@keyframes rwdcur136960 {
0%,49.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAC4AAAAuCAYAAABXuSs3AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIV0lEQVRogcWZf4xcVRXHP3fcnc4s7XbYrnUZlJCmbGtTK7SWUqMhMaIIUoyQ6mhYTcMfiFrRKAjxRxrCH8Y/CEEMUQL0ARlS2ihDlJbiD1oVxNCkNqDS1ortvr7W3e3bbbtvf3/9497ZfTs7b360oCd5efPuPffe7z33nHPPOQPvAAlSgl7B5yvaPyN4VtD2Tqx7XiRoE5wSPJHQ9w/Bxv8HtkQStAtOVwNdwSPB/P8ltkQSdAtGBT9qgPfjgrcEqXcMUOipLo/T6VOCHzQypyAj6BcsP2+A1Sj09N3Q03joqaUGiLQD/VwzcwsWC8YFHeeCLfGoQk9LgHuBq4HR0FO/a6/UzZx7zjjjm++AXeLUoeqmDZwEfgpsrXamkjqb3o0DeDj09ID73ebeR0JPk6Gnb4eeuqYXgU73DDrDe0uw0v2+UpBzT4d7l8e1CyLBkgrQZdrS1AZCT6tCT4MJfZ2hpxOhp9eq9TtwaeevJZgUHHfPoPsejz2DgtUVwCNJKyR9wm3ge5IWx3mSVOXHwJ4qoFPAEeBQrsesqTbQwICBMeB+1zQGXGzgIgMLgVbse4GBVgMLDeyrmOZNoNsY8wLwHsAHTkia3mCS0V0FrAk9ZbA6+zywFKvLAB9NGBenFuAM9pbscotjYAoYrjP2IeDrwC+NMSeBRyXd5TDsgyoSd+6vHTgIHAf2Ar8FvgoMAYtyPWaqAeA5IHTgb22AP05/AC6vaMtTRQvqUugpHXr6WujpbBXPMocEGwUHnas80sxakjKSJiXrFCTlJEVxnoZvrlyPGcO6r2XA6dBTus6Qa7BH294MaEcj2NP9viSAldjTm6amrtxcj5nK9ZhjwAVY315r/EhsjX83uoak64AIeAW4HdgFFIA3msGaSKGnVOhJSbeq4A7nDiX4dIOgd0galXSV+85JWuJc4p1vC3AHvsWBnyN5weYY8BN1AG92vnt/Qv8ctayrKopIKaJXEVLErEsg12MmgHcBk1V0/mSctQboA8APgfcZYz44p7/Eh3nOtKs0O/moCVwRvwBOAf8EBoDuSh7nGluBs6Gn7lg0GdfJOX7beY5+YMAYs8gY05cA40rgKDCoEu9ViU6VaKkKXBG7FTEOpLG33DVY7/BqNX4n+UXAAWC1A/8v190H/LUC9B1YgTxtjLk6AXCZnnbvRcA3gV7gdCXgtCJOKOJgRftnFXG8zgKEnjpCT6Ohp1WxTGdHDHBeUr978vXmA1CJlEqMq0TGfbeoRIuJgbsWeBZ41GT5SgXwHcCwyXJL1ckj2oAWDBOD25QG+tv2PPaB1kc2vQ6MGZgn6c/AKuAbxpifJYDMYE85BXwHuBZ70iPAGrOBsTKvcQsDjAMFk2V7Bag09miWYS+FEZNlWBEZ4CVsZDcBpBBpUjw8tGOiCybH2h+et5G99CGNAb4xZm0MJA7kH7EXTNmtnsGq19+BL7m5jzrgh8rjWwBMFhTxCnCFIrab7CxBTGB19DAwgUi7jZ4E9pgs62Kb7AIWt9+4YS+tv84c+Bxc+gIs+NVlw6J1sUr0Ap1u3RTW4HcC68wGEuMfldgHfAxmgMcl26GIUUXM0T1FXK6IyNlAQ7etj3a/tmvn1m1avmthoLPrj48/9eQb+y5VqfkEWSVuVYm9yQwRnYqYVDQTXyhilQP9rUYX8tHLPjpaFCuLop9AHQS6j0CjBGq6GKQSS1WivzZTxD2K+J0i2hTxBQe64QKOj/b76D8ARbGiKE5Nd9oNiEBtBDXjnErgaedZpgVabfBPsMnDUeAxYI3Jsq0BwGkf9QIjecy7XfMKXAIBQJcZAOYBg8CXCZKrB3Fy3mQnsMltpH0OcJNlCPgUcLHJMs9k60dlPtqAvVB+n8esi3UNUSmcLjMGXIStIOwiUKPlibuALSrRDfRWPS6Tpc9kp8PSeqC3AkVgbR7zxYruPcDyouzlEQPfh3WvxygHYPVV5xDWnx/AbvrcyEcrfTToo8M+yQZXFP1F1alYBYoIdJhAicEYgErcrBLPNwpwq49O+KjdfS93gE/76OZ64x3wFXWAtxFoqTPczQSqmzXVPB4fPYAtCR8CNvtoOfA6sCWPWZDHbK81Pka1k+suM0yXOYQtRXwS+Nss3bcbyyQNrwZ81EfzfdTpo3EfyUe3NTwBUBRni5odx9ekQGkCXUegcQJtcmo0TqBZWX+ixH1s9JbHnMlj+oAXscWdx5sBjr3ehxrmtl6nE3tKl2FD6nXAbxoa76N7ffRy7Dvlo5yTeqdP/fJzUXQVRVSXMU6BbncSXh1rSzvJT9cra+n4bcDPyx95zFQeEwILsIWi+31mJkqgj9BEhk+gvdg/BtbTZWbKcvYUngQebAT4fKAUb3Ce5SlsKrYZG7HVonU0V1a4Eevb/+IkvJpguti5n1hVt9aVOwU846PFwCVABluU2QNc+JLMFNBStHO0YYXQhs14WrAJQA5bvmuMbEjwfudBMsDdwJ0EWos9ibvLrKb6DDb2YCYbGcrHWIviPuAet7kprPGFQOCAP+LGbcJWfm9yG0gDwwVTt+g5Q4HmY//tuJ4uMz0uEXgtKopObJoHcEPBMJDAV07FuoFnsFXbDDY5GQBeLRhuKIoOrADGgJGCqeP3zxV4DNRD2Krq+oKZyQfrjEvjVKtgGCiKXcCHsDZVzozKpegBrN73AWHBcOa8gTsQ7Vij2QI8XjjH2YqatpMW7Mkswf6plWHGDpcVTEXOea5UMAwVxRVY9/gm8KcGge7GZvxt7hnBSvUY9qK7CRirZQvnJfEYkE5seHpBwcwOh2PSfBDYgNX5F4FbgImmDDVGbwtwBzCDLQ9fiPUCS7DGOMxMueH6RgyvEfovL5w34GitN5QAAAAASUVORK5CYII=) 0 0, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur136960 0.33333333333333s linear infinite forwards;
}
