(sin theta - sqrt(1 + sin 2theta))/(cos theta - sqrt(1 + sin 2theta)) =
cotθ
tanθ
1
0
(sin theta - sqrt(1 + sin 2theta))/(cos theta - sqrt(1 + sin 2theta)) =
cotθ
tanθ
1
0
(sin theta - sqrt(1 + sin 2theta))/(cos theta - sqrt(1 + sin 2theta)) =
cotθ
tanθ
1
0
(sin theta - sqrt(1 + sin 2theta))/(cos theta - sqrt(1 + sin 2theta)) =
cotθ
tanθ
1
0
(sin theta - sqrt(1 + sin 2theta))/(cos theta - sqrt(1 + sin 2theta)) =
cotθ
tanθ
1
0
(sin theta - sqrt(1 + sin 2theta))/(cos theta - sqrt(1 + sin 2theta)) =
cotθ
tanθ
1
0
(sin theta - sqrt(1 + sin 2theta))/(cos theta - sqrt(1 + sin 2theta)) =
cotθ
tanθ
1
0
(sin theta - sqrt(1 + sin 2theta))/(cos theta - sqrt(1 + sin 2theta)) =
cotθ
tanθ
1
0
(sin theta - sqrt(1 + sin 2theta))/(cos theta - sqrt(1 + sin 2theta)) =
cotθ
tanθ
1
0
(sin theta - sqrt(1 + sin 2theta))/(cos theta - sqrt(1 + sin 2theta)) =
cotθ
tanθ
1
0
(sin theta - sqrt(1 + sin 2theta))/(cos theta - sqrt(1 + sin 2theta)) =
cotθ
tanθ
1
0
(sin theta - sqrt(1 + sin 2theta))/(cos theta - sqrt(1 + sin 2theta)) =
cotθ
tanθ
1
0
(sin theta - sqrt(1 + sin 2theta))/(cos theta - sqrt(1 + sin 2theta)) =
cotθ
tanθ
1
0
(sin theta - sqrt(1 + sin 2theta))/(cos theta - sqrt(1 + sin 2theta)) =
cotθ
tanθ
1
0
(sin theta - sqrt(1 + sin 2theta))/(cos theta - sqrt(1 + sin 2theta)) =
cotθ
tanθ
1
0
(sin theta - sqrt(1 + sin 2theta))/(cos theta - sqrt(1 + sin 2theta)) =
cotθ
tanθ
1
0
(sin theta - sqrt(1 + sin 2theta))/(cos theta - sqrt(1 + sin 2theta)) =
cotθ
tanθ
1
0
(sin theta - sqrt(1 + sin 2theta))/(cos theta - sqrt(1 + sin 2theta)) =
cotθ
tanθ
1
0
(sin theta - sqrt(1 + sin 2theta))/(cos theta - sqrt(1 + sin 2theta)) =
cotθ
tanθ
1
0
(sin theta - sqrt(1 + sin 2theta))/(cos theta - sqrt(1 + sin 2theta)) =
cotθ
tanθ
1
0
(sin theta - sqrt(1 + sin 2theta))/(cos theta - sqrt(1 + sin 2theta)) =
cotθ
tanθ
1
0
(sin theta - sqrt(1 + sin 2theta))/(cos theta - sqrt(1 + sin 2theta)) =
cotθ
tanθ
1
0
(sin theta - sqrt(1 + sin 2theta))/(cos theta - sqrt(1 + sin 2theta)) =
cotθ
tanθ
1
0
(sin theta - sqrt(1 + sin 2theta))/(cos theta - sqrt(1 + sin 2theta)) =
cotθ
tanθ
1
0
(sin theta - sqrt(1 + sin 2theta))/(cos theta - sqrt(1 + sin 2theta)) =
cotθ
tanθ
1
0
(sin theta - sqrt(1 + sin 2theta))/(cos theta - sqrt(1 + sin 2theta)) =
cotθ
tanθ
1
0
(sin theta - sqrt(1 + sin 2theta))/(cos theta - sqrt(1 + sin 2theta)) =
cotθ
tanθ
1
0
(sin theta - sqrt(1 + sin 2theta))/(cos theta - sqrt(1 + sin 2theta)) =
cotθ
tanθ
1
0
(sin theta - sqrt(1 + sin 2theta))/(cos theta - sqrt(1 + sin 2theta)) =
cotθ
tanθ
1
0
(sin theta - sqrt(1 + sin 2theta))/(cos theta - sqrt(1 + sin 2theta)) =
cotθ
tanθ
1
0
(sin theta - sqrt(1 + sin 2theta))/(cos theta - sqrt(1 + sin 2theta)) =
cotθ
tanθ
1
0
(sin theta - sqrt(1 + sin 2theta))/(cos theta - sqrt(1 + sin 2theta)) =
cotθ
tanθ
1
0
(sin theta - sqrt(1 + sin 2theta))/(cos theta - sqrt(1 + sin 2theta)) =
cotθ
tanθ
1
0
(sin theta - sqrt(1 + sin 2theta))/(cos theta - sqrt(1 + sin 2theta)) =
cotθ
tanθ
1
0
(sin theta - sqrt(1 + sin 2theta))/(cos theta - sqrt(1 + sin 2theta)) =
cotθ
tanθ
1
0
(sin theta - sqrt(1 + sin 2theta))/(cos theta - sqrt(1 + sin 2theta)) =
cotθ
tanθ
1
0
(sin theta - sqrt(1 + sin 2theta))/(cos theta - sqrt(1 + sin 2theta)) =
cotθ
tanθ
1
0
(sin theta - sqrt(1 + sin 2theta))/(cos theta - sqrt(1 + sin 2theta)) =
cotθ
tanθ
1
0
(sin theta - sqrt(1 + sin 2theta))/(cos theta - sqrt(1 + sin 2theta)) =
cotθ
tanθ
1
0
(sin theta - sqrt(1 + sin 2theta))/(cos theta - sqrt(1 + sin 2theta)) =
cotθ
tanθ
1
0
(sin theta - sqrt(1 + sin 2theta))/(cos theta - sqrt(1 + sin 2theta)) =
cotθ
tanθ
1
0
(sin theta - sqrt(1 + sin 2theta))/(cos theta - sqrt(1 + sin 2theta)) =
cotθ
tanθ
1
0
(sin theta - sqrt(1 + sin 2theta))/(cos theta - sqrt(1 + sin 2theta)) =
cotθ
tanθ
1
0
(sin theta - sqrt(1 + sin 2theta))/(cos theta - sqrt(1 + sin 2theta)) =
cotθ
tanθ
1
0
(sin theta - sqrt(1 + sin 2theta))/(cos theta - sqrt(1 + sin 2theta)) =
cotθ
tanθ
1
0
(sin theta - sqrt(1 + sin 2theta))/(cos theta - sqrt(1 + sin 2theta)) =
cotθ
tanθ
1
0
(sin theta - sqrt(1 + sin 2theta))/(cos theta - sqrt(1 + sin 2theta)) =
cotθ
tanθ
1
0
(sin theta - sqrt(1 + sin 2theta))/(cos theta - sqrt(1 + sin 2theta)) =
cotθ
tanθ
1
0
(sin theta - sqrt(1 + sin 2theta))/(cos theta - sqrt(1 + sin 2theta)) =
cotθ
tanθ
1
0
(sin theta - sqrt(1 + sin 2theta))/(cos theta - sqrt(1 + sin 2theta)) =
cotθ
tanθ
1
0