@keyframes rwdcur15340 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACHklEQVRYhe2Vz24SURSHPygUZmIBqa1kGjBxTDAuTHTl2m13Lpu48QHUlVtfQV7AjUlXPoQbk7arbmwNhgaHP22p4DDSGcCZXBdTCm2NziVAN/ySWZxzJuf33Xtm7oVrVggQ/6lPVREAXj+5Wnm3NW1vAMIzcZEGmNHq/w4wNJ/6/K8CzNj8IsA1mA/MxKU4kLYLMYGAk2OXVsMjJOD5e3n4UQAp84x+F+3+AwDqX/fY+VSkXvd4tSkHIU28XYiJjLaIllv0E0oWVH1sCKlz4Nw8r2OerrK/26Fu9MAuoa00ePQwzsrNEIWNf56u4wM8Xl9Hy+vgVLCbVYyyy0n5wC8qWZLpMJnVMOl48J6BAT6+Qezt7IKqg5JFy+tk7t0ZvqDqpHI60WSEb014+TTYLkSCswJODezEuSGKiVX9jmmUSOWkOo0HYLVcTKPkB8trl+Aq0wcAaLf62A4k1Yu5dqtPMu3/GbYLP3oTBsiuxVDiYDvgOJC0D8DxXQY52+nTbrqoEbgVmzDAQG3LxXYgcxYfNTx+hyCViHB47FKuezS78HPSO1Cp9RAj37WxXwQgOjIKy4LyEZinQbtKnoQfXiAWlGEcVSGxtEAqEcG0XLa+eBRrIARsfg7WW2oErS7EPVi6Acu3h8ZGrYdlwa+OTDdf0ndBYQMRj4Jyhu64/lM14bAtt/qxAADePkOIEDhdaHWg6/l5WfO55pprLoA/2YrWI1cSwyoAAAAASUVORK5CYII=) 0 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
}
div.testarea{
animation:rwdcur15340 1.3333333333333s linear infinite forwards;
}
