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3.3333333333333%,6.5666666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACI0lEQVRYhe2Vv2sTYRjHP3dvek2TNIWiSRuxhCDFH1uHSshSMnUwUzd35w6dAkLegJBFBAXt4GInA6EUER2DiwQr+AdUEHFIqZUOVSFNc3cOd8a74+4SHIzDPfBy3L3P834/73PP+7xKrVYzmaCpkxSPACKACOC/AIgFzigKAFJKBdDsr30p5cjGJaUUjrUHUkp9OGm6w5WgTijr9SkgbYsPFwNOpZQ/Q8STdpwzpg/8kFKeeQHCfkEamAcyjjEPpO2s+ImLkLiUX4wvQL1e/532xJ4aX38okq3HIrkLxO2daX5x9lwMiD8Ryd1HItl6ocbXgQSg2YCjAWzrb4m55QcitXH71V5hR03kgR5/UupnA3v0nqmJ/K3nO4X7IrWxJeaWsepH9wYEAixqC1eb6sxm63179eKNaxxbridYNeBfN5bAKXByjEr6SoHt183VpjqzeXkqe90vxrcI7zWe3gQaXz5/KOcWMnB+zuxs/k0PxRjn7lZBncbk4KCzpisKh1+/USxV2kD1bvXOO6dv0DG0xBez1pum8f2su+Z0ME0TwzDQdX04BoOB66kbBoZhkM1coPP2ZblYqjS8QkEA1aX8igsiNn2pPcbmXfbpY6cMcOTIADA6A3q/uy+0nBeirPe7vsfPz4SWM73ier+77/ULLELbubqUX2l3D4/G1XXZKHEIa8W4M/EX+u1iqUKYOIS04n9lE78NI4AIIAKIACYO8AvTjdmzbVvJdAAAAABJRU5ErkJggg==) 16 16, auto;}
6.6666666666667%,9.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
10%,13.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
13.333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16.666666666667%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC50lEQVRYhe2WT2hTQRCHv31pX1P7fIlpqLXW4kGvBQWl2osiCKI9KIgURRS1SKV4EUQsZntQL968aNGbCCJVxGIRsSoiRi+CN296sEq0aZvG/kndXQ/ZpM+YqifrIQMDL3kz8/t2dmcTkUgkDItozmKKVwAqABWA/wKgqvgkRNkAKWUt4NqPOSnl9J+K/nWOMYjiTVgCYIt4wJJgMSArpRz9jXg94DO/uBwwZfN+BjGm/BZYcR+IAXGgwXoc8Oz7P+UFc2KAXy7vlw6UFPFeCHfvUkwX4LSauR3AVyAF6DIMTkH0rage0qC/IfrbTe42kAXSQKbYidIOSClrguKvhLu/Ed298tbNaKuZ84Ew+e0IdiXocfs+3Grm/Oi1/mgjujsp3E7yW1noRE2QOGieBQgnhdsZRx+N3Bnw6mPLgjH+AuIF9wuBEd9DX+v34uiupHD32wX4VgcITIGUMmQLLBlywrtqMQcjAwNevLkJZmd5I6rHBQw4AXBhHcBYB9D57Rlvrq6ORlY0kr56xRs/fuLAfRH+0qFnHpA/kCGZSKj5MQzYXSe878LdG/H4qmbwfRgbY93zJ9FgjDEGYwxKKbTWaK1RShVda41yXZTvE2lxaLne33Dp2MnODj0zmGfMn6FgB5Qdoalmoy5u33O4Z+jlw7blkQg4DuvWbkgWVluLcVYa7VZhCIFjAAVaIfgonNw0QgMMPrvXpuvqGJ3IcKjrVHK3UZeBGeC7lNJgDKUdyAKcU5PDz4WbWrN559l3799saWpo4IOoakvnPkVs+2PkD1U5mwLSMXfFmKqv53Mmy9bdR55uMvr8OTX5FvgOZArBpVMway+ZVHtvz6NpxOmW1euHR8YzZBBIKSeYH6fUAp4GshkEnzNZNrV3DM8gTrf39jwCUlLKUSnlXEFTlPtP2NfXV7wWQ27TRuAigMqNbFtg1b9YyG16bB/PqNzI68L3pXplAf6lLfqvYQWgAlABqAAsOsAPCPYq8NmhdWwAAAAASUVORK5CYII=) 16 16, auto;}
20%,23.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
23.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
26.666666666667%,29.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur58385 1.5s linear infinite forwards;
}