@keyframes rwdcur145399 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABjUlEQVRYhe3WvWpUQRjG8d+EJQSxWEMMVnbehJWVWHgNgrYWWtt6A3oNYiV4BWJjoVba2EgIIrJ+IKIhIWaJ+1ics+66btwUc0izfxhmzpyB55l33peZkiQmvMZDPMYaVjDE4dSab6WU7yrRm/k+xDv0sTk1/wVj0dVa4lBmIjDCEzzDdis6att2238tpezUMjAbgRVcxml8wiu8xU77b7em+DwDYy62/S62NEfwvpTys6Y4za7+Rx/nNGGvLr7IwEiTcGs41YU4Rx8Bk3wYoJPd828VzGOIW3iqKdNBzeNYlAM0x3AfV9vxei1xkONzkORako2TMpAke0kunaSB6iaOk4Tz2CqlXKjiYM4Of02N95OcryJ0BLNVMPR3za/gZpcGpiNwkOROkkfteMyPJP2u9McRGOIezuLDzJoebnRpYIC7eImP+IwXmruA5h643pWB0ibZ+E7YbFsPD0wuoRHO1H4L/CHJapL1JP0kvXbuTVsFe0medyK8wNRGkttJriSp+g5csmTJkiXT/Aa0tVnsHvvPeAAAAABJRU5ErkJggg==) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABaElEQVRYhe3Vv0sbcRjH8fcT5CgiUiRDhuIgdKiLo0sH59I5iH9BR/8F/ygnJ7G4dhVRsaWUUEpoaTUakrwd7gIXG2sT787lPnBwPMM9L74/ngtVJtMBToGPwBHwBTiJiBElZGFKrQV0gVXgJdAAvgE/qwKQNX0FrAF9YKB2gcuI+FEkoPFAfRVYBDZytRWgpTarACwCf4AEuMjVE2CpCgDACDjIIOP0gcbf57YcwFvgDelqkEGugeuIqATwAvgArJNezU4G+F5YdwAfT0/dUv+FLRWgeqW2i9z7WQFjxNZzAspBzAgoHBE618aeRcTrIgDT/gV90okHMAD2gGPSifg1IgZFNB7n/tW6yZ58NoFORFwW3RyYOAM99Z26l72P80tNHv/S0wA9dUdN1JV7gN/qdpmAz6ZDZilX21eHOcSn0gAPoNrqbQ4wVJerBCTqeYboqYeVNc8hmuqu+n6+UVGnTp06df4vd+ovx2sT4tjcAAAAAElFTkSuQmCC) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur145399 2.6666666666667s linear infinite forwards;
}
