@keyframes rwdcur10215 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 3 6, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 3 6, auto;}
50%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEJ0lEQVRYhe2WS2hcZRTHf+e+kkwmc5M01tYmIWCNpZhQK6YGBCuU0lgfNXTlY1lrF12IuJIiLlQEn5iFGqM2ikKL050b21CKNkhBSwgphhBi6CKRyXTmTprM497vczEzcRgnk75SCvqHu7j3fOec3znf+e698F+XJCP9T4viMy2AkAayJVfpfSMwC7zuetHJWwVgAR/XZNgkLJNumkXrOrR2wBYkXQ/KAW0DooAe4M21gmqffcAh4AEgBEwB3wPDYpEuB5gWTcfy3b+T68ogKZCMJugwMS8HmPMqvzLVbZDdOOJ60fEqiUPAceBgmakV2A28on2eEYuVDhrAtKGAkIluMAm2mPjbLYUIRHQcWyfQgLIA3l+j+G+uXuXgV1/DF0OwuPgv+zbgJ+3T/A+A5k9B0FvMQhkgyxh6M8q4K2g2mw1IPAZ+0yTwY5XqnwT6h76E02fg3Dn4fDBvGx6E3TuFwQEA2oG3VgAsHw/AvOT4pQGdeMawZpTSC+2NKBOQD10vWq36wwALcWhvg44OiMVAa/jgbeG1Y5qP3hFyOQBe0D4OgGEG5BNrUwEIIA0KayogmK+fUvP3kt8pepORfqsKQDfAS4dgeRniV+DIyyAC+56CV48Ie/eDbQMQBjogfwyb0Syo0KVs8OCcoyMG1ngWY0nyNMoZJ9G7FW3XAiPAs64X9SpswUL6k7ZmvWgi9QESzl/UB0h9QGrEJXJgAfO+JaQhAHhILH4TgGSkP0XddJjQNFpAcmFY3AaRMTCyoI1ZErtCqPoWYALoc73obBnAr94jPT1q3gFDgxIIBGoD9JLBYlpjWtAy9AfO/hhAk1gkjIL/NDo/hJILKVLdEDROkOwBP6wQ1U7jqIMdmwG2AxeSkf6dpQAqZv+g04VwQSE5EGhNIqNIa8VSEKANBXBaLBIUNxeYJnMPXHnUJ7nLQIUGgC5U7XckHzbIbvARIjRcbMWZGwc2Ar8kI/1PFAGMltynofcm54zWTH7rahS6zieRAF8r7LY0rWfGqOmLK+CNFb9iAWgbVK0F5oDrRY+6XlQBL4J5gtQOi+W2NBiXyW0onhYHiBcDiYVn74n3hU9djNl7F8DSSNoifH+a0OMJ2s6OUdu9pIDDYnF+xa8wA3uAk8C3rhc9WtrawuSfBA6AnwXLAWaA510vep4yaZ9NwLuZ4c3PSaNv2X2xPIxwFjgmFj+XrpeSRO3lg1UGcQHYASigy/WiE5XWloCEga0UvgVi8VeldVLp4SoQDnAKOO560RPX6nfHa80OTLq9mdL7zuRozfrhrJF8PbRqBybd3ky1aivBdSZHa4p+pfYb6lq16ivZis8m3d5Mub1aLGM1w83oeipeF4Dr0Z0LUD5I1XQzp6XaH05FiM7kaE2lKb8dR7aqbhTgmr8FayW8rW/I/3Ur9TfZQLpd++uHoQAAAABJRU5ErkJggg==) 3 6, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
}
div.testarea{
animation:rwdcur10215 0.66666666666667s linear infinite forwards;
}
