/* glue: 0.11.1 hash: 0469c74a29 */
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-volume,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-trigonometric-inequalities,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-trigonometric-functions,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-trigonometric-equations,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-triangles-3,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-triangle-centers,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-topology,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-tangent-lines-to-circles,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-surface-area,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-sum-and-difference-trigonometric-formulas,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-solving-triangles,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-solid-geometry,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-similar-polygons,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-regular-polygons,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-quadrilaterals,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-pythagorean-identities,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-proving-trigonometric-identities,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-properties-of-triangles,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-properties-of-a-vector,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-polyhedra,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-isometries,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-inversion,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-inscribed-and-circumscribed-figures,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-graphs-of-trigonometric-functions,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-general-polygons,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-fundamental-identities,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-fun-geometry-quizzes,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-expansion-contraction,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-equation-of-a-line,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-dot-product-of-vectors,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-cross-product-of-vectors,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-conic-sections,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-congruent-and-similar-triangles,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-concurrency-and-collinearity,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-composite-figures,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-common-misconceptions-geometry,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-classification-of-triangles,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-circles-3,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-circle-properties,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-calculating-areas,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-area-of-triangles,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-applications-of-dot-product,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-applications-of-cross-product,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-angles-and-lines,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-3d-coordinate-geometry,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-2d-coordinate-geometry {
background-image: url('https://ds055uzetaobb.cloudfront.net/chapter/bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1.png');
background-repeat: no-repeat;
}
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-volume {
background-position: 0 0;
width: 76px;
height: 76px;
}
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-trigonometric-inequalities {
background-position: -76px 0;
width: 76px;
height: 76px;
}
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-trigonometric-functions {
background-position: 0 -76px;
width: 76px;
height: 76px;
}
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-trigonometric-equations {
background-position: -76px -76px;
width: 76px;
height: 76px;
}
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-triangles-3 {
background-position: -152px 0;
width: 76px;
height: 76px;
}
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-triangle-centers {
background-position: -152px -76px;
width: 76px;
height: 76px;
}
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-topology {
background-position: 0 -152px;
width: 76px;
height: 76px;
}
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-tangent-lines-to-circles {
background-position: -76px -152px;
width: 76px;
height: 76px;
}
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-surface-area {
background-position: -152px -152px;
width: 76px;
height: 76px;
}
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-sum-and-difference-trigonometric-formulas {
background-position: -228px 0;
width: 76px;
height: 76px;
}
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-solving-triangles {
background-position: -228px -76px;
width: 76px;
height: 76px;
}
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-solid-geometry {
background-position: -228px -152px;
width: 76px;
height: 76px;
}
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-similar-polygons {
background-position: 0 -228px;
width: 76px;
height: 76px;
}
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-regular-polygons {
background-position: -76px -228px;
width: 76px;
height: 76px;
}
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-quadrilaterals {
background-position: -152px -228px;
width: 76px;
height: 76px;
}
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-pythagorean-identities {
background-position: -228px -228px;
width: 76px;
height: 76px;
}
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-proving-trigonometric-identities {
background-position: -304px 0;
width: 76px;
height: 76px;
}
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-properties-of-triangles {
background-position: -304px -76px;
width: 76px;
height: 76px;
}
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-properties-of-a-vector {
background-position: -304px -152px;
width: 76px;
height: 76px;
}
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-polyhedra {
background-position: -304px -228px;
width: 76px;
height: 76px;
}
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-isometries {
background-position: 0 -304px;
width: 76px;
height: 76px;
}
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-inversion {
background-position: -76px -304px;
width: 76px;
height: 76px;
}
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-inscribed-and-circumscribed-figures {
background-position: -152px -304px;
width: 76px;
height: 76px;
}
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-graphs-of-trigonometric-functions {
background-position: -228px -304px;
width: 76px;
height: 76px;
}
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-general-polygons {
background-position: -304px -304px;
width: 76px;
height: 76px;
}
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-fundamental-identities {
background-position: -380px 0;
width: 76px;
height: 76px;
}
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-fun-geometry-quizzes {
background-position: -380px -76px;
width: 76px;
height: 76px;
}
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-expansion-contraction {
background-position: -380px -152px;
width: 76px;
height: 76px;
}
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-equation-of-a-line {
background-position: -380px -228px;
width: 76px;
height: 76px;
}
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-dot-product-of-vectors {
background-position: -380px -304px;
width: 76px;
height: 76px;
}
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-cross-product-of-vectors {
background-position: 0 -380px;
width: 76px;
height: 76px;
}
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-conic-sections {
background-position: -76px -380px;
width: 76px;
height: 76px;
}
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-congruent-and-similar-triangles {
background-position: -152px -380px;
width: 76px;
height: 76px;
}
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-concurrency-and-collinearity {
background-position: -228px -380px;
width: 76px;
height: 76px;
}
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-composite-figures {
background-position: -304px -380px;
width: 76px;
height: 76px;
}
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-common-misconceptions-geometry {
background-position: -380px -380px;
width: 76px;
height: 76px;
}
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-classification-of-triangles {
background-position: -456px 0;
width: 76px;
height: 76px;
}
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-circles-3 {
background-position: -456px -76px;
width: 76px;
height: 76px;
}
