@keyframes rwdcur169066 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 4 3, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEA0lEQVRYhc2XwYscRRjF36uqntmZ2TbsBpt1cwlzkiAkGIghh6x40EjO+3d49O7Ni0dvXgTJYbwI3jwoeIigK2HRILgOYVmWdRnCMNPb2z1d9X0etmdZ43TYTTpgwYOiuqvfr15Vd1cRADY2NlySJEsAlgC0QgjOWisA5Pj4OPPez0IIYozxq6urAkAePHiAJooDYJIkWQohrEVR9KaqrrVarZaqTlR1t9fr7aVp+jSO42wwGAgAacS5KvbmzZt2ZWVl2Vp7g+R9Y8x7AN4heQ3AKknvnJuVZVlcvXrV7+zsKABtDOD69euu3W5fNsbcJfk+gDsA1gFcJvmGqvZIZtba4xDCrN/vl01C2CtXrkS9Xi8h+S7J2wBiVfUkOwBikqskuyRT59xR0xD21q1bS9ba10neBfAWgA7JFEABoFtpBUCX5LRpCFMUBQC0VNWpqgEAVU0r7QNoAVgDcBvAfWPMjW63u+6ce+3evXsOgHkpgHmFpCE5r+dzARi+Soi6jtkz+u1VQdR1Shfop1cBUdchr9EPTUNcJIG5vm0S4qIJzPV1UxALb1LV7Bz6sgmIF5mCU6nq5y8L8aJTcCpV/ewZiA8B3Oh2u+txHC9vbm66CwOc+RKeSyLyyRxCVe8YYz5Q1WshhKQoitbGxkYtxMILJI+eR10D/THJT0muqerb1toDY8yBtXacJMnsQgmc/RRfRAA+AtAimahqX0SSEEK38lnotTABVU0XQH1xniTmzyXZtdYuA3Dj8bh2IdbNTf6M+VcLIP+zNSMJVZ2hektEZBZCkHa7XU9a036aAMlvzrQLgExVcwCepMxBqj+pJ5mq6i6Ax9bakfc+n06ntfvIhQAikgGAtfa7M80zVX1K8gmAPZKTarQCnCRCciYiKYC/Se6WZbnrnMvSNPWo2cy6ylBInh1Jbq398aw5gAMAj1X1EYA/VXVMMpsnICJS3TcjmQGYhBAmo9Eo6/f7srW1tTgBERFV9caYrHoAFpmr6iOSDwFsl2W555ybAJhVxsjzXJxzcM75yWTinXO+0+n4JEl8tZ1fDNDpdCSEkFtrR1XEyTzSajQHALYBPAwh/ALgiTHm6dHRUe6993EcYzgcnhosLy8jSRIZDAaoi/1fANPpVC5dupSq6l8AdlS1hZPzgAAYqeo2yZ9V9VdjzFBERgDyTqfz3JGdt7g4jn1RFFkURX+Q/N4YM1LVpKLfJ/m7iGx773ettSMA+WAwqF1UFy0EYDY3N1sAVgGskVyv6qZa6fve+/0sy8ZxHDdqDpy8BXJ4eOjjOB5HUeRJjqMoagFAWZYza23mvU/jOJ41bQ6cJADg5IQMwCVJcvoPL4pC2u22Hw6Hfmtrq/GD6f+i/AMnT6+uwmOgIgAAAABJRU5ErkJggg==) 4 3, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
20%,22.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEA0lEQVRYhc2XwYscRRjF36uqntmZ2TbsBpt1cwlzkiAkGIghh6x40EjO+3d49O7Ni0dvXgTJYbwI3jwoeIigK2HRILgOYVmWdRnCMNPb2z1d9X0etmdZ43TYTTpgwYOiuqvfr15Vd1cRADY2NlySJEsAlgC0QgjOWisA5Pj4OPPez0IIYozxq6urAkAePHiAJooDYJIkWQohrEVR9KaqrrVarZaqTlR1t9fr7aVp+jSO42wwGAgAacS5KvbmzZt2ZWVl2Vp7g+R9Y8x7AN4heQ3AKknvnJuVZVlcvXrV7+zsKABtDOD69euu3W5fNsbcJfk+gDsA1gFcJvmGqvZIZtba4xDCrN/vl01C2CtXrkS9Xi8h+S7J2wBiVfUkOwBikqskuyRT59xR0xD21q1bS9ba10neBfAWgA7JFEABoFtpBUCX5LRpCFMUBQC