@keyframes rwdcur150680 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 14 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 14 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 14 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 14 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 14 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 14 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 14 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 14 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACbklEQVRYhe2Vz0sUYRjHPzPO6rrjtLlmQYgtEgZBh34QZCq7LniOlnYLunno0MH/wJbAS4cIgg7dOkWKdA1icXPFWjolYa4EdYjERGnRWXdmZ9+3gwRqu+q4a4faz20envl+vzzzvs9AnTr/EjIRPCoTQc3NO66ad5KO0r/1eW3Dia5vFLPpKB8B+iaY2ktDqcI85FFJ/hbRfX4cx8Eqmki52SMg3DO+e4iqJiBA7boLqgPtmQD5kwU4b6IUYfYBlATqXhp7NlSib4KUUAh/fQLSAz+ufoELiyjS3VgPHACgd4yUUIisPvPT4t80Vgo6lvGXAryLE/LA646IF7W0WbNaTVcaBw7w+U77zXNdHZOnbwVU32oTIh9gdtS9jusAMhEMfhoKXC9Y9vOmgIq33SJ/OcfCUwsHwvMjhxxgZc2+3aAwERz0YvevYLWZzD3MYdpmuHeM1EFC7Jt0lFAmhlxKIcWjTrn+1i8zceR0jNDWvukYoZ0110YzN7ZvuZk4A5k4cukNMv8B+XOesuZu+ePKTscIaZJJ28HRNCI940zNxBk4dfxE0ugXNHQvYzfCwj2EUIhceUGqmgBlz4CQ0D2M5jgk54b814xmf7L1okpTM9iNkB1BlCThas1hl1WsWTrdw6amvzJebgx+gxaHvGGSHUHsZ8fvl7ITUADf9yNolo73UhFD82MdgjlUmIAEzM5F9GPgHAF12Uf2ce3NYZc9YHh1AJSCRrHN5sx9VFlicuftOLQAosVEAlZbjpKRQzN1zo6iImobouwnKJYQ7xPbax7VVAFUFUSt3Knw605HKy+XBhVR63NQp87/zS+DZO1+6uT2fgAAAABJRU5ErkJggg==) 14 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 14 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 14 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 14 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 14 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 14 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 14 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 14 16, auto;}
}
div.testarea{
animation:rwdcur150680 2.6666666666667s linear infinite forwards;
}