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-circle-properties {
background-position: -456px -152px;
width: 76px;
height: 76px;
}
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-calculating-areas {
background-position: -456px -228px;
width: 76px;
height: 76px;
}
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-area-of-triangles {
background-position: -456px -304px;
width: 76px;
height: 76px;
}
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-applications-of-dot-product {
background-position: -456px -380px;
width: 76px;
height: 76px;
}
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-applications-of-cross-product {
background-position: 0 -456px;
width: 76px;
height: 76px;
}
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-angles-and-lines {
background-position: -76px -456px;
width: 76px;
height: 76px;
}
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-3d-coordinate-geometry {
background-position: -152px -456px;
width: 76px;
height: 76px;
}
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-2d-coordinate-geometry {
background-position: -228px -456px;
width: 76px;
height: 76px;
}
@media screen and (-webkit-min-device-pixel-ratio: 1.0), screen and (min--moz-device-pixel-ratio: 1.0), screen and (-o-min-device-pixel-ratio: 100/100), screen and (min-device-pixel-ratio: 1.0), screen and (min-resolution: 1.0dppx) {
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-volume,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-trigonometric-inequalities,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-trigonometric-functions,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-trigonometric-equations,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-triangles-3,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-triangle-centers,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-topology,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-tangent-lines-to-circles,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-surface-area,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-sum-and-difference-trigonometric-formulas,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-solving-triangles,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-solid-geometry,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-similar-polygons,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-regular-polygons,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-quadrilaterals,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-pythagorean-identities,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-proving-trigonometric-identities,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-properties-of-triangles,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-properties-of-a-vector,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-polyhedra,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-isometries,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-inversion,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-inscribed-and-circumscribed-figures,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-graphs-of-trigonometric-functions,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-general-polygons,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-fundamental-identities,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-fun-geometry-quizzes,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-expansion-contraction,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-equation-of-a-line,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-dot-product-of-vectors,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-cross-product-of-vectors,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-conic-sections,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-congruent-and-similar-triangles,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-concurrency-and-collinearity,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-composite-figures,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-common-misconceptions-geometry,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-classification-of-triangles,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-circles-3,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-circle-properties,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-calculating-areas,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-area-of-triangles,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-applications-of-dot-product,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-applications-of-cross-product,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-angles-and-lines,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-3d-coordinate-geometry,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-2d-coordinate-geometry {
background-image: url('https://ds055uzetaobb.cloudfront.net/chapter/bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1.png');
-webkit-background-size: 532px 532px;
-moz-background-size: 532px 532px;
background-size: 532px 532px;
}
}
@media screen and (-webkit-min-device-pixel-ratio: 2.0), screen and (min--moz-device-pixel-ratio: 2.0), screen and (-o-min-device-pixel-ratio: 200/100), screen and (min-device-pixel-ratio: 2.0), screen and (min-resolution: 2.0dppx) {
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-volume,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-trigonometric-inequalities,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-trigonometric-functions,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-trigonometric-equations,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-triangles-3,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-triangle-centers,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-topology,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-tangent-lines-to-circles,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-surface-area,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-sum-and-difference-trigonometric-formulas,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-solving-triangles,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-solid-geometry,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-similar-polygons,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-regular-polygons,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-quadrilaterals,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-pythagorean-identities,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-proving-trigonometric-identities,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-properties-of-triangles,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-properties-of-a-vector,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-polyhedra,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-isometries,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-inversion,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-inscribed-and-circumscribed-figures,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-graphs-of-trigonometric-functions,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-general-polygons,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-fundamental-identities,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-fun-geometry-quizzes,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-expansion-contraction,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-equation-of-a-line,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-dot-product-of-vectors,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-cross-product-of-vectors,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-conic-sections,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-congruent-and-similar-triangles,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-concurrency-and-collinearity,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-composite-figures,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-common-misconceptions-geometry,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-classification-of-triangles,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-circles-3,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-circle-properties,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-calculating-areas,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-area-of-triangles,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-applications-of-dot-product,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-applications-of-cross-product,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-angles-and-lines,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-3d-coordinate-geometry,
.bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1-2d-coordinate-geometry {
background-image: url('https://ds055uzetaobb.cloudfront.net/chapter/bk-5185d9964fa15ed1842168f00f42c8003ccc0bad-v1@2x.png');
-webkit-background-size: 532px 532px;
-moz-background-size: 532px 532px;
background-size: 532px 532px;
}
}