i i realu_div i realu_abs i i realu_add i i realu_mul i i realu_sub i i d_ b i NUMERAL i BIT1 u_0 i i d_ a i NUMERAL i BIT1 u_0 i i realu_mul i i realu_sub i i d_ c i NUMERAL i BIT0 i BIT1 u_0 i i d_ a i NUMERAL i BIT0 i BIT1 u_0 i i realu_sub i i d_ d i NUMERAL i BIT1 i BIT1 u_0 i i d_ a i NUMERAL i BIT1 i BIT1 u_0 i i realu_add i i realu_mul i i realu_sub i i d_ b i NUMERAL i BIT0 i BIT1 u_0 i i d_ a i NUMERAL i BIT0 i BIT1 u_0 i i realu_mul i i realu_sub i i d_ c i NUMERAL i BIT1 i BIT1 u_0 i i d_ a i NUMERAL i BIT1 i BIT1 u_0 i i realu_sub i i d_ d i NUMERAL i BIT1 u_0 i i d_ a i NUMERAL i BIT1 u_0 i i realu_sub i i realu_sub i i realu_sub i i realu_mul i i realu_sub i i d_ b i NUMERAL i BIT1 i BIT1 u_0 i i d_ a i NUMERAL i BIT1 i BIT1 u_0 i i realu_mul i i realu_sub i i d_ c i NUMERAL i BIT1 u_0 i i d_ a i NUMERAL i BIT1 u_0 i i realu_sub i i d_ d i NUMERAL i BIT0 i BIT1 u_0 i i d_ a i NUMERAL i BIT0 i BIT1 u_0 i i realu_mul i i realu_sub i i d_ b i NUMERAL i BIT1 u_0 i i d_ a i NUMERAL i BIT1 u_0 i i realu_mul i i realu_sub i i d_ c i NUMERAL i BIT1 i BIT1 u_0 i i d_ a i NUMERAL i BIT1 i BIT1 u_0 i i realu_sub i i d_ d i NUMERAL i BIT0 i BIT1 u_0 i i d_ a i NUMERAL i BIT0 i BIT1 u_0 i i realu_mul i i realu_sub i i d_ b i NUMERAL i BIT0 i BIT1 u_0 i i d_ a i NUMERAL i BIT0 i BIT1 u_0 i i realu_mul i i realu_sub i i d_ c i NUMERAL i BIT1 u_0 i i d_ a i NUMERAL i BIT1 u_0 i i realu_sub i i d_ d i NUMERAL i BIT1 i BIT1 u_0 i i d_ a i NUMERAL i BIT1 i BIT1 u_0 i i realu_mul i i realu_sub i i d_ b i NUMERAL i BIT1 i BIT1 u_0 i i d_ a i NUMERAL i BIT1 i BIT1 u_0 i i realu_mul i i realu_sub i i d_ c i NUMERAL i BIT0 i BIT1 u_0 i i d_ a i NUMERAL i BIT0 i BIT1 u_0 i i realu_sub i i d_ d i NUMERAL i BIT1 u_0 i i d_ a i NUMERAL i BIT1 u_0 i realu_ofu_num i NUMERAL i BIT0 i BIT1 i BIT1 u_0 i measure i i hull convex i i INSERT a i i INSERT b i i INSERT c i i INSERT d EMPTY i i realu_add i i realu_mul i i d_ i i d_ A i NUMERAL i BIT1 u_0 i NUMERAL i BIT1 u_0 i i realu_mul i i d_ i i d_ A i NUMERAL i BIT0 i BIT1 u_0 i NUMERAL i BIT0 i BIT1 u_0 i i d_ i i d_ A i NUMERAL i BIT1 i BIT1 u_0 i NUMERAL i BIT1 i BIT1 u_0 i i realu_add i i realu_mul i i d_ i i d_ A i NUMERAL i BIT1 u_0 i NUMERAL i BIT0 i BIT1 u_0 i i realu_mul i i d_ i i d_ A i NUMERAL i BIT0 i BIT1 u_0 i NUMERAL i BIT1 i BIT1 u_0 i i d_ i i d_ A i NUMERAL i BIT1 i BIT1 u_0 i NUMERAL i BIT1 u_0 i i realu_sub i i realu_sub i i realu_sub i i realu_mul i i d_ i i d_ A i NUMERAL i BIT1 u_0 i NUMERAL i BIT1 i BIT1 u_0 i i realu_mul i i d_ i i d_ A i NUMERAL i BIT0 i BIT1 u_0 i NUMERAL i BIT1 u_0 i i d_ i i d_ A i NUMERAL i BIT1 i BIT1 u_0 i NUMERAL i BIT0 i BIT1 u_0 i i realu_mul i i d_ i i d_ A i NUMERAL i BIT1 u_0 i NUMERAL i BIT1 u_0 i i realu_mul i i d_ i i d_ A i NUMERAL i BIT0 i BIT1 u_0 i NUMERAL i BIT1 i BIT1 u_0 i i d_ i i d_ A i NUMERAL i BIT1 i BIT1 u_0 i NUMERAL i BIT0 i BIT1 u_0 i i realu_mul i i d_ i i d_ A i NUMERAL i BIT1 u_0 i NUMERAL i BIT0 i BIT1 u_0 i i realu_mul i i d_ i i d_ A i NUMERAL i BIT0 i BIT1 u_0 i NUMERAL i BIT1 u_0 i i d_ i i d_ A i NUMERAL i BIT1 i BIT1 u_0 i NUMERAL i BIT1 i BIT1 u_0 i i realu_mul i i d_ i i d_ A i NUMERAL i BIT1 u_0 i NUMERAL i BIT1 i BIT1 u_0 i i realu_mul i i d_ i i d_ A i NUMERAL i BIT0 i BIT1 u_0 i NUMERAL i BIT0 i BIT1 u_0 i i d_ i i d_ A i NUMERAL i BIT1 i BIT1 u_0 i NUMERAL i BIT1 u_0 i det A i i s_b_ i i a_ i i realu_add i i realu_pow i i d_ i i d_ A i NUMERAL i BIT1 u_0 i NUMERAL i BIT1 u_0 i NUMERAL i BIT0 i BIT1 u_0 i i realu_pow i i d_ i i d_ A i NUMERAL i BIT0 i BIT1 u_0 i NUMERAL i BIT1 u_0 i NUMERAL i BIT0 i BIT1 u_0 i realu_ofu_num i NUMERAL i BIT1 u_0 i i b_s_ i i s_b_ i i a_ i i d_ i i d_ A i NUMERAL i BIT1 u_0 i NUMERAL i BIT1 u_0 i i d_ i i d_ A i NUMERAL i BIT0 i BIT1 u_0 i NUMERAL i BIT0 i BIT1 u_0 i i a_ i i d_ i i d_ A i NUMERAL i BIT1 u_0 i NUMERAL i BIT0 i BIT1 u_0 i realu_neg i i d_ i i d_ A i NUMERAL i BIT0 i BIT1 u_0 i NUMERAL i BIT1 u_0 i i s_b_ i i a_ i i d_ i i d_ A i NUMERAL i BIT1 u_0 i NUMERAL i BIT1 u_0 i realu_neg i i d_ i i d_ A i NUMERAL i BIT0 i BIT1 u_0 i NUMERAL i BIT0 i BIT1 u_0 i i a_ i i d_ i i d_ A i NUMERAL i BIT1 u_0 i NUMERAL i BIT0 i BIT1 u_0 i i d_ i i d_ A i NUMERAL i BIT0 i BIT1 u_0 i NUMERAL i BIT1 u_0 i orthogonalu_matrix A i i s_b_ i i a_ i i realu_add i i realu_pow i i d_ i i d_ A i NUMERAL i BIT1 u_0 i NUMERAL i BIT1 u_0 i NUMERAL i BIT0 i BIT1 u_0 i i realu_pow i i d_ i i d_ A i NUMERAL i BIT0 i BIT1 u_0 i NUMERAL i BIT1 u_0 i NUMERAL i BIT0 i BIT1 u_0 i realu_ofu_num i NUMERAL i BIT1 u_0 i i s_b_ i i a_ i i realu_add i i realu_pow i i d_ i i d_ A i NUMERAL i BIT1 u_0 i NUMERAL i BIT0 i BIT1 u_0 i NUMERAL i BIT0 i BIT1 u_0 i i realu_pow i i d_ i i d_ A i NUMERAL i BIT0 i BIT1 u_0 i NUMERAL i BIT0 i BIT1 u_0 i NUMERAL i BIT0 i BIT1 u_0 i realu_ofu_num i NUMERAL i BIT1 u_0 i i a_ i i realu_add i i realu_mul i i d_ i i d_ A i NUMERAL i BIT1 u_0 i NUMERAL i BIT1 u_0 i i d_ i i d_ A i NUMERAL i BIT1 u_0 i NUMERAL i BIT0 i BIT1 u_0 i i realu_mul i i d_ i i d_ A i NUMERAL i BIT0 i BIT1 u_0 i NUMERAL i BIT1 u_0 i i d_ i i d_ A i NUMERAL i BIT0 i BIT1 u_0 i NUMERAL i BIT0 i BIT1 u_0 i realu_ofu_num i NUMERAL u_0 i orthogonalu_matrix A i vector i i CONS i i realu_sub i i realu_mul i i d_ a i NUMERAL i BIT0 i BIT1 u_0 i i d_ b i NUMERAL i BIT1 i BIT1 u_0 i i realu_mul i i d_ a i NUMERAL i BIT1 i BIT1 u_0 i i d_ b i NUMERAL i BIT0 i BIT1 u_0 i i CONS i i realu_sub i i realu_mul i i d_ a i NUMERAL i BIT1 i BIT1 u_0 i i d_ b i NUMERAL i BIT1 u_0 i i realu_mul i i d_ a i NUMERAL i BIT1 u_0 i i d_ b i NUMERAL i BIT1 i BIT1 u_0 i i CONS i i realu_sub i i realu_mul i i d_ a i NUMERAL i BIT1 u_0 i i d_ b i NUMERAL i BIT0 i BIT1 u_0 i i realu_mul i i d_ a i NUMERAL i BIT0 i BIT1 u_0 i i d_ b i NUMERAL i BIT1 u_0 NIL i i cross a b i i i COND i i s_b_ i i realu_lt i i d_ a i NUMERAL i BIT1 u_0 i i d_ b i