@keyframes rwdcur98410 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 10 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 10 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 10 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 10 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 10 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 10 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 10 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 10 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADxUlEQVRYhe2V3U/bVRjHn98Lv5a+WRreymrXjgEdLQU61lbeW6Cjo5Q3cSPIkAtj4pX+BUT/AK9M/APchV5olDiTRZ2yRIKZY9kyN19nRNy8mAa7UtrzO+c5XrSFcWGk2HIj3+Qkz0me85zPec7znAOwD5ktlYbX3nz3bb2pwrQf/6JrZGou/vHtTRYIxyeLHVv8VwdRgpHp+QVGmRgcHJ8XRelwAdztfo/HF+zdTiWTziZvr9PV6j1UgNj0C3OKojUhMpTLFENgID53aADVtccsXeFzkySTIZwDqCpJe870T1ZUWSsPBWAg9ty4parWThmlnAMgY2g0W+ztXZHxkgNotFp5eGJ2XlUJcs6Bcw4cABil1NcTnStTNHJJAfzdQ53OxmafSgjJbs4BOACllNQ5GnwnW850lhTg3LMXFwRBUBBzp+cAHLK2IIhKIDy2UDIAx8lTDl+wL5JJZwjnHJDvQgBwUFVCGryBSI3NaS8JQGRs5oLOYKpmjGXvP5cFAADOARARtTpj9em+kQtFBzCazLpQdOp8tvWyp8dcDeQLEQCAqoS0BAdntDqDrqgAPUPxYevTTpeqqnQ39fkaAIDcnDFKLTU2l9sfihQNQJQkODvx/AJjTNy7efYaIJ+BrAkcUezoH/1P/8MeAHdbwOtq6egmJJ3eST9mR64RYaclAYCqJG2rb+611Tcf+H/YAxAZm52X5DIdpYiMIiBFYGx3IGOADAEZAmMMGGMoSmWm1q7o7EEBhLxRd9xRe+nqjRt6k7maMYbIAZ54A/CPv9LwZ2IbQBDE/DIOAKIoyqnk5sbrFwdOP/pt/VGhADvPaXR0LHZMh4bU1sPN/KvHBQG4IIuyIsuCEWXKtilSlSBVgTEVQBCBI8dKo2RqDXQOf/b++qUDAWjLy+VAMHT2x+82HhCSIYgIACBKkqxwDvD7w431teurd/RPVTZX1dQ5GCKoKiEcOSLnIIii4jx+akSS5XcYpbRggLaOZ/z2Ey5fhmSorNEbJFlWtraSiW9u31y59unlD7/6cvnq48RmQmcwmlweX39bsH/C5mzyazTlZlUlhDFGrY6mDkeDu+2ne7e+LhhgKDZ9XtLqzbIgpR78+sv9lS+uXF7+5KOl+z/c+/ZJ51TycWJtdXlpbXV5qdbmbPQG+uKu1uBoRZX1hCQrBo8/NFMogBCKToZnX3xl8efv7979/MoH7926vrKylUyk9htAW67X1bt93c0dvVOVVnvjW4svhQoBgFcX33i5ZzAWLmjRP8jV3lWUOEc60pH+X/ob60by1i42kQAAAAAASUVORK5CYII=) 10 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 10 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 10 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 10 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 10 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 10 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 10 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 10 0, auto;}
}
div.testarea{
animation:rwdcur98410 1.0666666666667s linear infinite forwards;
}
