data:image/png;base64,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data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAOhUlEQVR4Xu3VwQkAAAjEMN1/abewn7jAQRC64wgQIECAAIF3gX1fNEiAAAECBAiMAHsCAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQ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of a rectanglearea of a circlecircumfrance of a circle

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