@keyframes rwdcur252085 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 21 9, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 21 9, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 21 9, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 21 9, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 21 9, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 21 9, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGAAAABgCAYAAADimHc4AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFfElEQVR4nO2df0idZRTH3xt32BpTGZQ3MhQV85rabrlpJIZuySpHi1HBfrCi1izGkP7aiIj+i6Cw/tnGiBymzFkUpLQt2NhwsJHNNWHaZV42ueWNwbi6XK0u3f4759x4Du/77t7X8955Pn99fXne533keL6c8zzvvVqWoiiKoiiKoiiKsqgEcjVRZWUkbTdmeno8Z8+7W7hHegFLHQ2AMK4twYnV9H03Anr7xudt51zK1qQZIIwGQJhgNjdzVvNk+EFX4zlbWwrWpBkgjAZAmKwsiLMat+PdVk13E5oBwmgAhGGrDCcN15UrF3K7GsuyqqoeB61VkOI5GgBhHFVBLbs+AD168H3PFvN/ampqwAaDQfNSU6kU6KmpqbyzLM0AYTQAwjiyoFT5o6DXj36V80V0JWKgly37EzS1nQnm3noyhlpWvtiRZoAwGgBhHFlQ/+Ah0FsDb4LuaomZhrvmj1GzW1DbqWfuzRjDVEp+RjNAGA2AMI5ytvLicdADAdwi2mLtyskiBgYPgn6EXA+TJotrxPIdzQBhNADCOGpWuK3pWKQjJ4uoGD9hvL58+T+g2UaM6HzcF9IMEEYDIIwnryZmAz0Fq6urg2dxTZnXtpNOp21/30AgcMfP1QwQRgMgjOvuZjEPyqm90H2ebGzHiaVQ6uubXc3p1o40A4TRAAjj6w0W7kQsTLQXlsLR/HcB6EMPYJNI53RrR5oBwmgAhPH1fgn3XlAqY5u6yNWcyY4toJ+oftbVvT9Fvwe9Yfhr0KGy+0F/OxsHPTFxDjRnR5oBwmgAhPG1BVFodUGrjozK5L550IHCJtCljbWgWztfBb2y4lfb5yaOmQtFakfxscug625cBK0WlAdoAITxdSPG2U7DZ3iCdouMj7zzNOg3EpM4pvMj0NnYDge1uJl4IWgnDZpmgDAaAGF8bUEcnI3UfnIaf+jaaBx/M/aQ7fVEFO0rVL3K+Ky95Tj+w6s4T2FpKQ66bNmiGSCMBkCYvLQgDmopI52bQbcSe5keRntZvQcrloXo76C3l+N+Tl8U56d2tGbFv6BpI9bU+BrOaQ3YrlkzQBgNgDC+syCu+Xpq+Is7nrOfNGhF1c+AXm2hXSSiN0DvHvsB9Pkd60D/uIDWtLZsCh9w3VyVzdS2guaaMs0AYTQAwvjOgnLFfBztYuetQuMY2nxNxonFEUtZ++JjqM8P4pj1e8hM20DRSmkybtmiGSCMBkAYX1iQ23d73DJGTsra2neC/vj0UdD977WBDryMzVoGTa+gvomNW/ro26A3nXW3Ns0AYTQAwogdynMNF8Vt80VPsjaVLYD+dB82XAXtB0DTiuXALG5lh8IrcdKOiPlhv+Cp3NiX+He87vpV0HRruvgE7gvRw3rNAGE0AMIsahXE2U7l7j7QK6pLyB32B+gU+q5OyaXfQDeEsZmyZveDPPxSI+iikzOg509h1TTSi+/5vJs4Brq1cwfoM2cPg57b/zroh4dwy5pDM0AYDYAwnlsQZzv0LeXQhhS5w53t0Mrnub/Qdu5dFTLq5DRaSts+fMO5IpkEPU5sJPLW56C7u7tB9/T0gKaVVfMQrg13mvjTMc0AYTQAwnhuQfQ1PM6OEuSDErQK4t7/odvIc0deAF1S22QansHM7DXQSWI7MXJS1jy0BnRBO+re3r3GOW+f7DJeT6UKjNcpmgHCaACE8fVeEG3QaJNVdeEb0NRGMhouhkuTP9uOKS4uNl5vaEG7o9UUnZOzHe7DGpoBwmgAhPHFZ8S4EzHOmoLB28br1DqoXVwrNf9joLkj+CW01MooTioZCrUain5GzKdoAITxhQVxuLUmL+AshUO/LyjP0AAI42sL4vD6PSJKNt+I6ATNAGE0AML8B195vN+T1zlgAAAAAElFTkSuQmCC) 21 9, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 21 9, auto;}
}
div.testarea{
animation:rwdcur252085 1.3333333333333s linear infinite forwards;
}
