@keyframes rwdcur246353 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 7 7, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
40%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFcUlEQVRYha2Xe0xURxTGf1dRjErEpq24VB4FFShRaazRFkTUNAhafAVIlLax0Qbjo6muRlSMiFB8NT4SLRFji38gwYqtPNpULLIirY1QuzxEpSuWxUdiVSIFjZ3+sdzhXu4CS9Iv2eyZOWfn+87ZmTP3Qh8QQoi+/P8H3Poir5qWjhBCzJqYIOfLG/MV1d76fpoUuPvHVDkfOSHeIFz7u34FqORTzYlUTUvn5xunqUy/BkBKLnJxi81KRtJm7C12HWlG0mbDmim5CGcieq1ATxRXFBkWt7fYsbfYAVgzOwmTt0kXGxMRK8eJH74gkUUiedtZnYg+BTS3vSZtdTGV2ORtwuRtkrYWWmKAzw+u46uzG0lJOd57BfrbcO9ue1vaBcndmfck1wpUhRxYfwiL7anTdd1U8qpp6Qanj8dDHgA9fUt/3Sb3hDP0rExMRCwWm9VprCKEEPt957F+32Ggu+w+Hg+7g14NBGBwlGO833ceG+6UGESopKHRk7CWXjf8PSm5WYbT4KYoihTRE+v3HebgxrWGeZVcJQIIjZ4EpQ4RlDriapqqqWmqJiYiloAlIYT8FkR5o34tNwBVhNax33eerMaGOyW6H6mZa7N0lnFMRKzciLfP1LEjcwuAOHouTVZhkGooXdA2nUGN5dIuSD5PZfo1CpLPGyqiRcCSEMRbHk59CQs/oq6+QdczBjmN7ILfFx/oxsUVRZi8TRRXFMnM1A3nKsob8xXtPnC5EdU0VbNp3Vj2HHIQa23VDxDBXACyLqQBMEIZib0lDJO3iYykzYaOaGgMkRPiRbhfKOk/bJe7/WnRcZczPPgtzJ4fiVLbBjiqNuXNMLk3ep4EXQVU8piIWO7Xd+jI3WfO7Je889IlaWsrMIUwpx0TeqmAu8dLAsd4I4Z48mXuMhfy1mPPZ5eY4+/onGoFVBwpy+29Aip2LEwhYEkIO7dkDpgcoPOvVrKa9BVQEe4XSkhwkDyKTgXsLMwg8Io3DPFkdXg2RfdPAXDv+8N0vj4RXhnWHfyoA/cHN/Ba4GhYsWOWM9ZrFJvnpALdF5IW2pbj9BiufOdjUvdlGea9FqzF/cEN3ZyWHJBie4PFZuXYd7uMjQgc//+a2UmUtV6l4tBP7Mjcgrv/CFovJFKTF0rrhUQ6gybrVwwJ1/nv3a6WruKKIib7T+lTkKECR8pyOXouTSlrvSrnlPb38BrxKc9HrgCgvbhafnf+28Zzn9WM9j/g8NdZsNis2FvsWGxWFEUhYt1capqqDRvQIEDbperqG+QmTE7/QydyeEwY7cXVDI8J0827P7jBrOUFMhEtLDYrIcFBhgo4fVBUofaFFw+7L6Px/r6GuJt/3tGNf3k2jvLGfCVyQrw4Xfg1O7dkor2AXBKgvTCmbVxMUOgkGqzXGVpyE/N8MwB7z+/FPN/M7peFfJLguM5zTpcwtKBRPoCEBAf1Su4SzNl5ouHJE6F+51TWicc5HWLrol3icU6HyKmsEyrM2Xnyu7f1kuNShfqBAVxGKlbMCOYE9Tx/OZ4zwU2smBFsiNmzMgFA7F2VaMj86Lk0JTkuVajPBn0KMGfnCbW0RhE4Je9PhIYccKECl2tbdOMTV+oNtlaI1g/Gt6TlU+O41XCXwKBxrglY+ugyAOl4cLm2hWenKqWv6HY2sQGrOKGJXxY6WNrbrcg3Jy2U2jZucRchRN/HEGBT2AyZQfbfwyg8Gcq6Y28A0FxVis/0aBnbXFXKqtEdchy3+Ii0VRHa/lDemK8M6HiM8osSvl2EzVWlPLZdVDz9ooTP9GjW/36SDf94MXlo99uUEAKlB4XhsXwgAkZjI6q2HYBz2HgMeHbNXXeLx5NvKG+8OKCk/gP5q59qWk9RLwAAAABJRU5ErkJggg==) 7 7, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
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}
div.testarea{
animation:rwdcur246353 1s linear infinite forwards;
}
