@keyframes rwdcur197367 {
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16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 22, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 15 22, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 22, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 22, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADuklEQVRYhe3XbWiVZRgH8N85O2duNsec7kjTzMWaM9cL6qJQVKIQ8mUVCiXmhxCJxOhF+hR980tDRlSwmERIFJpKU6QoInOLpKyktpylNksNp+Lm1OneTh+exeloe87ZKILogpuHc/G//9f/vq77vq/78L/9hyzv3whajjr8hCSuogmPIvpPB38OPRGSs0okF06RnFcqOaNIckhMK5ZlIomMMvgzqJtdQlkxebEU0+Ag3Vc51MGRbh9h0d8tIIHvZ5VIVJQQGybRp7v5+Di4HS3DkY2mTvchcfP44YNDfpxxOWBdGNloBKybURQECLNLvXQPgNfDcLFRCLhnwlii1xSvbyAIGokEe+DIWbBdSPpHI6AUsb9a/W8X2HcyzbVNhtWPRkAuwSqvtb4g3Z14GPtxJRvCkQqIQv8AXVcYGCQnSn4sOPgYxN4RE2ZpuVgPbZ0MRCkqCL5NJ/kxqPnYIVzWlu09cAsaUdW4iqWV6WVIJtnRyop3EWy6GhzLhjgnm+BRvnhlibL+frqu8uD0dEAkwrO7yYlQViRx6qLHsBPnM5FnKkEMja8ulVh/L2+t4I0vaTmdDmr6mb3t3JmgcgLVN0oIMpZxj2XKwNMPVlhdtzhY5bgxdPbw5tfBJtz2HW1n2bCH8mImFQSTJuRzrkeiu9d5wYkY1jLtgeMHnjJ19uSUY9chat42iA9RIDhu9y+YKnpTYQp3rocPjmpHWViAsBJUlRenBz/RxaqtejEXi7FA0O3mNv+q93JfClucR0GuabhttALumDM53bHlW7r7bHZ9WvcPJG0+1plyRCJBKXBXmIAwa4hHJQvHpEY8KonaYfC1EQHmjxEJ7qeGsCBhu7RpWaU19Q+lHC/vo7Z5+Akb5vHC/NTvJ99nxw+awgSElaDl8Fkm3pAaa6qJR60VvAX/bOXxqLVrqtPxbcHtGNoNwwQcbOnQcfhMylExkfoahYL3Xi2WD31b62sUVkxMYdvO0NqhAwfDBISVYBD1G/d6acuKlHNMjKK43CfutqH9PNPG88lRzlxKn7zxU1A/xDOsZboHxkY4vH2lKY/MDB4clXW8toSamSnQ58dZ2MC5FynMY2cry99xIsl0XA4LkOkm7MNnuw95vGqS+HstnO5i05J00NSiIOV72oJ34sqtLvYnLcIvGfiz7oZz0BiPKt2zmgduvR7Q3M78BpKcEnTDA9kQj+RZnsCmKMuqpyicVUpRftAbvjnFVydcGGQXnkdHtqSj+V8QwzxUCXrBRcFRa0b/SMl+BwKFEV2pHWnEAAAAAElFTkSuQmCC) 15 22, auto;}
}
div.testarea{
animation:rwdcur197367 1s linear infinite forwards;
}