NUMERAL i BIT1 u_0 i i s_b_ i i realu_lt i i d_ a i NUMERAL i BIT0 i BIT1 u_0 i i d_ b i NUMERAL i BIT0 i BIT1 u_0 i i realu_lt i i d_ a i NUMERAL i BIT1 i BIT1 u_0 i i d_ b i NUMERAL i BIT1 i BIT1 u_0 i i realu_mul i i realu_sub i i d_ b i NUMERAL i BIT1 u_0 i i d_ a i NUMERAL i BIT1 u_0 i i realu_mul i i realu_sub i i d_ b i NUMERAL i BIT0 i BIT1 u_0 i i d_ a i NUMERAL i BIT0 i BIT1 u_0 i i realu_sub i i d_ b i NUMERAL i BIT1 i BIT1 u_0 i i d_ a i NUMERAL i BIT1 i BIT1 u_0 i realu_ofu_num i NUMERAL u_0 i measure i openu_interval i i c_ a b i i i COND i i s_b_ i i realu_lt i i d_ a i NUMERAL i BIT1 u_0 i i d_ b i NUMERAL i BIT1 u_0 i i s_b_ i i realu_lt i i d_ a i NUMERAL i BIT0 i BIT1 u_0 i i d_ b i NUMERAL i BIT0 i BIT1 u_0 i i realu_lt i i d_ a i NUMERAL i BIT1 i BIT1 u_0 i i d_ b i NUMERAL i BIT1 i BIT1 u_0 i i realu_mul i i realu_sub i i d_ b i NUMERAL i BIT1 u_0 i i d_ a i NUMERAL i BIT1 u_0 i i realu_mul i i realu_sub i i d_ b i NUMERAL i BIT0 i BIT1 u_0 i i d_ a i NUMERAL i BIT0 i BIT1 u_0 i i realu_sub i i d_ b i NUMERAL i BIT1 i BIT1 u_0 i i d_ a i NUMERAL i BIT1 i BIT1 u_0 i realu_ofu_num i NUMERAL u_0 i measure i closedu_interval i i CONS i i c_ a b NIL i i i COND i i s_b_ i i realu_lt i i d_ a i NUMERAL i BIT1 u_0 i i d_ b i NUMERAL i BIT1 u_0 i i s_b_ i i realu_lt i i d_ a i NUMERAL i BIT0 i BIT1 u_0 i i d_ b i NUMERAL i BIT0 i BIT1 u_0 i i realu_lt i i d_ a i NUMERAL i BIT1 i BIT1 u_0 i i d_ b i NUMERAL i BIT1 i BIT1 u_0 i i realu_mul i i realu_sub i i d_ b i NUMERAL i BIT1 i BIT1 u_0 i i d_ a i NUMERAL i BIT1 i BIT1 u_0 i i realu_mul i i realu_sub i i d_ b i NUMERAL i BIT0 i BIT1 u_0 i i d_ a i NUMERAL i BIT0 i BIT1 u_0 i i realu_sub i i d_ b i NUMERAL i BIT1 u_0 i i d_ a i NUMERAL i BIT1 u_0 i realu_ofu_num i NUMERAL u_0 i i volu_rect a b i i i COND i i s_b_ i i realu_le i i d_ a i NUMERAL i BIT1 u_0 i i d_ b i NUMERAL i BIT1 u_0 i i s_b_ i i realu_le i i d_ a i NUMERAL i BIT0 i BIT1 u_0 i i d_ b i NUMERAL i BIT0 i BIT1 u_0 i i realu_le i i d_ a i NUMERAL i BIT1 i BIT1 u_0 i i d_ b i NUMERAL i BIT1 i BIT1 u_0 i i realu_mul i i realu_sub i i d_ b i NUMERAL i BIT1 u_0 i i d_ a i NUMERAL i BIT1 u_0 i i realu_mul i i realu_sub i i d_ b i NUMERAL i BIT0 i BIT1 u_0 i i d_ a i NUMERAL i BIT0 i BIT1 u_0 i i realu_sub i i d_ b i NUMERAL i BIT1 i BIT1 u_0 i i d_ a i NUMERAL i BIT1 i BIT1 u_0 i realu_ofu_num i NUMERAL u_0 i measure i openu_interval i i c_ a b i i i COND i i s_b_ i i realu_le i i d_ a i NUMERAL i BIT1 u_0 i i d_ b i NUMERAL i BIT1 u_0 i i s_b_ i i realu_le i i d_ a i NUMERAL i BIT0 i BIT1 u_0 i i d_ b i NUMERAL i BIT0 i BIT1 u_0 i i realu_le i i d_ a i NUMERAL i BIT1 i BIT1 u_0 i i d_ b i NUMERAL i BIT1 i BIT1 u_0 i i realu_mul i i realu_sub i i d_ b i NUMERAL i BIT1 u_0 i i d_ a i NUMERAL i BIT1 u_0 i i realu_mul i i realu_sub i i d_ b i NUMERAL i BIT0 i BIT1 u_0 i i d_ a i NUMERAL i BIT0 i BIT1 u_0 i i realu_sub i i d_ b i NUMERAL i BIT1 i BIT1 u_0 i i d_ a i NUMERAL i BIT1 i BIT1 u_0 i realu_ofu_num i NUMERAL u_0 i measure i closedu_interval i i CONS i i c_ a b NIL i i s_b_ i i a_ i i realu_add i i realu_pow i i d_ i i d_ A i NUMERAL i BIT1 u_0 i NUMERAL i BIT1 u_0 i NUMERAL i BIT0 i BIT1 u_0 i i realu_pow i i d_ i i d_ A i NUMERAL i BIT0 i BIT1 u_0 i NUMERAL i BIT1 u_0 i NUMERAL i BIT0 i BIT1 u_0 i realu_ofu_num i NUMERAL i BIT1 u_0 i i s_b_ i i a_ i i d_ i i d_ A i NUMERAL i BIT1 u_0 i NUMERAL i BIT1 u_0 i i d_ i i d_ A i NUMERAL i BIT0 i BIT1 u_0 i NUMERAL i BIT0 i BIT1 u_0 i i a_ i i d_ i i d_ A i NUMERAL i BIT1 u_0 i NUMERAL i BIT0 i BIT1 u_0 i realu_neg i i d_ i i d_ A i NUMERAL i BIT0 i BIT1 u_0 i NUMERAL i BIT1 u_0 i rotationu_matrix A i i s_b_ i i realu_le i realu_abs i i d_ x i NUMERAL i BIT1 u_0 i realu_ofu_num i NUMERAL i BIT1 u_0 i i s_b_ i i realu_le i realu_abs i i d_ x i NUMERAL i BIT0 i BIT1 u_0 i realu_ofu_num i NUMERAL i BIT1 u_0 i i b_s_ i i a_ i i d_ x i NUMERAL i BIT1 u_0 i realu_neg i realu_ofu_num i NUMERAL i BIT1 u_0 i i b_s_ i i a_ i i d_ x i NUMERAL i BIT1 u_0 i realu_ofu_num i NUMERAL i BIT1 u_0 i i b_s_ i i a_ i i d_ x i NUMERAL i BIT0 i BIT1 u_0 i realu_neg i realu_ofu_num i NUMERAL i BIT1 u_0 i i a_ i i d_ x i NUMERAL i BIT0 i BIT1 u_0 i realu_ofu_num i NUMERAL i BIT1 u_0 i i a_ i infnorm x i realu_ofu_num i NUMERAL i BIT1 u_0 i i realu_add i i realu_mul x1 i i realu_mul x4 i i realu_add i realu_neg x1 i i realu_add x2 i i realu_add i i realu_sub x3 x4 i i realu_add x5 x6 i i realu_add i i realu_mul x2 i i realu_mul x5 i i realu_add i i realu_sub x1 x2 i i realu_add x3 i i realu_add i i realu_sub x4 x5 x6 i i realu_sub i i realu_sub i i realu_sub i i realu_sub i i realu_mul x3 i i realu_mul x6 i i realu_add x1 i i realu_add i i realu_sub x2 x3 i i realu_add x4 i i realu_sub x5 x6 i i realu_mul x2 i i realu_mul x3 x4 i i realu_mul x1 i i realu_mul x3 x5 i i realu_mul x1 i i realu_mul x2 x6 i i realu_mul x4 i i realu_mul x5 x6 i i i i i i deltau_x x1 x2 x3 x4 x5 x6 i i i COND i i a_ i Im z i realu_ofu_num i NUMERAL u_0 i i i COND i i realu_le i realu_ofu_num i NUMERAL u_0 i Re z i complex i i c_ i sqrt i Re z i realu_ofu_num i NUMERAL u_0 i complex i i c_ i realu_ofu_num i NUMERAL u_0 i sqrt i realu_neg i Re z i complex i i c_ i sqrt i i realu_div i i realu_add i vectoru_norm z i Re z i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i i realu_mul i i realu_div i Im z i realu_abs i Im z i sqrt i i realu_div i i realu_sub i vectoru_norm z i Re z i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i csqrt z i i realu_div i sqrt i i i i i i deltau_x i i realu_pow i distance i i c_ x1 x2 i NUMERAL i BIT0 i BIT1 u_0 i i realu_pow i distance i i c_ x1 x3 i NUMERAL i BIT0 i BIT1 u_0 i i realu_pow i distance i i c_ x1 x4 i NUMERAL i BIT0 i BIT1 u_0 i i realu_pow i distance i i c_ x3 x4 i NUMERAL i BIT0 i BIT1 u_0 i i realu_pow i distance i i c_ x2 x4 i NUMERAL i BIT0 i BIT1 u_0 i i realu_pow