@keyframes rwdcur133161 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 31 31, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 31 31, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 31 31, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 31 31, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 31 31, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 31 31, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 31 31, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 31 31, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE/0lEQVR4nO2aT2gdRRjAf1OlSAI1QsFLyEG0JCVQFGPweZQeJOkaCZZeBCFIL0Vvhp4EPbTFk/GUQ69SIiVlTeyhXg3GBmoglLZIKuFdFMXo4VEjdDzszGbeZPbt++bti4j7g8fbnd35vm+++f/NQk1NTU1NTU1NTc3/EnVYilLNSaABnAJGgGHgOWAbaAI7wCawlijuHpZdfXVAqjkBnAfO6qzAbYp1sVFNYAlYTBQP+mljXxyQahrARQ3TnRTpDulOvhXgUqJYq9bKYruiSTVPAZ8CF0KF8wqWO8BPL2ABmE8Uj6qwtQt9MlLN88AyMA7hwvmKu33Hud8C3koUP1Zhs9XRM6bJr2oYsgLdFhAqYJkDiuQo2AWmquoSPTvAFP6WhoFQk3cL6mMLLsln0lrA6Sqc0JMDTLO/7de8K7iolstah0uBzF1gotfucCQ2oxnwlkOF9zEG7ylYUvCOgjFgMFEoBYMKxkz6koI9m8eX5zpCwxCwbOyIJroFpJrPNVwIFd4T+phsKptLFL92Ifc4cBWY1nCkC/kLieIDie0uUQ4w/f7b0EDnNdN7wGzMys6sHK9rGC3S4fBa7HgQ2wUu2gvXKK/wa8Bk7LLW5JtUsFakw+km8zE6rEwRqeaEhvtuRn+gMzU/mSj+jDXM0XcMWAdGXX1/P4LNb+ClN+DIE6DghZgBMaYFnHcNgXYvqqzPz1ZReAAj523gsa3x+9/B5Vn45Aw8/OGgXRJiHHDWvXFHa+OIlap3c4lii2wgpfUHfPgqbHydPdtYzV87FyNb5IBUc1LDsN9vnOa/B8zFGNIFcwr2Bp6G19/dT/ziI/irBRqGU73fTbpF2gIa9qJgzr/RzVQXg5F7A2DyzfZnPz/MLxsIkTrgVMnzr6QGCFkFGB5rT/zlp/zyRalAqQNGSp5vSA0Q8j3A0LPtib8188sy+w7wpPD9PKrjT4OGHakBQnYABofg41v7iceO55fDB3KUIFoHpJrfzRo8KChR/Y8xphrdIX6wmyiekciTdoFtuxrzf8a4AaE8EVZ+Bxu2pTKlDmha73tLUfsv7oNCRkr0Nw9m6YzUAWV9/GWpAUJeKXkuHoOkDtgseX5GaoCQqZLnd6QCpQ7It5wFo92M2c9XjpE746d7doi3xCIHJIq7yhkHLM5u8ChZMKMfXAWOhsJrRn8zUdyTCo3ZDC25N3YEdoyaNsGMykg142QRojadHtdiZMc4YNFe+IFPtS/zutnH94yR86V2bC2IDC0SgdgBieKBghV3GgpEcUeBm706weS/acNiVo9tcY4j0tjocGxI7JK/CPLjAjrbma2b5ivG5FvX0CjS4XAlRkdATvekms+A9+19KGprWkd0VJhAsw/IP/yoMOTnArc1jBeFrr3a2iPbz6+S7ep2EkXLLG9HyBY5U8CMmU2Chyde4bfIDkeiD0z7fjKElx5SHjo16iLk/u+eDAEY5VMKWkWha/sf2jz5edwp1W9BXuFbZAekPZ8S9+QAAHMgcVrBrluT/uygvV+nZxZ/0ePUfCUHo1CBAyB3woSCLb8QRXv3Mgq6jO3zlX0tUokDIO8OEwoW/Dm7YOUWpMP7C1TQ50P6KsecHc5rSDopKvtuwORLgSv/iW+EfMxXYu8B53RBvC60uVFZYOMa2VdildZ4SP+hYA4tGmSh66LvBO+QfSco3tXV1NTU1NTU1NTU1NRI+AcxlZz129iavQAAAABJRU5ErkJggg==) 31 31, auto;}
}
div.testarea{
animation:rwdcur133161 1s linear infinite forwards;
}