0VNWpqgEAVU0r7QNoAVgDcBvAfWPMjW63u+6ce+3evXsOgHkpgHmFpCE5r+dzARi+Soi6jtkz+u1VQdR1Shfop1cBUdchr9EPTUNcJIG5vm0S4qIJzPV1UxALb1LV7Bz6sgmIF5mCU6nq5y8L8aJTcCpV/ewZiA8B3Oh2u+txHC9vbm66CwOc+RKeSyLyyRxCVe8YYz5Q1WshhKQoitbGxkYtxMILJI+eR10D/THJT0muqerb1toDY8yBtXacJMnsQgmc/RRfRAA+AtAimahqX0SSEEK38lnotTABVU0XQH1xniTmzyXZtdYuA3Dj8bh2IdbNTf6M+VcLIP+zNSMJVZ2hektEZBZCkHa7XU9a036aAMlvzrQLgExVcwCepMxBqj+pJ5mq6i6Ax9bakfc+n06ntfvIhQAikgGAtfa7M80zVX1K8gmAPZKTarQCnCRCciYiKYC/Se6WZbnrnMvSNPWo2cy6ylBInh1Jbq398aw5gAMAj1X1EYA/VXVMMpsnICJS3TcjmQGYhBAmo9Eo6/f7srW1tTgBERFV9caYrHoAFpmr6iOSDwFsl2W555ybAJhVxsjzXJxzcM75yWTinXO+0+n4JEl8tZ1fDNDpdCSEkFtrR1XEyTzSajQHALYBPAwh/ALgiTHm6dHRUe6993EcYzgcnhosLy8jSRIZDAaoi/1fANPpVC5dupSq6l8AdlS1hZPzgAAYqeo2yZ9V9VdjzFBERgDyTqfz3JGdt7g4jn1RFFkURX+Q/N4YM1LVpKLfJ/m7iGx773ettSMA+WAwqF1UFy0EYDY3N1sAVgGskVyv6qZa6fve+/0sy8ZxHDdqDpy8BXJ4eOjjOB5HUeRJjqMoagFAWZYza23mvU/jOJ41bQ6cJADg5IQMwCVJcvoPL4pC2u22Hw6Hfmtrq/GD6f+i/AMnT6+uwmOgIgAAAABJRU5ErkJggg==) 4 3, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGDUlEQVRYhe2WT4hdVx3HP79zz7t585J5Mx1nhkka2xoxlhDSElsswTQQXYQQuwgGUUE3WlEUXAi6KIa4EBduRFAsKLgV7MpFRGwJQouYlGRqx6aJIU7Tycz4ZubN+3Pfveee+/u5eJm0iZPUSOsqX/jBhXvO+X5+v3PO7164r/u6rw9SR37q4aS725DkAzN/7nQD3xxlqii5/EmDM/b/A/jdhUmiHURU8c1wN4j3F8AMnv3Obrz7EWb7idZFtH83iPcH4LdXHV/81oPMt4/y+PafY3YQ78Yxa7wXhP+fDM08v5qbBPbB6F7a+jBO99G1vbzwZovju1NgBngKAN2Y+BE4QofTJyOc0nsCmDz+R9aO7ZiuDm8/DHw96fWfHi6dxUqn6ihKUgW6MfKb12b58t59wAzGU9xS9Fsh3hMg3b/WnBp5aVdJ/ALOvgqMA45Ms8Riw8A73o5WbfeGpiIybv2o+osLZ+0bjz1xSyU2gdgU4Okjz6VX1z710Ep49GgJnxeKScSnSOWRYToyCNFjHa+hCTiTK3EQH/ZYlUrGuOuX0X7y15f1u08euBuEf+aZZ1yj0fBAw4zJSv2epa571JCvALuAulDOikQQIqCYuS3ZIABU0Eq1mDRgGxdDP34sNavqzlWT1g+RUy+/qCcPHL4ThAfqwEPAMeBLwOOq8mszFwFSAKlyRF3qTHPAAMmrsLFMiV+oW7bDDD8qr4duuSfFqMvApl1WRL7/59P644NHbkIYigFliQcc0AQeAx4BMJLczEU/zBBHyEQi4iwiQ1M3GOTvziUgV0asvwvEj3Eu64T9DTNtiFQzLouBb//pBf3Zp48jMoNwADMlxnCHPp3k4BREAUSqTBLNzRE3RkiI+e2Rl1vmfFm4tCx8k7PLErY4ydOG9NIZWbNp980/PM9MM2Vq6wwzo/vZmj656SGs1OVqLpoBAkiVjbN8NAy2E/RBKmCsaO3ZHB4MwVPRkHNnB8UnnkAHDSm0aZqn8uzvf2jPH/sB17vTONm1KYBaMjDczWynGwufy9wEIjc7Ckvrh/9jXnH64xuPKTB9IwAawL4bMdSg8hRV4w4