i distance i i c_ x2 x3 i NUMERAL i BIT0 i BIT1 u_0 i realu_ofu_num i NUMERAL i BIT0 i BIT0 i BIT1 i BIT1 u_0 i measure i i hull convex i i INSERT x1 i i INSERT x2 i i INSERT x3 i i INSERT x4 EMPTY i i s_b_ i i differentiable f i at z i i s_b_ i i a_ i i d_ i i d_ i i jacobian f i at z i NUMERAL i BIT1 u_0 i NUMERAL i BIT1 u_0 i i d_ i i d_ i i jacobian f i at z i NUMERAL i BIT0 i BIT1 u_0 i NUMERAL i BIT0 i BIT1 u_0 i i a_ i i d_ i i d_ i i jacobian f i at z i NUMERAL i BIT1 u_0 i NUMERAL i BIT0 i BIT1 u_0 i realu_neg i i d_ i i d_ i i jacobian f i at z i NUMERAL i BIT0 i BIT1 u_0 i NUMERAL i BIT1 u_0 i i complexu_differentiable f i at z i i s_b_ i i a_ i i dot e1 e1 i realu_ofu_num i NUMERAL i BIT1 u_0 i i s_b_ i i a_ i i dot e2 e2 i realu_ofu_num i NUMERAL i BIT1 u_0 i i s_b_ i i a_ i i dot e3 e3 i realu_ofu_num i NUMERAL i BIT1 u_0 i i s_b_ i i a_ i i dot e1 e2 i realu_ofu_num i NUMERAL u_0 i i s_b_ i i a_ i i dot e1 e3 i realu_ofu_num i NUMERAL u_0 i i s_b_ i i a_ i i dot e2 e3 i realu_ofu_num i NUMERAL u_0 i i realu_lt i realu_ofu_num i NUMERAL u_0 i i dot i i cross e1 e2 e3 i i i orthonormal e1 e2 e3 i i realu_add i i realu_mul i det i vector i i CONS y1 i i CONS x2 i i CONS x3 NIL i det i vector i i CONS x1 i i CONS y2 i i CONS y3 NIL i i realu_add i i realu_mul i det i vector i i CONS y2 i i CONS x2 i i CONS x3 NIL i det i vector i i CONS y1 i i CONS x1 i i CONS y3 NIL i i realu_mul i det i vector i i CONS y3 i i CONS x2 i i CONS x3 NIL i det i vector i i CONS y1 i i CONS y2 i i CONS x1 NIL i i realu_mul i det i vector i i CONS x1 i i CONS x2 i i CONS x3 NIL i det i vector i i CONS y1 i i CONS y2 i i CONS y3 NIL i i realu_div i realu_abs i i realu_sub i i realu_mul i i realu_sub i i d_ b i NUMERAL i BIT1 u_0 i i d_ a i NUMERAL i BIT1 u_0 i i realu_sub i i d_ c i NUMERAL i BIT0 i BIT1 u_0 i i d_ a i NUMERAL i BIT0 i BIT1 u_0 i i realu_mul i i realu_sub i i d_ b i NUMERAL i BIT0 i BIT1 u_0 i i d_ a i NUMERAL i BIT0 i BIT1 u_0 i i realu_sub i i d_ c i NUMERAL i BIT1 u_0 i i d_ a i NUMERAL i BIT1 u_0 i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i measure i i hull convex i i INSERT a i i INSERT b i i INSERT c EMPTY i i i COND i i s_b_ i i realu_lt i i d_ a i NUMERAL i BIT1 u_0 i i d_ b i NUMERAL i BIT1 u_0 i i realu_lt i i d_ a i NUMERAL i BIT0 i BIT1 u_0 i i d_ b i NUMERAL i BIT0 i BIT1 u_0 i i realu_mul i i realu_sub i i d_ b i NUMERAL i BIT1 u_0 i i d_ a i NUMERAL i BIT1 u_0 i i realu_sub i i d_ b i NUMERAL i BIT0 i BIT1 u_0 i i d_ a i NUMERAL i BIT0 i BIT1 u_0 i realu_ofu_num i NUMERAL u_0 i measure i openu_interval i i c_ a b i i i COND i i s_b_ i i realu_lt i i d_ a i NUMERAL i BIT1 u_0 i i d_ b i NUMERAL i BIT1 u_0 i i realu_lt i i d_ a i NUMERAL i BIT0 i BIT1 u_0 i i d_ b i NUMERAL i BIT0 i BIT1 u_0 i i realu_mul i i realu_sub i i d_ b i NUMERAL i BIT1 u_0 i i d_ a i NUMERAL i BIT1 u_0 i i realu_sub i i d_ b i NUMERAL i BIT0 i BIT1 u_0 i i d_ a i NUMERAL i BIT0 i BIT1 u_0 i realu_ofu_num i NUMERAL u_0 i measure i closedu_interval i i CONS i i c_ a b NIL i i i COND i i s_b_ i i realu_le i i d_ a i NUMERAL i BIT1 u_0 i i d_ b i NUMERAL i BIT1 u_0 i i realu_le i i d_ a i NUMERAL i BIT0 i BIT1 u_0 i i d_ b i NUMERAL i BIT0 i BIT1 u_0 i i realu_mul i i realu_sub i i d_ b i NUMERAL i BIT1 u_0 i i d_ a i NUMERAL i BIT1 u_0 i i realu_sub i i d_ b i NUMERAL i BIT0 i BIT1 u_0 i i d_ a i NUMERAL i BIT0 i BIT1 u_0 i realu_ofu_num i NUMERAL u_0 i measure i openu_interval i i c_ a b i i i COND i i s_b_ i i realu_le i i d_ a i NUMERAL i BIT1 u_0 i i d_ b i NUMERAL i BIT1 u_0 i i realu_le i i d_ a i NUMERAL i BIT0 i BIT1 u_0 i i d_ b i NUMERAL i BIT0 i BIT1 u_0 i i realu_mul i i realu_sub i i d_ b i NUMERAL i BIT1 u_0 i i d_ a i NUMERAL i BIT1 u_0 i i realu_sub i i d_ b i NUMERAL i BIT0 i BIT1 u_0 i i d_ a i NUMERAL i BIT0 i BIT1 u_0 i realu_ofu_num i NUMERAL u_0 i measure i closedu_interval i i CONS i i c_ a b NIL i i a_ i i realu_mul i i realu_sub i i d_ z i NUMERAL i BIT1 u_0 i i d_ x i NUMERAL i BIT1 u_0 i i realu_sub i i d_ y i NUMERAL i BIT0 i BIT1 u_0 i i d_ x i NUMERAL i BIT0 i BIT1 u_0 i i realu_mul i i realu_sub i i d_ y i NUMERAL i BIT1 u_0 i i d_ x i NUMERAL i BIT1 u_0 i i realu_sub i i d_ z i NUMERAL i BIT0 i BIT1 u_0 i i d_ x i NUMERAL i BIT0 i BIT1 u_0 i collinear i i INSERT x i i INSERT y i i INSERT z EMPTY i i realu_sub i i realu_mul i i d_ i i d_ A i NUMERAL i BIT1 u_0 i NUMERAL i BIT1 u_0 i i d_ i i d_ A i NUMERAL i BIT0 i BIT1 u_0 i NUMERAL i BIT0 i BIT1 u_0 i i realu_mul i i d_ i i d_ A i NUMERAL i BIT1 u_0 i NUMERAL i BIT0 i BIT1 u_0 i i d_ i i d_ A i NUMERAL i BIT0 i BIT1 u_0 i NUMERAL i BIT1 u_0 i det A i i realu_sub i i realu_add i i realu_pow i distance i i c_ A B i NUMERAL i BIT0 i BIT1 u_0 i i realu_pow i distance i i c_ A C i NUMERAL i BIT0 i BIT1 u_0 i i realu_mul i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i i realu_mul i distance i i c_ A B i i realu_mul i distance i i c_ A C i cos i angle i i c_ B i i c_ A C i i realu_pow i distance i i c_ B C i NUMERAL i BIT0 i BIT1 u_0 i vector i i CONS i i realu_mul i i d_ t i NUMERAL i BIT1 u_0 i i d_ u i NUMERAL i BIT1 u_0 i i CONS i i realu_mul i i d_ t i NUMERAL i BIT0 i BIT1 u_0 i i d_ u i NUMERAL i BIT0 i BIT1 u_0 i i CONS i i realu_mul i i d_ t i NUMERAL i BIT1 i BIT1 u_0 i i d_ u i NUMERAL i BIT1 i BIT1 u_0 NIL i i scale t u i vector i i CONS i i realu_sub i i realu_mul i i d_ x i NUMERAL i BIT1 u_0 i cos t i i realu_mul i i d_ x i NUMERAL i BIT0 i BIT1 u_0 i sin t i i CONS i i realu_add i i realu_mul i i d_ x i NUMERAL i BIT1 u_0 i sin t i i realu_mul i i d_ x i NUMERAL i BIT0 i BIT1 u_0 i cos t NIL i i rotate2d t x i i i COND i i b_s_ i i a_ a b i i a_ c b i realu_ofu_num i NUMERAL i BIT1 u_0 i sqrt i i realu_sub i realu_ofu_num i NUMERAL i BIT1 u_0 i i realu_pow i i realu_div i i dot i i vectoru_sub a b i i vectoru_sub c b i i realu_mul i