@keyframes rwdcur156737 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADbUlEQVRYhe3VzW9UVRgG8N+9nbbTD+gHUD6EZopG8SNBSRAwRCIkIq5IXBhl2c2EhQs3/g3ujKvZsORfUDegsDFioogBgRhbmgKVADZTnE6nM/e4uGdoKajdaEzsk9zcnHvPeZ/nPO973sMa1vB/R7KqWZVJ6EKmXGr+uwIqkykGkcYvDeVS9Z8VkO94GL3I0FgxY/YxJyqTvSigqVyqrVZA4U/Id2I0kqeYxINls9IVa/pRjKMulcm2Y3W0hdaVS/WVdI86kC8cxEh8b8R2zOAC7seADdSUS1kUvHFZlO14CdPyurmDdsqqqKE//ru/JKAyOYzDcuunY9Dd2IbvY6CL8rTUoohp5VI1rk1j4Newfmnn4UEkzkhuyV0vYpZHU1CIQYp4g5C5s+5DnRlDtSyKaFtdwN0osr2rYezKiex9aPvFLScFvDLzEaFteiM60FgmINwluYr38JaZ9UU7GuzewrUH75u7N4jrUUQMEKoqE6Ll/fK6eTeK6sV1m+bt2tFw9ecNH9t57xNcjimdRdaR2z+RRtv2kYxLkqE9A11uhwVqRRbrLC5cJjQj0Vb0xedpkqMYwmZswEL+hEy1Z9fWgeCpDcHMVO9+A/PTuYDkBm60HSjIi27QXPe2ZwaohyYhY2KWez3MbT6uEI4rtqin/Nou+naEQG+L3iadGWngVg/DDX2lVDO0vDrGhR9GTnrxzo+EBrIkOlBEydnRnw4dXQDzoaEZMr1pl66koEOqEZpaMrWsYVNhnTSexoBWaCkkHQJqWV1P2i2VaIaW+dCwGJq6k06pxFdfdnJw+nlMth3IUHd46sS5b7aefn1fUwhBf9rt/KXAPNIWc50MLdLo5bdHW4G+wO/tQZHBReYKtDq8eaxblnTKBGfPdnBw+h15j8jaApqxKK7Yc3v8/LdbTh3amyokKbMpB25+imvyyl8tNuI5Z0Y/6EhSHVKff4YjU+P4JfI1cwHlsUxloirveLw8M37ui9FTx97GcI38CF6S94LVYkR+PGE5+XeRp6o8lq3ohA9PQwkvODN6Wl+L/TcP4Lry2P1V01cmhvGsM6NfgyNTJ3BlOTlPuoyWRIzEdybf+V3lscd6+V8IKMrTMCJvcFXtthzJedJltJSOurxbkTeelTfi36Ehr5nqsnFjOfka1rCGNfwn8AdeXEaGW1etWgAAAABJRU5ErkJggg==) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur156737 1.3333333333333s linear infinite forwards;
}
