@keyframes rwdcur223031 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 2 2, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
50%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHZ0lEQVRYhb2WWWxd1RWGv73X3ude29d2gu1MDs5AiDODoTglQCmlBRKBSiDQpAiaCnV66UOrSqVSVakST31pq0qV6PRQptKChEoR0IQWylCmKImSkEAwGVzHdhzb1772PeeePfQhQ8kEJQ39X460tddan/Ze/15HOKolQAswxP9ZAjC/hQduXc6PL2xm8VjKQKVGHxABkiTpEJHMe+8+MYCOKcz81lWsvXkply5sY30p4YqsxpFMN1SMMX8GNhiRAWPMfue9P+8AYxnuswu457qFmOUzSbpms+iiVtaVM7Vu3zBLjDFzROT2GONy0fp9a0y/8z6eDwANUM3ZsXeInokMSgksmgY3LTX1mLqF1op2eY5zrigi65JC8qxS6mdJksw+HwBy7Ota6lm8soPutkZQEZ7eY/ntmwW6ui6ntbWV0eEhnPeEEOuMtd1a642idbMxZpfzvvK/AqAVheWz9XqwvNlv+MkrJSqujsvaRxkZq1CueJLEoBXU8hxQdcbaq4DblVLOGrPHeZ+dE0BjY+OC0ZpdvfuIvfrB7UX18NYC5aqgCCxrGWfVtGE2v6sR0VhrsGKIMeByp7TWUz81PV2dZn5NrgoDWmTfx3GMAIjI/SLynYGyV60zOpjbMZsl08Y4eMTRN65ZvyxlzxFhYFzhQzgKYizGCM1qnD/dhWorMeOFg3XrgKu11n3WmN7/xjECoLX2xpj1wXvd3NRMUki4cfp7fG5exrZ+y1Bq+VpXha2DlnLV4H0kxIC1hlpMqGYZm/dCX0W0iMwzxtwWQ+gUrd+1xgx9mGMEwBrTD6zTWrdWKmOMj43x7G5YNAPuXJbyu9c0xYLw5RUZvWOa0VqB4APOe7Roev1MBqsWrSDPHSGExFi7QousDyG0isjb3vuxswI472tGZK4Ys8p7T2INIorXDxgWtOSsnpeSK0PPEKzqqNFS75hwihgC82eVWLDkcvK8RggBm1g0kVqeH3WMMauUUveI1qVjjpk4DQBAtJ4QI3eHEMUYjTEG7wM7Bw03LnJM1OC7V3iqmWI4jaxsz7nhYkdnS8q2fug/XEERsdaSWMtXV1paS4Gewzkxqnpj7TVKqZu1UpMistd7XzsJwBpzGNRqEWmPMZBYgw+BmheqXtPekLNkFnR1BLpmQTm3PLg14devavqHJkjTKsf6icQId15q+Mx8oXtOgXeGHJOZVz6oNmPtGqXUNd77t2KMgycAnPdOtC6JMTc557HGoJRCtOLQuLDqwozUaRZPDxRtpLPFc/28wKwpwr6RyPCkxjtPLXesaKswSw/x/M4K67vbWNyuWdKW8PL7Oc55AYbyPH8IGD0BAGCMGRaRe0MIVmuFNYYsz3EeburM2X5Ic+38iNERpaBUjHTPcHx+PrQ1wZZDmswpbugY5wfXKRa2wubeelbMqaez1fLMXo0Lqi/P8xucc/tPuoJjAOUYwrVizPwQPIm15LUcNzHO6kWBP+wssKYzMrUunIhRAheUAle2O25ZHCkWYMfBnOFJeHIXvDWg6R/3rJzbxAv7AmlIvn94aHjTaU147BqC1lpE5FbvPCoGGtQEX7gYntoFWZozZ0rg0nZAnWwnpaG1PrBqZs5F0xKe2O75yx44OF5kV5+jZzhl/6jeAebbR0bKtRNxp/qyWCi0GmvfrVQqUy66AP7xDWgrKUKIbHgUxmvwxL2aUhJODf2PAoxOCg/vsNz/N5mcrEkxotCKDSOj5cc+uFWfIXzIO/dcg8BtS48WB9Ba8fUroFyFnmFzUkA85Z2rRdg74tk7kO62yn1REe+L0T8W4YlTi5lTF9IsI0mSR6qedftHTgY8WIb+cfj7+8KKaRA0/OZV+P3r0FwHv7gDppXgtf3wq3/yyjO72TA8mR2YOqWwSZQyI6Pl04aUnLoAYI054LzfaDRN5RRmN8ML78EP/wojvoEJp7llseedwcj2A/DAbXDjxXDPI3BBA+GnL/LHp3bxpYkagwBpmpGm2Rnv7LQeOK66YvGXQdJvttdByYAtNtA3WU81q4GKPLUxY/PbGWs7YfH0o2nueCgyOMnPX9nH94Da2XJ/5AkAaK2rBVu/YSwTuX55I1+5aipONANjjiyH1obIxq6c+zfBtfPgjV549QBs2ssq4OP9D5xJ1phDSrFWKT19SjFwy7KEtZc0EqPjjX2ewcnI3ZfUaC7Bj56DJ3fx0vM9XAmcceqdTac14XGlWZYWdfFxa+yKbb2Ow+ORlsaMYqIoFSPvDQkP7SzS05/u3nKIu/rKbPk4hY/rrCcAYETGReTuNA92LA90dViWzmxg+79Sekcir+9n7KWe0D1Wje+cS3E48zvwQe1wzm0VEQbLjimiKepI99wiWkHqddLUWGo61+LwESfgvPdGpF6MWdNfdmwZ1Cgj1NvIa/ty56PqUTG8nGa1nnMFOKsNj6tYKMy1SbLNe99UV7Chqamxz4p6vlJNH5+s1l4aHS0Pn2tx+JAm/IB6XZ6/qEU+ndby++py97RWSX/focMfMgzOs7TWl4nWyz6J3P8GaHdIAd9ISsIAAAAASUVORK5CYII=) 2 2, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
}
div.testarea{
animation:rwdcur223031 1.3333333333333s linear infinite forwards;
}