vectoru_norm i i vectoru_sub a b i vectoru_norm i i vectoru_sub c b i NUMERAL i BIT0 i BIT1 u_0 i sin i angle i i c_ a i i c_ b c i complex i i c_ i i realu_div i Re z i i realu_add i i realu_pow i Re z i NUMERAL i BIT0 i BIT1 u_0 i i realu_pow i Im z i NUMERAL i BIT0 i BIT1 u_0 i i realu_div i realu_neg i Im z i i realu_add i i realu_pow i Re z i NUMERAL i BIT0 i BIT1 u_0 i i realu_pow i Im z i NUMERAL i BIT0 i BIT1 u_0 i complexu_inv z i i realu_add i i realu_mul i i d_ x i NUMERAL i BIT1 u_0 i i d_ y i NUMERAL i BIT1 u_0 i i realu_add i i realu_mul i i d_ x i NUMERAL i BIT0 i BIT1 u_0 i i d_ y i NUMERAL i BIT0 i BIT1 u_0 i i realu_mul i i d_ x i NUMERAL i BIT1 i BIT1 u_0 i i d_ y i NUMERAL i BIT1 i BIT1 u_0 i i dot x y i i s_b_ i w_ i i a_ A B i i s_b_ i w_ i i a_ C B i i b_s_ i i a_ i distance i i c_ A B i i realu_add i distance i i c_ A C i distance i i c_ C B i i a_ i distance i i c_ B C i i realu_add i distance i i c_ A C i distance i i c_ A B i i a_ i angle i i c_ A i i c_ B C i realu_ofu_num i NUMERAL u_0 i i i COND i i b_s_ i i a_ a b i i a_ c b i realu_ofu_num i NUMERAL i BIT1 u_0 i i realu_sub i realu_ofu_num i NUMERAL i BIT1 u_0 i i realu_pow i i realu_div i i dot i i vectoru_sub a b i i vectoru_sub c b i i realu_mul i vectoru_norm i i vectoru_sub a b i vectoru_norm i i vectoru_sub c b i NUMERAL i BIT0 i BIT1 u_0 i i realu_pow i sin i angle i i c_ a i i c_ b c i NUMERAL i BIT0 i BIT1 u_0 i i i COND i i b_s_ i i a_ x i vec i NUMERAL u_0 i i a_ y i vec i NUMERAL u_0 i realu_ofu_num i NUMERAL i BIT1 u_0 i sqrt i i realu_sub i realu_ofu_num i NUMERAL i BIT1 u_0 i i realu_pow i i realu_div i i dot x y i i realu_mul i vectoru_norm x i vectoru_norm y i NUMERAL i BIT0 i BIT1 u_0 i sin i i vectoru_angle x y i i i COND i i a_ k i i p_ n i NUMERAL i BIT1 u_0 i realu_ofu_num i NUMERAL i BIT1 u_0 i i realu_mul i i realu_div i i realu_add i realu_ofu_num n i realu_ofu_num i NUMERAL i BIT1 u_0 i i realu_add i realu_ofu_num n i i realu_sub i realu_ofu_num i NUMERAL i BIT1 u_0 i realu_ofu_num k i realu_ofu_num i binom i i c_ n k i realu_ofu_num i binom i i c_ i i p_ n i NUMERAL i BIT1 u_0 k i i i COND i i b_s_ i i a_ x i vec i NUMERAL u_0 i i a_ y i vec i NUMERAL u_0 i realu_ofu_num i NUMERAL i BIT1 u_0 i i realu_sub i realu_ofu_num i NUMERAL i BIT1 u_0 i i realu_pow i i realu_div i i dot x y i i realu_mul i vectoru_norm x i vectoru_norm y i NUMERAL i BIT0 i BIT1 u_0 i i realu_pow i sin i i vectoru_angle x y i NUMERAL i BIT0 i BIT1 u_0 i i b_s_ i i a_ x i realu_ofu_num i NUMERAL u_0 i i b_s_ i i a_ y i realu_ofu_num i NUMERAL u_0 i i b_s_ i i s_b_ i i realu_lt i realu_ofu_num i NUMERAL u_0 x i i realu_lt i realu_ofu_num i NUMERAL u_0 y i i s_b_ i i realu_lt x i realu_ofu_num i NUMERAL u_0 i i realu_lt y i realu_ofu_num i NUMERAL u_0 i i realu_le i realu_ofu_num i NUMERAL u_0 i i realu_mul x y i i b_s_ i i a_ x i intu_ofu_num i NUMERAL u_0 i i b_s_ i i a_ y i intu_ofu_num i NUMERAL u_0 i i b_s_ i i s_b_ i i intu_lt i intu_ofu_num i NUMERAL u_0 x i i intu_lt i intu_ofu_num i NUMERAL u_0 y i i s_b_ i i intu_lt x i intu_ofu_num i NUMERAL u_0 i i intu_lt y i intu_ofu_num i NUMERAL u_0 i i intu_le i intu_ofu_num i NUMERAL u_0 i i intu_mul x y i i realu_mul i i i i azim v0 v1 v2 v3 i i realu_mul i i realu_pow h i NUMERAL i BIT1 i BIT1 u_0 i i realu_div i i realu_sub i i realu_div i realu_ofu_num i NUMERAL i BIT1 u_0 i i realu_mul a a i realu_ofu_num i NUMERAL i BIT1 u_0 i realu_ofu_num i NUMERAL i BIT0 i BIT1 i BIT1 u_0 i i i i i i volu_frusttu_wedge v0 v1 v2 v3 h a i i realu_div i i realu_sub i i realu_add i i realu_pow i vectoru_norm x i NUMERAL i BIT0 i BIT1 u_0 i i realu_pow i vectoru_norm y i NUMERAL i BIT0 i BIT1 u_0 i i realu_pow i vectoru_norm i i vectoru_sub x y i NUMERAL i BIT0 i BIT1 u_0 i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i i dot x y i i realu_div i i realu_sub i i realu_sub i i realu_pow i vectoru_norm i i vectoru_add x y i NUMERAL i BIT0 i BIT1 u_0 i i realu_pow i vectoru_norm x i NUMERAL i BIT0 i BIT1 u_0 i i realu_pow i vectoru_norm y i NUMERAL i BIT0 i BIT1 u_0 i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i i dot x y i i realu_add i i realu_mul i det i vector i i CONS y1 i i CONS x2 NIL i det i vector i i CONS x1 i i CONS y2 NIL i i realu_mul i det i vector i i CONS y2 i i CONS x2 NIL i det i vector i i CONS y1 i i CONS x1 NIL i i realu_mul i det i vector i i CONS x1 i i CONS x2 NIL i det i vector i i CONS y1 i i CONS y2 NIL i i INTER i i hull affine i i INSERT a i i INSERT b EMPTY i ball i i c_ i i r_ i realu_inv i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i i vectoru_add a b i i realu_div i vectoru_norm i i vectoru_sub b a i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i openu_segment i i c_ a b i i INTER i i hull affine i i INSERT a i i INSERT b EMPTY i cball i i c_ i i r_ i realu_inv i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i i vectoru_add a b i i realu_div i vectoru_norm i i vectoru_sub b a i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i closedu_segment i i CONS i i c_ a b NIL i i complexu_mul i Cx i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i i complexu_mul i csin i i complexu_div i i vectoru_sub w z i Cx i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i ccos i i complexu_div i i vectoru_add w z i Cx i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i i vectoru_sub i csin w i csin z i i complexu_mul i Cx i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i i complexu_mul i csin i i complexu_div i i vectoru_add w z i Cx i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i ccos i i complexu_div i i vectoru_sub w z i Cx i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i i vectoru_add i csin w i csin z i i complexu_mul i Cx i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i i complexu_mul i csin i i complexu_div i i vectoru_add w z