APh8ewqGjk4pEKkTe6SgSBSxgVgEVxYv7hy86OQxKCCXc/ukRUfISVvLAYrfHeuhtChCr4RYkLmxTIHEl4mI0h1a2JQUgz0EHKtbX/JXDw3WWunCtA291YD0oCogpIhFHILFA0Ixu3mFlMM/13pwHUFUVETXbqEAtTDTmP7OcTQHgXAzi6LUH+yY2IK3oRNF2lp871gRgYR3ebKmcXwpyaa0n7dBDLTOTnMR6VnMdEzpQtalslVhdp2Teq6qaWXTOZUDAYMf4xV/+c/VDbNTQibUvtr42TfWuLQhr7fzCZycBeLsNl9Yi5xfbMte6Jku9yxJ0AdMVKaSnTjKc9qTmM7PQwfkMtEdGx4+MjGhVVXmSJC0zWwWbdlLhXLjR+ODc4qlpJiIMCiiG1b7F/PJa4MJCizdac9bqn6Vfvm697BqldEgsR5MgSRKt1o/UQiSrBUQjVT36brerY2NjPTP7B9hlg7pQTdRcP/Wu70JFigkUHZWVUmXZYbsfGFJcXVXm25Hzi4v8fXWWtewV64dXrSivSvSrUlY5a91osqg0HlGz9vAaTQFn5hT24EdHR2NRFFmtVntDRF4SWBWqnTXXn6jJyoRXacTg65YNlOsxk6tRTUMd71Lag8illRYXW7OsZX+hH14l6BV6Wcv6V3K7PBvhzDt3dxMJ4E6cOJECE8CMarKzH5o7Vno7Przc++jObj42GaLUqy2RaoZe3LtNbbpeN2d1OkXOUnaNlcFr9LNZgs3Tji0GCzlz3PzpuJs8oMvLy3F0dLRdq9VirKyN6TxWzCW6OO610yxj0hBLnbVdlL/1g23zHmceRDFdpVcsUOgC/X6bwep/bb5RAQAOHTrkAT82Nuaz0EzXs/H0X52JelaM1XtZ9JEUG3Gq4w10tObMosMnkSLkaJpRVj3ab4V7Mb8F4Hal27/nAS9+yoskznSANequSrvYyANomYAFZeuoouuRclvk3ILeiznAvwEGEKYnwoiTqQAAAABJRU5ErkJggg==) 4 3, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
65%,67.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEA0lEQVRYhc2XwYscRRjF36uqntmZ2TbsBpt1cwlzkiAkGIghh6x40EjO+3d49O7Ni0dvXgTJYbwI3jwoeIigK2HRILgOYVmWdRnCMNPb2z1d9X0etmdZ43TYTTpgwYOiuqvfr15Vd1cRADY2NlySJEsAlgC0QgjOWisA5Pj4OPPez0IIYozxq6urAkAePHiAJooDYJIkWQohrEVR9KaqrrVarZaqTlR1t9fr7aVp+jSO42wwGAgAacS5KvbmzZt2ZWVl2Vp7g+R9Y8x7AN4heQ3AKknvnJuVZVlcvXrV7+zsKABtDOD69euu3W5fNsbcJfk+gDsA1gFcJvmGqvZIZtba4xDCrN/vl01C2CtXrkS9Xi8h+S7J2wBiVfUkOwBikqskuyRT59xR0xD21q1bS9ba10neBfAWgA7JFEABoFtpBUCX5LRpCFMUBQC0VNWpqgEAVU0r7QNoAVgDcBvAfWPMjW63u+6ce+3evXsOgHkpgHmFpCE5r+dzARi+Soi6jtkz+u1VQdR1Shfop1cBUdchr9EPTUNcJIG5vm0S4qIJzPV1UxALb1LV7Bz6sgmIF5mCU6nq5y8L8aJTcCpV/ewZiA8B3Oh2u+txHC9vbm66CwOc+RKeSyLyyRxCVe8YYz5Q1WshhKQoitbGxkYtxMILJI+eR10D/THJT0muqerb1toDY8yBtXacJMnsQgmc/RRfRAA+AtAimahqX0SSEEK38lnotTABVU0XQH1xniTmzyXZtdYuA3Dj8bh2IdbNTf6M+VcLIP+zNSMJVZ2hektEZBZCkHa7XU9a036aAMlvzrQLgExVcwCepMxBqj+pJ5mq6i6Ax9bakfc+n06ntfvIhQAikgGAtfa7M80zVX1K8gmAPZKTarQCnCRCciYiKYC/Se6WZbnrnMvSNPWo2cy6ylBInh1Jbq398aw5gAMAj1X1EYA/VXVMMpsnICJS3TcjmQGYhBAmo9Eo6/f7srW1tTgBERFV9caYrHoAFpmr6iOSDwFsl2W555ybAJhVxsjzXJxzcM75yWTinXO+0+n4JEl8tZ1fDNDpdCSEkFtrR1XEyTzSajQHALYBPAwh/ALgiTHm6dHRUe6993EcYzgcnhosLy8jSRIZDAaoi/1fANPpVC5dupSq6l8AdlS1hZPzgAAYqeo2yZ9V9VdjzFBERgDyTqfz3JGdt7g4jn1RFFkURX+Q/N4YM1LVpKLfJ/m7iGx773ettSMA+WAwqF1UFy0EYDY3N1sAVgGskVyv6qZa6fve+/0sy8ZxHDdqDpy8BXJ4eOjjOB5HUeRJjqMoagFAWZYza23mvU/jOJ41bQ6cJADg5IQMwCVJcvoPL4pC2u22Hw6Hfmtrq/GD6f+i/AMnT6+uwmOgIgAAAABJRU5ErkJggg==) 4 3, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
70%,72.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEA0lEQVRYhc2XwYscRRjF36uqntmZ2TbsBpt1cwlzkiAkGIghh6x40EjO+3d49O7Ni0dvXgTJYbwI3jwoeIigK2HRILgOYVmWdRnCMNPb2z1d9X0etmdZ43TYTTpgwYOiuqvfr15Vd1cRADY2NlySJEsAlgC0QgjOWisA5Pj4OPPez0IIYozxq6urAkAePHiAJooDYJIkWQohrEVR9KaqrrVarZaqTlR1t9fr7aVp+jSO42wwGAgAacS5KvbmzZt2ZWVl2Vp7g+R9Y8x7AN4heQ3AKknvnJuVZVlcvXrV7+zsKABtDOD69euu3W5fNsbcJfk+gDsA1gFcJvmGqvZIZtba4xDCrN/vl01C2CtXrkS9Xi8h+S7J2wBiVfUkOwBikqskuyRT59xR0xD21q1bS9ba10neBfAWgA7JFEABoFtpBUCX5LRpCFMUBQC0VNWpqgEAVU0r7QNoAVgDcBvAfWPMjW63u+6ce+3evXsOgHkpgHmFpCE5r+dzARi+Soi6jtkz+u1VQdR1Shfop1cBUdchr9EPTUNcJIG5vm0S4qIJzPV1UxALb1LV7Bz6sgmIF5mCU6nq5y8L8aJTcCpV/ewZiA8B3Oh2u+txHC9vbm66CwOc+RKeSyLyyRxCVe8YYz5Q1WshhKQoitbGxkYtxMILJI+eR10D/THJT0muqerb1toDY8yBtXacJMnsQgmc/RRfRAA+AtAimahqX0SSEEK38lnotTABVU0XQH1xniTmzyXZtdYuA3Dj8bh2IdbNTf6M+VcLIP+zNSMJVZ2hektEZBZCkHa7XU9a036aAMlvzrQLgExVcwCepMxBqj+pJ5mq6i6Ax9bakfc+n06ntfvIhQAikgGAtfa7M80zVX1K8gmAPZKTarQCnCRCciYiKYC/Se6WZbnrnMvSNPWo2cy6ylBInh1Jbq398aw5gAMAj1X1EYA/VXVMMpsnICJS3TcjmQGYhBAmo9Eo6/f7srW1tTgBERFV9caYrHoAFpmr6iOSDwFsl2W555ybAJhVxsjzXJxzcM75yWTinXO+0+n4JEl8tZ1fDNDpdCSEkFtrR1XEyTzSajQHALYBPAwh/ALgiTHm6dHRUe6993EcYzgcnhosLy8jSRIZDAaoi/1fANPpVC5dupSq6l8AdlS1hZPzgAAYqeo2yZ9V9VdjzFBERgDyTqfz3JGdt7g4jn1RFFkURX+Q/N4YM1LVpKLfJ/m7iGx773ettSMA+WAwqF1UFy0EYDY3N1sAVgGskVyv6qZa6fve+/0sy8ZxHDdqDpy8BXJ4eOjjOB5HUeRJjqMoagFAWZYza23mvU/jOJ41bQ6cJADg5IQMwCVJcvoPL4pC2u22Hw6Hfmtrq/GD6f+i/AMnT6+uwmOgIgAAAABJRU5ErkJggg==) 4 3, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
}
div.testarea{
animation:rwdcur169066 1.3333333333333s linear infinite forwards;
}
