@keyframes rwdcur243724 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 4 5, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEfElEQVRoge2Z72scRRjHP7ezh5FCE/JWTLDFXLEvrOQgzYkpKKip+sK3/gGCxJdVkPSl0Bi8F76QxkioKDYK9VWV4BtBQYJgaIsE4WqvuRPfShIJObiZeXxxu5vd3t7vOQ3oF5a9fXZ25vvMPPOdZ+bgf/yHMD01K9NTswKgPE+U58m/zalr5HMFASQkfrC8KgfLqwIM5ITvhl732F9aiX5raweuz0uxSco1MEQa1WhjItvzn3zGzJmnwzb7QiatrUr9m+hhMvtSq3K9QqanZtkqbXKwvJp4ceLt1/tuo2UIBcT7hlLJCXru9AxbpU2UdzTo8dHoF53mQM+9EhKv6o2EfcKfR3leNAe0MYy+80bf7bT7UDq8bwmlPHmQeByj71fIBLUPEjZxpE3iTOzqGi3J26P+2Ls0iWRAXMyoAK6qkj/k28YvmxSUsWKV3bcmmz6Y8Ocxxg7cvtt1wApjxWpXRat6g0cyLwgDdmJaCPWNbsm7hDMHtB5cEvuBKwcyk9mLQEMeU/XdClhx7qjTEAIYX1xgfHGhyZGxYpWxYpVTD73s1AnnyZyxFhHBVwogsXD5SrG/tMKJ7EUi1RoQThxQIHjJwYxnnQDjlxf4890PXTSXgJMkzZ58mMPLH7QsEK4DE/58ZAtkdGAO7Uag65QiTj4MlaiS2Jft0ox+0XYS7125ysHyKp22fuGE1cYwvriQrONS8yrsEu16VoAodz8ZZI6RfhgT/1aUUhhjmnL9tDRCBIwxBNI7tJU4UbHWGq01qhxcSkl4AdRqtUSuD8nwCTZkiMCP2487Id/JgQbxMDwCAnoiuAKHtNYopRgZGWH/vY8S+h+Gj9aGH+48FpEHQSk3S1A3PdCgfq+OnOqsur7vY4xh78pVdgMHJkdeAeD6z78CcOHcfQAnKtTLxxJuzDtWmslAoEQKoKwbL4IOKNdu4vtq6DLaBK11qt2LyWaEskbRCDcAi2BrNVA+I1mfcu1mr1xT0ZMD2Ww21X79VilpUCoib4MI/BjLtSef5aevv0O0xvf9xig52Ni7QOIcSVVERESMWFkRLSuiJUQ+VxBjrYiIqIrIzBPPSHBqd2wQkY0Tr9frItIgvH77bsIenpceF0ga4vZ8riB164a88/1AGrTA9NRs9CyeIntfc/7sHFulTYdnFC6gVHPvV0RUzK4q4uzM1fUISKT5cQQrdvQ44a7BfySEOJ1FrEUcHKc/COcOeC1W68PiGofFNedOOHdg/a+dVHuY4B0W15y259yBNEnJ5wqMXn6z9ZHLcYGXokCh7lMRQSkJVQpHKuTyWEW+uH23fYmYQnlKYY05Xmejr555FAArgo1NZvEUmJiMCqx3crZLOHUgm82itebG9g43tnciR25tfE9+/sJRud/BtEjNe4VLBzIA58/OYbQmYy1f3vmNr34p8/nuvUaJcBSM5rWnphw27R6yt7Qi4T2fK0g+V2gkbuW60/R5aH90P3ft08RdRNgqbTL94pwb+QkwNAfC/XN43yptAmSCuzMMK5VN6+ShtPU3WiOfKDZOF4cAAAAASUVORK5CYII=) 4 5, auto;}
25%,87.4% {cursor:url(data:image/png;base64,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) 4 5, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEfElEQVRoge2Z72scRRjHP7ezh5FCE/JWTLDFXLEvrOQgzYkpKKip+sK3/gGCxJdVkPSl0Bi8F76QxkioKDYK9VWV4BtBQYJgaIsE4WqvuRPfShIJObiZeXxxu5vd3t7vOQ3oF5a9fXZ25vvMPPOdZ+bgf/yHMD01K9NTswKgPE+U58m/zalr5HMFASQkfrC8KgfLqwIM5ITvhl732F9aiX5raweuz0uxSco1MEQa1WhjItvzn3zGzJmnwzb7QiatrUr9m+hhMvtSq3K9QqanZtkqbXKwvJp4ceLt1/tuo2UIBcT7hlLJCXru9AxbpU2UdzTo8dHoF53mQM+9EhKv6o2EfcKfR3leNAe0MYy+80bf7bT7UDq8bwmlPHmQeByj71fIBLUPEjZxpE3iTOzqGi3J26P+2Ls0iWRAXMyoAK6qkj/k28YvmxSUsWKV3bcmmz6Y8Ocxxg7cvtt1wApjxWpXRat6g0cyLwgDdmJaCPWNbsm7hDMHtB5cEvuBKwcyk9mLQEMeU/XdClhx7qjTEAIYX1xgfHGhyZGxYpWxYpVTD73s1AnnyZyxFhHBVwogsXD5SrG/tMKJ7EUi1RoQThxQIHjJwYxnnQDjlxf4890PXTSXgJMkzZ58mMPLH7QsEK4DE/58ZAtkdGAO7Uag65QiTj4MlaiS2Jft0ox+0XYS7125ysHyKp22fuGE1cYwvriQrONS8yrsEu16VoAodz8ZZI6RfhgT/1aUUhhjmnL9tDRCBIwxBNI7tJU4UbHWGq01qhxcSkl4AdRqtUSuD8nwCTZkiMCP2487Id/JgQbxMDwCAnoiuAKHtNYopRgZGWH/vY8S+h+Gj9aGH+48FpEHQSk3S1A3PdCgfq+OnOqsur7vY4xh78pVdgMHJkdeAeD6z78CcOHcfQAnKtTLxxJuzDtWmslAoEQKoKwbL4IOKNdu4vtq6DLaBK11qt2LyWaEskbRCDcAi2BrNVA+I1mfcu1mr1xT0ZMD2Ww21X79VilpUCoib4MI/BjLtSef5aevv0O0xvf9xig52Ni7QOIcSVVERESMWFkRLSuiJUQ+VxBjrYiIqIrIzBPPSHBqd2wQkY0Tr9frItIgvH77bsIenpceF0ga4vZ8riB164a88/1AGrTA9NRs9CyeIntfc/7sHFulTYdnFC6gVHPvV0RUzK4q4uzM1fUISKT5cQQrdvQ44a7BfySEOJ1FrEUcHKc/COcOeC1W68PiGofFNedOOHdg/a+dVHuY4B0W15y259yBNEnJ5wqMXn6z9ZHLcYGXokCh7lMRQSkJVQpHKuTyWEW+uH23fYmYQnlKYY05Xmejr555FAArgo1NZvEUmJiMCqx3crZLOHUgm82itebG9g43tnciR25tfE9+/sJRud/BtEjNe4VLBzIA58/OYbQmYy1f3vmNr34p8/nuvUaJcBSM5rWnphw27R6yt7Qi4T2fK0g+V2gkbuW60/R5aH90P3ft08RdRNgqbTL94pwb+QkwNAfC/XN43yptAmSCuzMMK5VN6+ShtPU3WiOfKDZOF4cAAAAASUVORK5CYII=) 4 5, auto;}
}
div.testarea{
animation:rwdcur243724 1.3333333333333s linear infinite forwards;
}
