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0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD0ElEQVRYhe2WT0hcVxTGf/MyGQYzMwxWzDgxqQQpLjI1NIuCC9utboSQuhAlJYTu7B8XgW5ECKFZZJEupJR0UUI1dGjaTQpCIKtQXHWClgzUJhAUq46YqRkn5s2893Xx3sSZN390StuVH1zevffde77vnnPefQcOcYhDNAlJH0tKSdqRZMmB5Y5TkoabsedrgrgP+BmIsrEBN2/C/DxsbkJPD5w5A+fPO09YBT7w+Xy/NHW6BuS3JFlaXJQJ+g70DWgW9KOnKZGQnjwpeeXWfraNg5ADl5mcNO4nEiTd+SCwVWP9T4uLMDgIyaQBXN5PREMBrtsvMTnJzNWrbHjeR4FsrY3b2zAxAckkwCWtr/fX42iYA7KsP3n8OHY/kagiL2ENOF02Pg30njjhDCIRmJuDzs6s78iRNwDbu7+uByQNYxgxBgf5A9gGijXWRT3j3qNH9wYlTxhGVJnMRC2++iGw7c9ZWOCr5eXXU3lXyG7ZsmBZvxWgvb3Szvy8IyQUGmtOAPQwO1vzhQnkPHNB4L2OjurFxSLcuweBwFuA38tZT4CBYQR48KCuOtsVkXPJBzo6wPCYKxYhn4dHjwCCXZUOA1dRbQFgsLb2emIL2HT7JSs2MAL0Hj++R27bYJoOedHNmmwWDAMT/FNgTJUlY30Btg2xGPnlZZ4CESrlx4AL7jw5b0A86OoC22YVjN8OGAKAXfr6WCmRlCHqkhtAOByudr0Xp06Bbe+2U507NXdeADDN37lypTpoOG6vTucGIvr7IZd7ugH23EEE/AA2Kyt3iMf50PPuHSrjZr14USnCK2RkxPHA7dtfuzMVl1G9m9DohtBSobDMwkLky3PnKKXjR1Tmggm8GQ7XthKNwsOH0Na24Tt27F1gKwm54TIRNT0gye4Ekxs3xjh7lk/Gx8El9oakYfSvX4fOThgd/azV0Wo2Uyz4gaiWlu5IksbH9S1otUbbACkc3msnT0ozM06pkkrdxflFtFL/q6uLYDvElE5/L8uS0mlpaKhKwAqoWBIxMCA9eyZZlpRK3Y1ANxCnxiV0EBhACIhrbGxYOzvrkqSlJWl6Wrp4URoacp7T09Lz586pX736SwMDo7jkPY6Npk9fgh8ItUE8At26du1TZTJpFQovZbkloWVJhcJLZTJpzcx8AfQA3W3OfRWaakB+0JrQDwSAlii0ZJ2+HzBC7oKck9mlZsYgH4f8r87Ps6oOaFYAOOHwA8E4BFYh0AqGDUYWaAV7yykZijikptuvS/5PYQD+952kankbWthrQRzv7Ftr/iuQhKT/hes/w9+9N8Vh1d3ddQAAAABJRU5ErkJggg==) 16 16, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD2klEQVRYhe2WT2hUVxTGf3MdhiEZxyH/jAkpEqOMMUaKpYUwbV20myjFaMlCyCZYpARCKYJ2I3EhwWWJWEuhLUqQSLOwCBZX4kK6CBnU2rRVQmNMUjMlDZrG6Uze+7p4L2Yy8944WuwqH1w49553z/e9c8/9A2tYwxpeEJJ6JSUl/S3JkgPL7Scldb4q4jZJf0mSZmaknh5pyxYpEJD27pWOHZNu3XL1aEpSWylxAyWSfwV0Mzpqft29m2/z/BGgwrU/bmiAK1egtdUGvg4EAh8Vi21KJD9Mb6/53IMc4M8c+4vJSYZ37YLjxw1w2J3/cgLcNHZz9iwTAwMkgJjHd0t5/Vngm9On4cQJgG49evSOH0fRJZBlzTA+XvvP1q3M5YyPADdz+mlgW97cKFADvH/3LsTj84F16yoBO5/DNwOSOjGmlqNHV5EDvAG8V0y5i1kgu2MHGBNTKvWpF5//Etj2Z9y/z8zly57uZmCza6fzfNEc+xLA7CxEIl0vJgDiXLtWxA3tQNhtXuTPcOYMhELbgGA+p58AgzEhRkZYAjKsrGmNGyXjTq4FXnPHPMkBrl8HCG9erRXced4CwDA3R8P69QXO6hz7zSdP+NmPeBnj42AMGQj2genLKUb/DNg2xOP+QW0nxuvV1RjgD2Aepx7SwII7lgFoawPbZhrMT3mcfhkASNPSUpCyXHJCIQiFqMMjtzjLBUBLC9h2usYVlgvPDHwIkMn8xr59/uQAQUf/ux7LtAoHDsDCwvgs2D+UIuA7sHn48CKxGCQS3uQAxp0ejfqeCx07dzoZOH/+y+UouX6/k9A0QeReNjvJ9HSURALm5wsFRKMrIgBraorvc9xVwNt37kBj42ygvPwtYO4SLHR6nIirIIk9EFZ//weyLGlwUCovL2wbN0r19avbpk36HXQTpJMnJcuSOjoOVfCsVJ57AS4jCMR0795FSdKFCw5BroDKykIB9fXS9u3S0JDzMkgmh4FGnBu7WNF7IlwDtRobG5JlSRMT0pEjKwI2bCgkP3jQ+c6ypGRyOApN4LtRnvsgMUAZEFVXV4Jz5wYoK6vhwQO4cQNu34Z0GmIxaG6G9nanLjKZx+zf3xO4evVHYDEOj39xjof8m7skBIFIFdRFoUmnTn2iVGpM2exTWe6T0LKkbPapUqkxDQ72A3Ggqco5qSN9RVJf0pPMFRECymJQNu/YQcBE3A8WnMpebplaWKyDxVHnz32rvlQB4CxHEAjXQWgaQhVgbDDzQAXYc06Kl3BIM65dfMu9BAwQ3OMUVVmrUyPLLYyTnZK32n+CJCT9L1yvDP8C2sfTRiCFi7IAAAAASUVORK5CYII=) 16 16, auto;}
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70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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div.testarea{
animation:rwdcur208333 1.2s linear infinite forwards;
}
