@keyframes rwdcur183119 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 23 22, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 23 22, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 23 22, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 23 22, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 23 22, auto;}
50%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABwElEQVRoge2XzW3DMAyFn4ru0FsPGaLHbNCe7E2MDBFkE+mULdIhskdO7KGVy8j6o+LUDsoPMKxYlPVIkbICKIqiKDdgKmyoYcxqCZ15KFT8Pfh3NbA6mqI5DMOfptThcEjqfL7hpa1DRQzDkO1/ijyj4MpCRJN2eOf9sT7+jF81xFaAL1dzqhARjMlnaMymNCYktgLj+yGokTBixphoFLnAlI1kBVIOiMSXyIkJI14r3BNLIQruWUe8gDCyuXvJXkKpBlZPrgYegtJ3YPXHiJIDs2yp96Q2hSa70vF4BJ0AOs0vSkKNAxPx2+0W7y8fvwYLOlFbA1db6uVymRhaa9G99sBbOdOccwKJecRFSf5L85kYWuEAAOz3e2w2GwDA+XyOtgGg7/v8d6hqth+stdR13XgEMMZM06fSgRjcKaAsXgpxrn6f8H3NhLW2OgpVHvrIzwmPdvhuIzhTFHchSTQk8Jx3zl0V9lhnFWR3IS/eT+LbfPLdbjfaxwqTR9c5ly3YFpIrwCPPJ0m1S30lG16wkhS6ucr5cscmLvVL7UKa/9TPRZjvEvHAAg7kClQqHljgeJxyoEW8oiiKoihL8wXX4j6fu6vw6gAAAABJRU5ErkJggg==) 23 22, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 23 22, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 23 22, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 23 22, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 23 22, auto;}
}
div.testarea{
animation:rwdcur183119 1.6666666666667s linear infinite forwards;
}
