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16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE0ElEQVRYheWWbUyVZRjHf885nBcOhxcJEBIVm5g6s5ku/YBpaa7ZZtbMptZy6ZzS1MJRKTamzRIIlvbGmFZrpC11zPXiZChTKpScumSggIq8HUDOwfPCOec553meuw8EWA3jHDa31vXp2X3t+v3/z7X73nXBfzncezC37cQyGoZuNMUGHW/5grw9GoYUbqFWwISgSn19N9TamPbyYVrC4YymAwU6CUtQxdLrozBcSFgGlHwWqhorAYQAWWFFziIW3hcDSj46IdgnAUiJqAJUAd4A+3IWhc4LuUDT2KAJZvoViJi0AbcM/iB4g8x0yWwMlRfSJVTyiQ8qNLpk4h1e6PJAfRdc6gBHH8RE4kiMIj2vEsdImSF1QNPY1ekhvraTQJOdlp4+sLngYhstZxsIBBTiLQbeC4U5YgPiw4QVNs+Dr9W0UNLmJF0ncTTGDDoJLrRxtFsm3ainJC2etT+sY0UoJu4ZwTzm+d6nqukdSXyzmiUD579vo7A+O0J8vBwxMXroGZ7JlBbfyl8mzm6iquxV5v0bf9gOBPOYLO/lSEClusNFxqV2UbHmEOUD+aQoGD9xOWOjYemMoboFn4mKgPNyeZyFjCgj1aWrOHbwRaYMpxPx9wM1nyRNkCsE61UNo1uGVieaItheuREeTgKrATQBOlTiImFaErrDa2DqWLAaQQu2btdL5sUxZr/O5ecFn8Ky/csp0QS73jhO99160l3CFkkiSwiyJYkYIcAXNNPc66flDugktOTo/j+PNIDAxJgZO3Q/V+Ric6NZjZBohSiDhE4/EcwTdIGAj/bbv2Fzgd0L3gAun0KBEBTlVeIdNGDfRYwqqAQeg/6LpQkTbvUhrnbU0+UGUwSkRENK3GSiImNQVTcyCVzvqKbdCQY9pMRAfOwcIgwmFEUG0wM03zpJYw/csEOnGzwymAxcTo1lwRc1uAY7cH4LVruXLKePbFnBqmgQ1MDhhWYHdLj6jaUnQHoijIuGCD3UdcGJa3CzB+alwcxkSI3rN2T3wrkW+PrCYMc9QBFQ8Of30CWcux/P0gPsvm4nva6b4is2lCs2qOuE8jq0H+uZ/X0deo+MHtDLKkWKBq1OONXIRzd60QdU9EY9el+QWTYXWtXNQXEFKAHSgdwB8XvG1vlMXfc4ZS89inh6CiJjEifvzv/yOoVnMxG5TyMSDX+dhqWrOJH1BAIQwHFg6nA6wz7DfVVcPVjD84lW5k8fy7ll01lStpbFA/kxFkhKXMj4WFg9d6iu+cCOpzxBnqlp5RwwH3gOuDqczohnwXevsHL2tGe/lOSOr1T58gdCk95MmbM769RPO7G5KIo0UBhrJscps7a8gXWHLvLtSLghDaMzmXyeYGGjTjL4NcZ0mpOXpF2rK8XmprkvQHKXG/P5FoorGtk0UmZIw8jRR067E4fTHzQHNZGW+siTBFSw95H2azPmPadwVDTybijMkHfC0lVkGvV8ajWBXqen4bZKWS2cbgJgM/BJKLyQFxK/QrHdS22HC5p7VWpaB8VrgeJQeSEbWH8ELaix2emHdiecaRhMbaX/vd+f2LuUI1syBt/6sXA5Ya/lqka2N4Af8APbwuXowy083cSdWeMwemSqHV7KwuX8Yx8IJawm8manQmPPaCj/9/gDWSj+8hZEB5sAAAAASUVORK5CYII=) 15 15, auto;}
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41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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75%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur217126 0.6s linear infinite forwards;
}
