k2YRX9IE6gwbXQS5CEt5qHZAQAH57iFbtyFrlFYD04KcWbpvWLCkgVYAowgeoFmhbyzHDWBxTcxWSVkBFODnGdu+kVHZIyolySmgyVN6Pm9Cpgg5o7RVTluQ0hnPmWhaEdWyKQo2LlvEI5rUNznxeeHANg/dMyqfrKHfAykrAADL4gND4EcYiDjB1ElnDNJOCc20MDQLNacTzxSYSZssqhZzZoGkLqBiUbRFXHaRgCyxO1XgCZ8DWTdpXEu51VDOPgAAP3S3eelXnHjzNlctuCQVmbQkCqZFNmcSVVWm4nBrFR93WIbDNtyyYENPi2UHALDDw023iJou8H5e4OdFm/mE9kj/KNnE/+DvD3+NRpn3q0T+otJ1PAplLYMrbxaIO4r05yGzVgVtsskmm2yyySabbLLJJhvCfwJNigCDdrcaewAAAABJRU5ErkJggg==) 3 0, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 1 0, auto;}
}
div.testarea{
animation:rwdcur244357 0.76666666666667s linear infinite forwards;
}
