@keyframes rwdcur160148 {
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59.868421052632%,61.084210526316% {cursor:url(data:image/png;base64,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) 31 31, auto;}
61.184210526316%,63.715789473684% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHlUlEQVR4nO2aTYgcxxXHf1Vd09MeDaPV4FUkO7oEcpm1EZtgEInBOsQHgYUvXqGTsWInTpwQ4kAIGMJ6lUMCDhgcHIJEFJGT2PXFNooJPvgDEpJgIgd592LfjCWhdWalyW6np6f6VQ7VPbvKSt6VqVkEnj8UM9NT73W9f32996pgjDHGGGOMMcYYY4wxvpBQO/7G+Rl9w++Zzo3/qznZwdbsEAHzM5rJjmYSb3zchcT47wdaVS2By6XxKwKdHSFj9ATMz2g6HUOrp4lamjjVmIZBoVF9aNWBvoATSAR6FlrAZQv7ZdQkjJaAt2YN93Y1u9qGuzJDpAxRPUZhUFaj0CQGQGBgwVmILWChl0NLYMmiFkZGwugIqIzf3Y6pE2OI0TZGqxhFDFEMBcQRUAhEFsh9yTNwOQxyaNpRkjAaAirj9yQxcRRj6g2iIkFFDZQkQOJJ0AYjAlrwxmdQpBBlMEihljEkZTQkhCdgo/F1k2DiBpommiaKJtBEuQRUAs4QKXxvqxwkBVZ9cWUxGVASEZ4EvXWV28D8jF/pd7djao2YKE7QNNDSRDGBcm0Ue0Hdw+/+8RDm5O9Rc6f57XsPgdsHai/ou4EJiFqgGjCIoW9g1cAejZsN2mYTUhmTHU2rp6nFGpPEaBK0NFC0UG4C1N3gJvjDhfv54RvHSynND/70FHVzjienL4KLQZdGRuXCqCw0xZelPGSTw7FZ9X7U0ujEoDDoIgYaQBOYANr88V/TfOf145vkn3rtOGffnwbaZd2mlzUJKAN9DT1Cj4KwUyDuQpxqIgyaGKUSlG6gVBNocfbC/Xz71cduKX/i1cc48/5BvCPQhHLBRMWehJaB/ZqFpWBNDjsFEqOJtN/fVaF9o0lANTj13hTPnD+2pY4nXztGXqR87+vXvCwGjIFc4zssaKeFUzbZ8bpUolEDDZEBHQOGF/86xTPnn9i2ru+ff4IX/z4FGBADhYbYQAYf92AmWKsDT4Go5Xt/qFvg5Fv38dM3f3Tbun7y5x8z++595YKoSQeA0hwA3u7coWsAgKPap72D84t35z63rpPvzDFA6Ef+97U6XGrdwdtg0RNcLEhi0XiffjB7FMU94PahuBfYC2ofP3vzEACulP3Vt/6Gc1dQXEW4gsgnKHcJsDgsUrO4TChy8WtkGIRjc3lJyKwwSATpW5zNceQgGbgUVIb38lL8fuahyqJVj0ilaLVKpNeoRSlRlOHIcTZH+pZB4t+xvBTMGww7BfI2WASpC+JyHJkvKgNSUBtc3U0on6sUSHEqG8qLy5G6YBHydtAmhyPg2IKwjLDWteRYxFk/AnQZ5LhVHGtsRYBjzccAZKD9KBLnda51LcsIM+HigfCL4HAUxIKzJQnDkvmp4NLNgsNpsh4B+uFvkfjG3g8YwoUloJqbRU9wCM4IICAWlAAW5/qAvYn0hv9UKVPqcAhFT254RyCE2wWq1XwROLDh+XZDF111qytJ00AhxCI0CmGiBVwWpjq31vE5EHYEvN3RTAG0SpfVlp/agNOAQak6NyfegKv5T2VAStmaAaXXN45wcQCEJuAwQLfUm2swxmd+hiUBl4BrbBZ2Pmbw/n9ZX8WexLrxHuH+4GtWGIUOYKbssbZh2IvEIKXhqoliF9DEqeZNtDTLsqskKAFdRoJVQNTTd3Y4POz9vgYVk5OgSHwKjEZpWGXoOpRi/bkq8wC6Gg3liEhGMgoCKutoMJqVzA/ZzJTZX10ObZcwTHLcxJcVWgyTJ1V9qaZBGQ43jW/znZoPoKXZgyYdGKKaweaGxi9f35bor//yjeH3KqBSgPz8m346xTFk+fa3le0hvCN0HU2j1G2M5rkHZ7cl5zaUKvHx3INzfgep2qnu0EVwiJ6wG8H7eX4vnzv8AS88/NJtq3rh4Zd4/vAHIKVfAN5HCBcJQlACKg8tExo1gcKC5BBZnj20yMtHzm5b1ctHzvLsoUWMykFbiARy69dDgHDOUOARYGXYYy7yrq/3/1OefmCR04/Mb6ni9CPzPP3AIpFOvSwWrHeL10swhCFgGJy0gYY3PCHHuQwnKc6tAj1OTF/kzKOv3FLPmUdf4cT0RSLVA1ZBl8GRy/35QM+uH6GHQcARsFD2Tk8gs6xhkSjHJ0BWgWuguzx+8AKnjp7bJH7q6DkeP3iBSH3q61bJE5t54+vl/F8RCHdkHoVSxPMAe4EvK64azR4gR6GUQjlAg3IWVMH0l5aZ3HWJNz6aBuA3R87w3a/9E/QKji6irqO5DkXPh8kug2wA/x7AVxzqHXfLdtwmwh6OOoBZA10NScx/tnE4OhBNjRx0lTlaxbGKlOUu/FrwYTfnq1csLEjIVoc/Hd5IwqfbOB4HQKrESYbTGa5IKaIM20/Ji5yVLOeTtnB4zoZu8WjuB2wk4eoWFyQAPxOLKv2VIybHktMn53p3ZMbDKG+IVCR8uMUVGV+3yvxYin5O4Sz/TXwOcITGw6jvCFVh8uJnXZICqAMIpBYawsc9odcSppaCz/n/x+hviTlg4bOuyVUVrUDbp9SmEBaWfPZ3xC3c2YuSFRkbsfGgcwGGKe+dv8I5xhhjjDHGGGOMMcYYXyT8D0jpLsREL37MAAAAAElFTkSuQmCC) 31 31, auto;}
63.815789473684%,68.321052631579% {cursor:url(data:image/png;base64,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) 31 31, auto;}
68.421052631579%,88.057894736842% {cursor:url(data:image/png;base64,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) 31 31, auto;}
88.157894736842%,89.373684210526% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAJ0lEQVR4nO3BAQ0AAADCoPdPbQ43oAAAAAAAAAAAAAAAAAAAAIB3A0BAAAGP8slRAAAAAElFTkSuQmCC) 31 31, auto;}
89.473684210526%,90.689473684211% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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97.368421052632%,98.584210526316% {cursor:url(data:image/png;base64,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) 31 31, auto;}
98.684210526316%,99.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
}
div.testarea{
animation:rwdcur160148 2.5333333333333s linear infinite forwards;
}