i Cx i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i csin i i complexu_div i i vectoru_sub z w i Cx i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i i vectoru_sub i ccos w i ccos z i i complexu_mul i Cx i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i i complexu_mul i ccos i i complexu_div i i vectoru_add w z i Cx i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i ccos i i complexu_div i i vectoru_sub w z i Cx i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i i vectoru_add i ccos w i ccos z i i DIFF i i hull convex i i INSERT a i i INSERT b i i INSERT c EMPTY i i UNION i closedu_segment i i CONS i i c_ a b NIL i i UNION i closedu_segment i i CONS i i c_ b c NIL i closedu_segment i i CONS i i c_ c a NIL i interior i i hull convex i i INSERT a i i INSERT b i i INSERT c EMPTY i i complexu_mul i i complexu_div ii i Cx i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i clog i i complexu_div i i vectoru_sub i Cx i realu_ofu_num i NUMERAL i BIT1 u_0 i i complexu_mul ii z i i vectoru_add i Cx i realu_ofu_num i NUMERAL i BIT1 u_0 i i complexu_mul ii z i catn z i i i COND i i b_s_ i i a_ x i vec i NUMERAL u_0 i i a_ y i vec i NUMERAL u_0 i i realu_div pi i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i acs i i realu_div i i dot x y i i realu_mul i vectoru_norm x i vectoru_norm y i i vectoru_angle x y i i b_s_ i i a_ i angle i i c_ A i i c_ B C i angle i i c_ Ai_ i i c_ Bi_ Ci_ i i a_ i angle i i c_ A i i c_ B C i i realu_sub pi i angle i i c_ Ai_ i i c_ Bi_ Ci_ i i a_ i sin i angle i i c_ A i i c_ B C i sin i angle i i c_ Ai_ i i c_ Bi_ Ci_ i i i COND i i b_s_ i i a_ a b i i a_ c b i realu_ofu_num i NUMERAL u_0 i i realu_div i i dot i i vectoru_sub a b i i vectoru_sub c b i i realu_mul i vectoru_norm i i vectoru_sub a b i vectoru_norm i i vectoru_sub c b i cos i angle i i c_ a i i c_ b c i i realu_mul i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i i realu_mul i sin i i realu_div i i realu_add x y i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i cos i i realu_div i i realu_sub x y i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i i realu_add i sin x i sin y i i realu_mul i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i i realu_mul i sin i i realu_div i i realu_sub x y i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i cos i i realu_div i i realu_add x y i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i i realu_sub i sin x i sin y i i realu_mul i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i i realu_mul i cos i i realu_div i i realu_add x y i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i cos i i realu_div i i realu_sub x y i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i i realu_add i cos x i cos y i i realu_mul i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i i realu_mul i sin i i realu_div i i realu_add x y i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i sin i i realu_div i i realu_sub y x i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i i realu_sub i cos x i cos y i i s_b_ i w_ i i a_ x i vec i NUMERAL u_0 i i s_b_ i w_ i i a_ y i vec i NUMERAL u_0 i i a_ i i vectoru_add i i r_ i vectoru_norm x y i i r_ i vectoru_norm y x i vec i NUMERAL u_0 i i a_ i i vectoru_angle x y pi i i i COND i i a_ a i realu_ofu_num i NUMERAL u_0 i i realu_div pi i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i i i COND i i realu_le i realu_ofu_num i NUMERAL u_0 a i i vectoru_angle x y i i realu_sub pi i i vectoru_angle x y i i vectoru_angle i i r_ a x y i i i COND i i a_ a i realu_ofu_num i NUMERAL u_0 i i realu_div pi i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i i i COND i i realu_le i realu_ofu_num i NUMERAL u_0 a i i vectoru_angle x y i i realu_sub pi i i vectoru_angle x y i i vectoru_angle x i i r_ a y i i i COND i i realu_lt i i realu_add i frac x i frac y i realu_ofu_num i NUMERAL i BIT1 u_0 i i realu_add i frac x i frac y i i realu_sub i i realu_add i frac x i frac y i realu_ofu_num i NUMERAL i BIT1 u_0 i frac i i realu_add x y i i i COND i i realu_lt i i realu_add i frac x i frac y i realu_ofu_num i NUMERAL i BIT1 u_0 i i realu_add i floor x i floor y i i realu_add i i realu_add i floor x i floor y i realu_ofu_num i NUMERAL i BIT1 u_0 i floor i i realu_add x y i i s_b_ i i a_ i Im x i realu_ofu_num i NUMERAL u_0 i i b_s_ i i s_b_ i i realu_le a i Re x i i realu_le i Re x b i i s_b_ i i realu_le b i Re x i i realu_le i Re x a i i IN x i closedu_segment i i CONS i i c_ i Cx a i Cx b NIL i i b_s_ i i s_b_ i i l_a_ i NUMERAL i BIT0 i BIT1 u_0 x i i l_ m n i i s_b_ i i a_ x i NUMERAL u_0 i i s_b_ i w_ i i a_ m i NUMERAL u_0 i i a_ n i NUMERAL u_0 i i l_ i i EXP x m i i EXP x n i i realu_add i i realu_mul i i d_ x i NUMERAL i BIT1 u_0 i i d_ y i NUMERAL i BIT1 u_0 i i realu_mul i i d_ x i NUMERAL i BIT0 i BIT1 u_0 i i d_ y i NUMERAL i BIT0 i BIT1 u_0 i i dot x y i i b_s_ i i s_b_ i i a_ i closedu_interval i i CONS i i c_ a b NIL EMPTY i i a_ i closedu_interval i i CONS i i c_ c d NIL EMPTY i i s_b_ i i a_ a c i i a_ b d i i a_ i closedu_interval i i CONS i i c_ a b NIL i closedu_interval i i CONS i i c_ c d NIL i i realu_mul i i i i azim v0 v1 v2 v3 i i realu_mul i i realu_sub i realu_ofu_num i NUMERAL i BIT1 u_0 c i i realu_div i i realu_pow r i NUMERAL i BIT1 i BIT1 u_0 i realu_ofu_num i NUMERAL i BIT1 i BIT1 u_0 i i i i i i volu_conicu_capu_wedge v0 v1 v2 v3 r c i i s_b_ i w_ i i a_ A B i i s_b_ i w_ i i a_ C B i i a_ i distance i i c_ A C i realu_abs i i realu_sub i distance i i c_ A B i distance i i c_ C B i i a_ i angle i i c_ A i i c_ B C i realu_ofu_num i NUMERAL u_0 i i i COND i i realu_lt i realu_ofu_num i NUMERAL u_0 x i realu_ofu_num i NUMERAL i BIT1 u_0 i i i COND i i realu_lt x i realu_ofu_num i NUMERAL u_0 i realu_neg i realu_ofu_num i NUMERAL i BIT1 u_0 i realu_ofu_num i NUMERAL u_0 i realu_sgn x i i realu_lt