@keyframes rwdcur51982 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 4 13, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 4 13, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 4 13, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 4 13, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 4 13, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 4 13, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 4 13, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 4 13, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 4 13, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 4 13, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 4 13, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 4 13, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEFUlEQVRYhe3WW2wUZRQH8N/Mbrftlq5QaasIFaQWUYME8RJSjRpv0YjGhGiI92h80hgvj5gY45ua+KKJDz6oRBOjT4ZEjZco0aiARrnaWkGhVkrXtizbdtnO+DAjLUbDCig+eJLJnG/Oyff/n+9cvgme7TXyynwff5VRQQnfYmuqF1DGPgykekWg4jhJIBbDGbHtfYGt2Iw9CFOfEvpRRR+GURUYPx4EsrAoYkXJ/HyTgc0ZcL4k2jL2T9M7UgJZsVAgOlYC4fPblW/9mZkTGu7eZclFVZ2IJBE3oBEtqV5I34fIHzOB0wZVugboLBIFWh7d6IqrJhTRjUvRlYLNSN/HHPVhBHa3ydVNcvIoYUy53ikLyx7GxViOpWiTRB4hnz7hX+76dwisWST/8hLG6mkfZudsctGhY4azcIkk+v5pwFnxNL/46Ahkz6yK3m4QRl0M1LEpw5p+HhnkmdZDfmdIuiFCBeMpod9JVFMSiT1I17UQGAuSiNZNi7m/idFpJbbioI8/rVORHD2cIjmJvKQ7+lNyIRrEtc+K8LFvlK6cYOXY1Mf1zbzRNLWeW7F6dUk+jbpNUpBtyKUkWv6wb05cW41knlzuoWVDmhYcYH4dnzVxEn4Nppy25GQe6NEdF+z5LmsCzWiVuB5MI88gkKQjxqQnjtwxwcZXDU40ml08mZEZvN/JSyf9ufPlFdVy6PXPs/ZKjjzCIDahKElHlOqlWtKQ7Vso9+QFLDvA6fsPB185xvwy789iS8iHOVnclprfkkzFguSeyErujBJmprYjyqG74OoJ3q2fMrTGPN7DviYmMnTu495zp+ydka97QwO4EB9ILrEyPsVe9NUyqsP7hpOWmQ7+XA9PbePUIl0DdO+grcg9I1M+1xd1dcTOkhRgHrMktbEkJVJTEYaX9Sn/vrh9f9L/Ly4kM8k5m+jqoeN7spPc8iWvbeCFbRwM5e//Sct5k9algHkckBRhWOssyA41T10qrzSzKkzyPdpIbozCUGILYtr3EEa0DzJvL8MFhZtD3ZlTfbQpoyQZUv1qzD9kRxqEyyZZMcxYlkKFK+qor1JfYva3lDrorBJEzN1AUx/F5XxxDXNGFO4Y17243Ztrm/Vir0CpZgL1VdGq3cwbYiTPjlZu3EXHL5RajTYOWt+yUbF1v6juk6mimrOOFWUzdi03c7xR9txe0dpr/SjpiJoleO8dQ3GgZcEWdi2meSTJ/8wBwwMLvNp9kzWCGo70KH9QwvwB0bxe2jdy9npGZoHRFHytWvN5lH9H2UUfGS9sINvD2F3kJpS2LPbunUu9gJ2CI21xjBLzw+QicUxcXWrw+6c9ITbjH4Y9nMB3z4nLNxiMefBfA55OIJp7gsBTAicOPCVw3QkD/1/+l/+C/AYGwXAAFjIC3gAAAABJRU5ErkJggg==) 4 13, auto;}
}
div.testarea{
animation:rwdcur51982 2.6666666666667s linear infinite forwards;
}
