@keyframes rwdcur138436 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 2 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 2 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 2 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEm0lEQVRYhe2WfUxVZRzHP885957LyxUkEVJSpIItC0dJtSlBudUcqZuzsaX/pC4sGTVrc/7BrM3aqs01XyDZcjVXGZs5ckbSMo0IXS9iLZSZEROjgCtd4Yrcl3NOfzzPvfcAbnkRqz/63T33POd5ds7383t5nufAf8SeAI4B3wLr/g2AY/XPz7Hf3zLPLi302sDHwGP/hLCmrhHLspmfm8z2Z3PZUZW3Ij8nqVmADRTcTABdXSsevW9aQeHCBVgjfm7P8VCxJJu0VDe9vmC1PxAxgU7gylQDaM4bIz0TBIBA1wVPlc9iX80CqlblbpuR5u4DngNcNwlAkJ53r9IXyB9kzzDY9GQe+1+5n7XLc3cICCML1ZhiAEiemQsChBAyEkKLweTP9bK18m4O7yyjbGH2XrdLBIGHpw5AgOZyI1QKok1IIhACXWgUFUznw9cf4q2axRTPzzwG1AMlNwwg1L9ti1gUhCAmLkHi9ysemcuh2qW8uaWkclHRrV9NFsIRAYUwQSxWlzI10YggMAyN1csKSJ/mAchiXEqvxyZWdExDUwwChKbE1bgQBEMWHzV189reU/T5rgK0KQBrUgCCuAAIbHkjZxzXsGlxqmOA7fs6aG3vawU+UeIubigCQoBtq65QLe45mgz9O41dvLznh3PA50Az0A/0An4gkihAlHgkGLIIBS7FlyACO5YOEdsf5s5KJdmjFyDPi07gnAIIkGD4nQCRiAWDHS0yAsgVMDRsYppqNaAhEJSX5LC6/A6AlcCFyXo+HkATGoSv+BFCcKEvxO4DF1n6wjd8eqJfFWG8IGs2FDFvlvcZYMlkvHZatAa8qUka3Wd/4sCXgzS2+vjNFzoEnN7Z8MvWsuIsZmS45X4gIDXF4NVND7Jm89FqoGnMG9eziAyqMCglhSwM+tFpwaSWzbSNB4iehpcvB8w1Hxwd4LPv/AeHR8w64AjQ/udw2MYWxWXF2QhdQ9N1NE0jf14G/ZdG7zzd6RtAfshorGM3KexBpxCDNFzouEnDoJAU1rOcLA5zBHnMj0lBU9uZwMqu34OrgFrgJLLAzgMvvd3Yxfdn/USPKCE0evtHGQ2acVcq2IXJRsKA6UiMUG7qgIeNvMsuZwSEo58ETFdQAWCEeHFVFt91S/3+N8oY8EdoaP6VPQ1nCIat94BtlJBJJl9jAMlAKjBNNa8a8ygIFxBgMU/LdDh3whDgU/3xVX3wfM9wfeMXPZz80UdTaw/BsLUW6FbPVTGkXIgGxVAAbiVuKAANyKAKuXmNicDf2QPAi0r0BHIJ/gH4uYefcTMbQ4l5gZlAPnCbioCLeMXZXGQlcxIF0JApykJGyIdMVQQIcq0PlKYJI9IsQizDA4l9XlnAEDCq+iGipRbAh85sbGR9m2rWDwyqJ0zi6QnT7/QqEYsgizMKEX3hcUw1G1biQTXnQdaGoZoLcNMyWYBr2wi1MQ8jqkW9dcVEZXMBQWqnFiCHNoLUxSBM4luNcx+QRVjH4/EdcWoAALKoJkQdlhJ3AmhK3KaOEqqdjyWyCq7HNNopxcsGoBSLTML4CHOcq9SyaOJZ8L/9BU4yYbO7Q1xUAAAAAElFTkSuQmCC) 2 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
}
div.testarea{
animation:rwdcur138436 1.3333333333333s linear infinite forwards;
}