i realu_ofu_num i NUMERAL u_0 i Re i i complexu_div i i vectoru_sub i Cx i realu_ofu_num i NUMERAL i BIT1 u_0 i i complexu_mul ii z i i vectoru_add i Cx i realu_ofu_num i NUMERAL i BIT1 u_0 i i complexu_mul ii z i i realu_lt i vectoru_norm z i realu_ofu_num i NUMERAL i BIT1 u_0 i i i COND i i intu_lt i intu_ofu_num i NUMERAL u_0 x i intu_ofu_num i NUMERAL i BIT1 u_0 i i i COND i i intu_lt x i intu_ofu_num i NUMERAL u_0 i intu_neg i intu_ofu_num i NUMERAL i BIT1 u_0 i intu_ofu_num i NUMERAL u_0 i intu_sgn x i complex i i c_ i i realu_sub i i realu_mul i Re w i Re z i i realu_mul i Im w i Im z i i realu_add i i realu_mul i Re w i Im z i i realu_mul i Im w i Re z i i complexu_mul w z i i s_b_ i w_ i i a_ x i vec i NUMERAL u_0 i i s_b_ i w_ i i a_ y i vec i NUMERAL u_0 i i a_ i vectoru_norm i i vectoru_sub x y i i realu_add i vectoru_norm x i vectoru_norm y i i a_ i i vectoru_angle x y pi i i i COND i i b_s_ i i a_ x i vec i NUMERAL u_0 i i a_ y i vec i NUMERAL u_0 i realu_ofu_num i NUMERAL u_0 i i realu_div i i dot x y i i realu_mul i vectoru_norm x i vectoru_norm y i cos i i vectoru_angle x y i i s_b_ i w_ i i a_ x i vec i NUMERAL u_0 i i s_b_ i w_ i i a_ y i vec i NUMERAL u_0 i i a_ i vectoru_norm i i vectoru_add x y i i realu_add i vectoru_norm x i vectoru_norm y i i a_ i i vectoru_angle x y i realu_ofu_num i NUMERAL u_0 i i a_ i Im i i complexu_div i i vectoru_sub i Cx i realu_ofu_num i NUMERAL i BIT1 u_0 i i complexu_mul ii z i i vectoru_add i Cx i realu_ofu_num i NUMERAL i BIT1 u_0 i i complexu_mul ii z i realu_ofu_num i NUMERAL u_0 i i a_ i Re z i realu_ofu_num i NUMERAL u_0 i measure i i INTER i ball i i c_ i vec i NUMERAL u_0 r i i affu_gt i i INSERT i vec i NUMERAL u_0 EMPTY i i INSERT i vectoru_neg v1 i i INSERT i vectoru_neg v2 i i INSERT i vectoru_neg v3 EMPTY i measure i i INTER i ball i i c_ i vec i NUMERAL u_0 r i i affu_gt i i INSERT i vec i NUMERAL u_0 EMPTY i i INSERT v1 i i INSERT v2 i i INSERT v3 EMPTY i i realu_mul i i i i azim v0 v1 v2 v3 i i realu_mul i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i i realu_div i i realu_pow r i NUMERAL i BIT1 i BIT1 u_0 i realu_ofu_num i NUMERAL i BIT1 i BIT1 u_0 i i i i i volu_ballu_wedge v0 v1 v2 v3 r i i s_b_ i w_ i i a_ A B i i s_b_ i w_ i i a_ C B i i a_ i distance i i c_ A C i i realu_add i distance i i c_ A B i distance i i c_ B C i i a_ i angle i i c_ A i i c_ B C pi i i realu_sub i i realu_mul i realu_ofu_num i NUMERAL i BIT0 i BIT0 i BIT1 u_0 i i realu_pow i cos x i NUMERAL i BIT1 i BIT1 u_0 i i realu_mul i realu_ofu_num i NUMERAL i BIT1 i BIT1 u_0 i cos x i cos i i realu_mul i realu_ofu_num i NUMERAL i BIT1 i BIT1 u_0 x i i b_s_ i i s_b_ i i realu_lt i realu_ofu_num i NUMERAL u_0 x i i realu_lt i realu_ofu_num i NUMERAL u_0 y i i s_b_ i i realu_lt x i realu_ofu_num i NUMERAL u_0 i i realu_lt y i realu_ofu_num i NUMERAL u_0 i i realu_lt i realu_ofu_num i NUMERAL u_0 i i realu_mul x y i i s_b_ i w_ i i a_ x i vec i NUMERAL u_0 i i s_b_ i w_ i i a_ y i vec i NUMERAL u_0 i i a_ i i r_ i vectoru_norm x y i i r_ i vectoru_norm y x i i a_ i i vectoru_angle x y i realu_ofu_num i NUMERAL u_0 i i b_s_ i i s_b_ i i intu_lt i intu_ofu_num i NUMERAL u_0 x i i intu_lt i intu_ofu_num i NUMERAL u_0 y i i s_b_ i i intu_lt x i intu_ofu_num i NUMERAL u_0 i i intu_lt y i intu_ofu_num i NUMERAL u_0 i i intu_lt i intu_ofu_num i NUMERAL u_0 i i intu_mul x y i i vectoru_sub i i r_ i det i vector i i CONS w i i CONS x i i CONS z NIL y i i r_ i det i vector i i CONS w i i CONS x i i CONS y NIL z i i cross i i cross w x i i cross y z i i b_s_ i i s_b_ i i realu_lt i drop b i drop a i i realu_lt i drop d i drop c i i s_b_ i i a_ i drop a i drop c i i a_ i drop b i drop d i i a_ i closedu_interval i i CONS i i c_ a b NIL i closedu_interval i i CONS i i c_ c d NIL i i s_b_ i i IN x i closedu_segment i i CONS i i c_ a b NIL i i s_b_ i w_ i i a_ x a i i s_b_ i w_ i i a_ x b i w_ i i a_ a b i i IN x i openu_segment i i c_ a b i i i COND i i a_ x i NUMERAL u_0 i i a_a_g_ i i a_ m i NUMERAL u_0 i i a_ n i NUMERAL u_0 i i b_s_ i i a_ x i NUMERAL i BIT1 u_0 i i l_a_ m n i i l_a_ i i EXP x m i i EXP x n i i i COND i i a_ x i NUMERAL u_0 i i a_ i i a_ m i NUMERAL u_0 i i a_ n i NUMERAL u_0 i i b_s_ i i a_ x i NUMERAL i BIT1 u_0 i i a_ m n i i a_ i i EXP x m i i EXP x n i i b_s_ i i s_b_ i w_ i i IN x s0 i w_ i i IN y s0 i i s_b_ i i IN x s0 i i s_b_ i i IN y s0 i i i connectedu_component s0 x y i i a_ i i connectedu_component s0 x i i connectedu_component s0 y i i complexu_mul i vectoru_neg ii i clog i i vectoru_add z i i complexu_mul ii i csqrt i i vectoru_sub i Cx i realu_ofu_num i NUMERAL i BIT1 u_0 i i complexu_pow z i NUMERAL i BIT0 i BIT1 u_0 i cacs z i i complexu_mul i vectoru_neg ii i clog i i vectoru_add i i complexu_mul ii z i csqrt i i vectoru_sub i Cx i realu_ofu_num i NUMERAL i BIT1 u_0 i i complexu_pow z i NUMERAL i BIT0 i BIT1 u_0 i casn z i vector i i CONS i vector i i CONS i cos t i i CONS i realu_neg i sin t NIL i i CONS i vector i i CONS i sin t i i CONS i cos t NIL NIL i matrix i rotate2d t i i realu_mul i i realu_div i i realu_add i realu_ofu_num p i realu_ofu_num i NUMERAL i BIT1 u_0 i i realu_add i realu_ofu_num k i realu_ofu_num i NUMERAL i BIT1 u_0 i realu_ofu_num i binom i i c_ p k i realu_ofu_num i binom i i c_ i i p_ p i NUMERAL i BIT1 u_0 i i p_ k i NUMERAL i BIT1 u_0 i i b_s_ i i s_b_ i i a_ i realu_abs x i realu_ofu_num i NUMERAL i BIT1 u_0 i i a_a_g_ i i realu_lt x i realu_ofu_num i NUMERAL u_0 i EVEN n i i a_ n i NUMERAL u_0 i i a_ i i realu_pow x n i realu_ofu_num i NUMERAL i BIT1 u_0 i i b_s_ i i a_ a b i i s_b_ i i IN a i closedu_segment i i CONS i i c_ c d NIL i i IN b i closedu_segment i i CONS i i c_ c d NIL i i SUBSET i openu_segment i i c_ a b i openu_segment i i c_ c d i i b_s_ i i a_ a b i i s_b_ i i IN a i closedu_segment i i CONS i i c_ c d NIL i i IN b i