@keyframes rwdcur128817 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFN0lEQVRYhdWXz2sUZxjHP/PO7OzM7szsbn7v2iykpAcNdSlCVKpULPbgyYOHUEHwHyiFUhVpL9JjD4rekoMURKTYq4KXUqE9GJTESCsNFYM2ya7Z6WZ2Mrs7uzM9mF2M2diJUmif0zDzPt/n877v8zzvO/B/tC9U1G/7yV+9ejX87oN+7W20pO06TEAif/q0m81myefz9Pf3o6oq+/bt27YWgNjO4GNgMTHh2rbN2toakiShaRqGYTAzMxP+qwCfQE/j6NFKqVRiaWmJlZUVPM8jCAKCIECSJKanp7cNoUQZ9BH0NQ4dKq0sL1OpVBBC0Gg06OnpQVVVkskkiqIgyzK3b98Ojxw5Enk7Ig0cHx8PK5UKtm1TLBYB6O/v5+DBg+zcuZNEIgGApmmYpkksFuPUqVORtCOtQK1Ww3EcyuVy512pVMK2bSqVCtVqldXVVRqNBpZlMTAwEEU2OsDs7GyqzQL0AIuyLGNZFn19fUiSxMWLF3uBNaAJRC7NSADA6kvPNaAz01wuhyzLAOWXxlSjAmxZBZcuXQqBd7by0TSNZDKJYRik02lisdgmrTNnzoSTk5OvrYyuABcuXAgzmQyqqv7Z5XMgSVIn62VZRlEU4vH4Jq1isUi9XufmzZtbQmxyOnfuXGiaJr29vfT19Q1185FlGUmSCMOQMAwRQqAoStANwLZtJEni7t27XSE2AJw4cSIMwxBd10kmk5im2ZfL5dRXV0DTNBRFwfd9Go0GzWazq7bjOBSLRTzPQwjB/fv3N0F0AA4cOBA+f/4c13XxfR/f95mcnJy5cuVK/av3EhuyOh6PE4/H8X2farWK67p4ntfRSoC2Z8+eVqVSoVgsUi6X8TyPVqvFnTt3NkBIAGNjY+HKygq6rjM2NsbevXvJ5/Ooqorv+ziOw+LiIo8ePeLBgweUy2V27NjB/v37GRkZIR6P02w2KZVKPH36lPn5eZ48eUKj0WBkZITDhw+za9cuDMMgDEPW1tY4efKkBOtl+Pzhw8IyzAC0Wi0SiQTVahVd1wmCAPv8+cwl+GsdOp3JZGxVVUkkEiiKwo9ffvb+D3Xm2rMywKpCBUAIwdzcHPV6nVQqha7rnD17ttMlFYBlmAUKwMyzZ89YWFjAsiympqY+BhbY2AdEexssy8I0TTwFqKPwoglRfdEHdgK/ep5HqVTqTGpqampDi345CdsQuK7bTqyfgHlgQ4avZz2apqHrOiKxqQcEwG+KomAYBrFYjCAINgV/FQBg1mq1CkIIgiAA6FaGnfpv94B3TTV4FRJgaGiI3t5eTNPkxo0bXQ+nTX3AhtnYzEyhXq/DFq1aURSEEAghkCQJX+p+8A0MDNDT08OtW7e2PBm7BpiG2enr11Ns3PuOGYaBYRhomoaqqjjEhRBrIlhftrbdu3dvS422ve5GtKXj0NAQg4ODpFIpLMtiOJ0KMpnMpi34p+AQ/TQcZR32+PHjj2RZJpfLkU6nMQwDN57MW1bYzLRaTanu8LvXCoA/oghHurUcO3YsbGey7/tYlkWhUKBQKJDJZADwPA/HcXAch88nJj5cgp+jaEdagfn5eWq12gsHRSGbzZLNZrFtu30XwHVdHMfBdV1GYH4pinBUgLm5OUkIEbZz7PHjx6xXCcPDwwgh8DyPWq1G+M3Xw79AMWL8bf+YdA4SWZYZHx9ndHQU0zQRQsDly4OXtxEcoidh26Q2RKvVYmFhAV3XGRwcpHntWu/3G69lkWxbf0YvQXQsCAK0a9eSbxL8rSwNYvfu3eGnbzaJ/479DZkm9TX0rX7VAAAAAElFTkSuQmCC) 14 15, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 14 15, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 14 15, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 14 15, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 14 15, auto;}
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85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
}
div.testarea{
animation:rwdcur128817 1.1666666666667s linear infinite forwards;
}
