@keyframes rwdcur148281 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 2 7, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 2 7, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 2 7, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 2 7, auto;}
80%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEWklEQVRoge2YW2gcVRjHf2cvSWzTui19iUkkrULRaCBBC9p2C0mrSJrgg4aiCEXoBYsgVhAjKD6JEMEXERMpeQmGGgPSKthiMQlYYzU1MUI0xIikjds0JjFqLp2d48Puzs5t57abPu0fhjlzLt/3/5/5vnPODBRRRBEbhRiw1aY+dLuJBEUVIMkS3gG8sZEOpenK297aZGvGzvbY1qje7l0FsA9kZydluEt35SdCrk22auW7q2LziR+e0Ldfz8O2Adl47DK15C9Cw8S3rzr7zgPORvIUoWw7yb9z5wivXNZXy5BARiMiCZQHtZ1BxEffcuAfD/3k2mQryraTIBUiix8ZGs+8fQ8Az782hUd7jhB6x5YwOmbpYyHr5mD111ZE2kJP388ps69PkVSJAop3qvbQvwHBMZ0IL+S7yC0hPTL24HmWxg9r5AGSKlAA8rkISoe2bB/z23JA6SnBB2/tArTQcbLtC0EMGcm7BVHawx0vhlhZVYP6zIn8lzLhcgFIWDnVkLcrO/hZhcqAFTrxt7DqhWwAvAqIAQsAHPdhvVNXLln1MdA7vApYaGt/h+43X7ZtbO8fstR9PDRG4vhL2R1+vSwYQxd4DqGquj30fjexISTygWcBqpSMzcwVwqc5g5yWcqc+wO36uJh4KHU/nb57O/V6Sn/Pb+DH6VnHdiklQhR8f3Jd77wKEF+3P+v/VNqZo/6Xh3UPV1x9OzX62QcEIHOS8gspwf2NuXbwnwMK7ruveScODon9jwENft5ACi8E4fF9kEHPpO9LOEyFfwHAN5fHtPKlp09r5b//XODJoTPac0tzIwebmrXk7uvvQVHSp2ghUmFkRQhIAhz46gAAg48PSqlIWxG+Q+hI21EefaTOUCelRJrItDQ3cujgYQP5TZu34GFhScYvxDXyAPEv44iIyKnWN8wilhOLLCcWLeQz6Ovvobaugc3ldxoNWZM4AjD42CADTQMMNA24ivAtoPdstyZi3956Gj95lw71Kh3qVUfyHnErXt1AvLqBqek5pqbnDCLs4DsHKipr6D3bzZG2o7Q99Rz79tbzSqhea8+Q7+vvAaC2rgGpqoiQzVx1XIE816pASVxXv4dzn3/KLWWdSDTCe/yUbfwsW87MvAiFuJG4YTSSg3z30AVLPjkhkACAe3ffH3So08yLXTU7DOz1yWyHQAJUVSUcDnvub5l9h7AREcH+L/Yjwt4iK9AqNH9zHlVVLfWjI8OMjgwb6mzIu8KJvHklChxC8zfnDc/XZ34DaAHOj44My4rKnYU8nQLwwIeHABg/cVHb2AIL0Cfa7LVpgCbgUrpKzF6blhWVO/2a1c49f/1eCsD2mjXtefzExZRvRUYz/QIL2AiEyiJLte83svCH1MhmZj0D85HCt4DdJYuETKGR61PnvtJFS53TZ5G6puhnWUAqXMwi9Aj0Z25LiXEFWl5PCmAT8J+5r834amDGj8NM4uY60BVRRBFFFBEY/wPNBWpXKNG1lwAAAABJRU5ErkJggg==) 2 7, auto;}
}
div.testarea{
animation:rwdcur148281 0.66666666666667s linear infinite forwards;
}
