@keyframes rwdcur249647 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 14 12, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 14 12, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 14 12, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 14 12, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 14 12, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 14 12, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 14 12, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 14 12, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 14 12, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 14 12, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 14 12, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 14 12, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABHUlEQVRYhe2W20rDQBRFV5qTW5W0iiTBFkHxCloE6R+Uguhf+y74A4LEXixoI3ipZpLxqb8w40PWD+zF2Ycz42CYNEn08GpIGAbkzxPEtABAlqV40qYolnYE/O0xh8kCgJbpcEdiAFwRxP0xLwBQrt5YfX9SqcqOAECpVoCFCtZ8fSxRqrSzhMXrI95mwexlbiMeLgfn+vb6RoPFCtY0AtYEPLEssKYRsCTg4UpAtxNrx3T0ydGxHo9GAMzmc/MTiCIfnBAAaSk7FfjBFv3ePmBpByTc4ez0gqrS5gWCYIPd3gEA/b2B+ee4HXlI/UQ+BRFtXmA6W/Bwf0epavLJ1NKfUNUo9UtVlRi/A91OrNMkI4p8iuLddHxDwz/kD7/9TvpnIUGqAAAAAElFTkSuQmCC) 14 12, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 14 12, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADFElEQVRYhe2WX1MbVRjGf5tskiUJ2UMrCUQTQ8eAUxBjCcVREpXqlYOj4/h9/DLeONMbvWBGqihGO+BUFMufUsVQ6pSmMt0Fk+yyuzle4FRHpSTIdsaZPndn9rzz/M55/5yFRyyhJ+Rf18qjMB3KD8r8M3mGnz1HLBrDME2WV9a5MjenqH6b57IZeaEwxsDT/fQlzwAg9DihkMr27V+k7wCpVBq9J0003gfYWAceM5/MMjdfUQB8B1C7n6f3CYF9oEAUdnZ2mJuvKLlsRgqh+w9QOJ8lGrb41QSEgqZ18d7b0/K54WFW11f9B6ibW9xDZc/qwTobQQid8WIRz3VYWl4n4Kd5YXREplPdWJaNGrCx7OCDb4vXlrhxc0PxrQ1z2YycfnMapIPnegDcN5t0x1Q2q1tc+XzevyIUekKWXi4R1YLU7pn0iAQffHiZu7XaPw7sSwomXyqRebKPXaNOsvcMn81/+a/mvgBMjE/I0eEharsGiViEa0vf893y9SNTfaoAQ/lB+erkRQzDoCsS5M5O7UGuj9Kp1UAqmZSXXpmkYXm4rgPAzOzssXGncgNCT8ipcglNi2AYBvF4nE+/qGCYe8d22akAFC+Mkc2kuW/sIfQYXy18y42bG221+H8GmBifkGOFEXaNOl1ahOpWlYVvFtqeLx3XQCqZlEIX2HYTIXQuFsfYNep4js1+84CPZ2Y7Gm4dAeSyGflauUzmqX7U4GGoYZrcMQySZwWXPzq+6P6u4PFb/jR//dIb5M9lcV2XQOAwe17LIxQM8vXiIj9t/tzxaG+7BkZGimTTSRzHxbZtLPvg8ATBEMBDh83D1FYKctmMHBg4T72xx8aPm8RjUXp7s6iqi6oG2P9t/yTe7QMArKytsXK9wt1aTXnnrXdluKGgRVoAGKbhL0D11rZSvbXNUH5QTpVLUvT0o6oNQMPzHOKxhL8AAIXRF+RU+cU/Vh6hkIrnOTiOy+bW7RMDtN0FWiT0vuO2iEU1wuEwrVaLRqPJD6trVK5ePfGPTceBQk9Ioes0LfvIN/6xHut/pd8BwgsewU4ZJ9MAAAAASUVORK5CYII=) 14 12, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 14 12, auto;}
}
div.testarea{
animation:rwdcur249647 1.6s linear infinite forwards;
}