closedu_segment i i CONS i i c_ c d NIL i i SUBSET i openu_segment i i c_ a b i closedu_segment i i CONS i i c_ c d NIL i i b_s_ i i s_b_ i i a_ i openu_interval i i c_ a b EMPTY i i a_ i openu_interval i i c_ c d EMPTY i i s_b_ i i a_ a c i i a_ b d i i a_ i openu_interval i i c_ a b i openu_interval i i c_ c d i inside i i UNION i closedu_segment i i CONS i i c_ a b NIL i i UNION i closedu_segment i i CONS i i c_ b c NIL i closedu_segment i i CONS i i c_ c a NIL i interior i i hull convex i i INSERT a i i INSERT b i i INSERT c EMPTY i i i COND i i l_a_ k n i i realu_div i realu_ofu_num i FACT n i i realu_mul i realu_ofu_num i FACT i i m_ n k i realu_ofu_num i FACT k i realu_ofu_num i NUMERAL u_0 i realu_ofu_num i binom i i c_ n k i i i COND i i realu_le i i vectoru_angle x y i i realu_div pi i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i i vectoru_angle x y i i realu_sub pi i i vectoru_angle x y i asn i sin i i vectoru_angle x y i i b_s_ i i a_ i i r_ i vectoru_norm x y i i r_ i vectoru_norm y x i i a_ i i r_ i vectoru_norm x y i i r_ i realu_neg i vectoru_norm y x i i a_ i realu_abs i i dot x y i i realu_mul i vectoru_norm x i vectoru_norm y i i realu_mul i realu_ofu_num i binom i i c_ n k i i realu_mul i i realu_pow x k i i realu_pow i i realu_sub i realu_ofu_num i NUMERAL i BIT1 u_0 x i i m_ n k i i i bernstein n k x i i b_s_ i i a_ a b i i b_s_ i i a_ a c i i b_s_ i i a_ b c i affineu_dependent i i INSERT a i i INSERT b i i INSERT c EMPTY i collinear i i INSERT a i i INSERT b i i INSERT c EMPTY i i UNION i closedu_segment i i CONS i i c_ a b NIL i i UNION i closedu_segment i i CONS i i c_ b c NIL i closedu_segment i i CONS i i c_ c a NIL i frontier i i hull convex i i INSERT a i i INSERT b i i INSERT c EMPTY i Im i clog i i vectoru_add z i i complexu_mul ii i csqrt i i vectoru_sub i Cx i realu_ofu_num i NUMERAL i BIT1 u_0 i i complexu_pow z i NUMERAL i BIT0 i BIT1 u_0 i Re i cacs z i Im i clog i i vectoru_add i i complexu_mul ii z i csqrt i i vectoru_sub i Cx i realu_ofu_num i NUMERAL i BIT1 u_0 i i complexu_pow z i NUMERAL i BIT0 i BIT1 u_0 i Re i casn z i i s_b_ i i a_ i i matrixu_mul i transp Q Q i mat i NUMERAL i BIT1 u_0 i i a_ i i matrixu_mul Q i transp Q i mat i NUMERAL i BIT1 u_0 i orthogonalu_matrix Q i i s_b_ i i faceu_of f s0 i i s_b_ i w_ i i a_ f EMPTY i i a_ i affu_dim f i i intu_sub i affu_dim s0 i intu_ofu_num i NUMERAL i BIT1 u_0 i i facetu_of f s0 i i i COND i i a_ i openu_interval i i c_ a b EMPTY EMPTY i i DIFF i closedu_interval i i CONS i i c_ a b NIL i openu_interval i i c_ a b i frontier i openu_interval i i c_ a b i i realu_mul i i realu_div i i realu_sub i realu_ofu_num n i realu_ofu_num k i i realu_add i realu_ofu_num k i realu_ofu_num i NUMERAL i BIT1 u_0 i realu_ofu_num i binom i i c_ n k i realu_ofu_num i binom i i c_ n i i p_ k i NUMERAL i BIT1 u_0 i i i COND i i l_a_ m i SUC n i i realu_mul i i product i i o_o_ m n f i f i SUC n i i product i i o_o_ m n f i i product i i o_o_ m i SUC n f i i i COND i i l_a_ m i SUC n i i vectoru_add i i vsum i i o_o_ m n f i f i SUC n i i vsum i i o_o_ m n f i i vsum i i o_o_ m i SUC n f i i i COND i i l_a_ m i SUC n i i p_ i i nsum i i o_o_ m n f i f i SUC n i i nsum i i o_o_ m n f i i nsum i i o_o_ m i SUC n f i i i COND i i l_a_ m i SUC n i i realu_add i i sum i i o_o_ m n f i f i SUC n i i sum i i o_o_ m n f i i sum i i o_o_ m i SUC n f i i a_ i i realu_add i i realu_pow i Re z i NUMERAL i BIT0 i BIT1 u_0 i i realu_pow i Im z i NUMERAL i BIT0 i BIT1 u_0 i realu_ofu_num i NUMERAL u_0 i i a_ z i Cx i realu_ofu_num i NUMERAL u_0 i i complexu_div i i vectoru_sub i cexp i i complexu_mul ii z i cexp i i complexu_mul i vectoru_neg ii z i i complexu_mul i Cx i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 ii i csin z i i a_ i i realu_pow i distance i i c_ w x i NUMERAL i BIT0 i BIT1 u_0 i i realu_pow i distance i i c_ y z i NUMERAL i BIT0 i BIT1 u_0 i i a_ i distance i i c_ w x i distance i i c_ y z i i b_s_ i i s_b_ i i a_ a b i i a_ c d i i a_ i i INSERT a i i INSERT b EMPTY i i INSERT c i i INSERT d EMPTY i i a_ i openu_segment i i c_ a b i openu_segment i i c_ c d i i a_ i det i vector i i CONS i i vectoru_sub v1 v0 i i CONS i i vectoru_sub v2 v0 i i CONS i i vectoru_sub v3 v0 NIL i realu_ofu_num i NUMERAL u_0 i coplanar i i INSERT v0 i i INSERT v1 i i INSERT v2 i i INSERT v3 EMPTY i i b_s_ i i a_ i angle i i c_ A i i c_ B C i realu_ofu_num i NUMERAL u_0 i i a_ i angle i i c_ A i i c_ B C pi i i a_ i sin i angle i i c_ A i i c_ B C i realu_ofu_num i NUMERAL u_0 i i realu_sub i i realu_mul i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i i realu_pow i cos x i NUMERAL i BIT0 i BIT1 u_0 i realu_ofu_num i NUMERAL i BIT1 u_0 i cos i i realu_mul i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 x i i realu_mul i i realu_div i i realu_add i exp i Im z i exp i realu_neg i Im z i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i cos i Re z i Re i ccos z i i realu_mul i i realu_div i i realu_sub i exp i Im z i exp i realu_neg i Im z i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i cos i Re z i Im i csin z i i realu_mul i i realu_div i i realu_add i exp i Im z i exp i realu_neg i Im z i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i sin i Re z i Re i csin z i i realu_mul i i realu_div i i realu_sub i exp i realu_neg i Im z i exp i Im z i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i sin i Re z i Im i ccos z i i realu_add i i realu_pow i vectoru_norm i i cross x y i NUMERAL i BIT0 i BIT1 u_0 i i realu_pow i i dot x y i NUMERAL i BIT0 i BIT1 u_0 i i realu_pow i i realu_mul i vectoru_norm x i vectoru_norm y i NUMERAL i BIT0 i BIT1 u_0 i i i COND i i realu_le i drop a i drop b i closedu_interval i i CONS i i c_ a b NIL i closedu_interval i i CONS i i c_ b a NIL i closedu_segment i i CONS i i c_ a b NIL i i d_ i i d_ i i matrixu_mul i rowvector x i i matrixu_mul i i matrixu_mul i transp A B i columnvector y i NUMERAL i BIT1 u_0 i NUMERAL i BIT1 u_0 i i dot i i matrixu_vectoru_mul A x i i matrixu_vectoru_mul B y i i s_b_ i i realu_lt i realu_ofu_num i NUMERAL u_0 i distance i i c_ x a i i realu_le i distance i i c_ x a i distance i i c_ y a i i i netord i at a x y i i b_s_ i w_ i i IN a s0 i i b_s_ i w_ i i IN b s0 i w_ i i a_ i i connectedu_component s0 a i i connectedu_component s0 b i i a_ i i INTER i i connectedu_component s0 a i i connectedu_component s0 b EMPTY i i s_b_ i i IN x i closedu_segment i i CONS i i c_ a b NIL i i s_b_ i w_ i i a_ x a i w_ i i a_ x b i i IN x i openu_segment i i c_ a b i i s_b_ i i realu_lt i realu_ofu_num i NUMERAL u_0 i realu_abs i i realu_sub x a i i realu_le i realu_abs i i realu_sub x a i realu_abs i i realu_sub y a i i i netord i atreal a x y i acs i i realu_div i i dot i i vectoru_sub v u i i vectoru_sub w u i i realu_mul i vectoru_norm i i vectoru_sub v u i vectoru_norm i i vectoru_sub w u i i i arcV u v w i i complexu_div i i vectoru_add i cexp i i complexu_mul ii z i cexp i i complexu_mul i vectoru_neg ii z i Cx i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i ccos z i i realu_div i realu_ofu_num i NUMERAL i BIT1 u_0 i sqrt i i realu_add i realu_ofu_num i NUMERAL i BIT1 u_0 i i realu_pow x i NUMERAL i BIT0 i BIT1 u_0 i cos i atn x i i t_ i i EXP i NUMERAL i BIT0 i BIT1 u_0 x i i p_ i i t_ i NUMERAL i BIT0 i BIT1 u_0 y i NUMERAL i BIT1 u_0 i i NUMPAIR x y i i a_ i i intu_add i i intu_pow x i NUMERAL i BIT0 i BIT1 u_0 i i intu_pow y i NUMERAL i BIT0 i BIT1 u_0 i intu_ofu_num i NUMERAL u_0 i i s_b_ i i a_ x i intu_ofu_num i NUMERAL u_0 i i a_ y i intu_ofu_num i NUMERAL u_0 i i s_b_ i w_ i i a_ i det A i realu_ofu_num i NUMERAL u_0 i i a_ Ai_ i i r_r_ i realu_inv i det A i transp i cofactor A i i a_ i i matrixu_mul Ai_ A i mat i NUMERAL i BIT1 u_0 i i a_ i i realu_add i i realu_pow x i NUMERAL i BIT0 i BIT1 u_0 i i realu_pow y i NUMERAL i BIT0 i BIT1 u_0 i realu_ofu_num i NUMERAL u_0 i i s_b_ i i a_ x i realu_ofu_num i NUMERAL u_0 i i a_ y i realu_ofu_num i NUMERAL u_0 i i s_b_ i w_ i i a_ i det A i realu_ofu_num i NUMERAL u_0 i i a_ Ai_ i i r_r_ i realu_inv i det A i transp i cofactor A i i a_ i i matrixu_mul A Ai_ i mat i NUMERAL i BIT1 u_0 i i s_b_ i integer i i realu_sub x a i i s_b_ i i realu_le i realu_ofu_num i NUMERAL u_0 a i i realu_lt a i realu_ofu_num i NUMERAL i BIT1 u_0 i i a_ i frac x a i i s_b_ i i IN a i closedu_segment i i CONS i i c_ c d NIL i i IN b i closedu_segment i i CONS i i c_ c d NIL i i SUBSET i closedu_segment i i CONS i i c_ a b NIL i closedu_segment i i CONS i i c_ c d NIL i i b_s_ i i a_ a b i i SUBSET i closedu_segment i i CONS i i c_ a b NIL i closedu_segment i i CONS i i c_ c d NIL i i SUBSET i openu_segment i i c_ a b i openu_segment i i c_ c d i i b_s_ i i a_ i i vectoru_angle x y i i vectoru_angle w z i i a_ i i vectoru_angle x y i i realu_sub pi i i vectoru_angle w z i i a_ i sin i i vectoru_angle x y i sin i i vectoru_angle w z i i realu_mul i distance i i c_ A C i i realu_mul i distance i i c_ B C i cos i angle i i c_ A i i c_ C B i i dot i i vectoru_sub A C i i vectoru_sub B C i i b_s_ i i between a i i c_ b c i i b_s_ i i between b i i c_ c a i i between c i i c_ a b i collinear i i INSERT a i i INSERT b i i INSERT c EMPTY i i vectoru_add i i cross x i i cross y z i i vectoru_add i i cross y i i cross z x i i cross z i i cross x y i vec i NUMERAL u_0 i i a_ i i dot i i vectoru_sub x a i i vectoru_sub b x i i realu_mul i vectoru_norm i i vectoru_sub x a i vectoru_norm i i vectoru_sub b x i i between x i i c_ a b i i a_ i i r_ i vectoru_norm i i vectoru_sub x a i i vectoru_sub b x i i r_ i vectoru_norm i i vectoru_sub b x i i vectoru_sub x a i i between x i i c_ a b i i a_ i i r_ i vectoru_norm i i vectoru_sub x y i i vectoru_sub y z i i r_ i vectoru_norm i i vectoru_sub y z i i vectoru_sub x y i i a_ i distance i i c_ x z i i realu_add i distance i i c_ x y i distance i i c_ y z i i s_b_ i i realu_lt i realu_ofu_num i NUMERAL u_0 d i i s_b_ i i realu_lt i i realu_sub x d y i i realu_lt y i i realu_add x d i i realu_lt i realu_abs i i realu_sub y x d i i s_b_ i i intu_lt i intu_ofu_num i NUMERAL u_0 d i i s_b_ i i intu_lt i i intu_sub x d y i i intu_lt y i i intu_add x d i i intu_lt i intu_abs i i intu_sub y x d i i vectoru_add i t i NUMERAL i BIT1 u_0 i i vectoru_add i t i NUMERAL i BIT0 i BIT1 u_0 i t i NUMERAL i BIT1 i BIT1 u_0 i i vsum i i o_o_ i NUMERAL i BIT1 u_0 i NUMERAL i BIT1 i BIT1 u_0 t i i complexu_mul i Cx i exp i Re z i i vectoru_add i Cx i cos i Im z i i complexu_mul ii i Cx i sin i Im z i cexp z i i b_s_ i i realu_lt a i realu_ofu_num i NUMERAL u_0 i i realu_gt i i dot x x i i realu_pow a i NUMERAL i BIT0 i BIT1 u_0 i i realu_gt i vectoru_norm x a i i s_b_ i i realu_le i realu_ofu_num i NUMERAL u_0 a i i realu_lt i i dot x x i i realu_pow a i NUMERAL i BIT0 i BIT1 u_0 i i realu_lt i vectoru_norm x a i i s_b_ i i realu_lt i realu_ofu_num i NUMERAL u_0 a i i realu_lt i i dot x x i i realu_pow a i NUMERAL i BIT0 i BIT1 u_0 i i realu_lt i vectoru_norm x a i i b_s_ i i realu_le a i realu_ofu_num i NUMERAL u_0 i i realu_ge i i dot x x i i realu_pow a i NUMERAL i BIT0 i BIT1 u_0 i i realu_ge i vectoru_norm x a i i realu_mul i t i NUMERAL i BIT1 u_0 i i realu_mul i t i NUMERAL i BIT0 i BIT1 u_0 i t i NUMERAL i BIT1 i BIT1 u_0 i i product i i o_o_ i NUMERAL i BIT1 u_0 i NUMERAL i BIT1 i BIT1 u_0 t i i realu_add i t i NUMERAL i BIT1 u_0 i i realu_add i t i NUMERAL i BIT0 i BIT1 u_0 i t i NUMERAL i BIT1 i BIT1 u_0 i i sum i i o_o_ i NUMERAL i BIT1 u_0 i NUMERAL i BIT1 i BIT1 u_0 t i i s_b_ i i realu_le i realu_ofu_num i NUMERAL u_0 a i i realu_le i i dot x x i i realu_pow a i NUMERAL i BIT0 i BIT1 u_0 i i realu_le i vectoru_norm x a i i s_b_ i i realu_le i realu_ofu_num i NUMERAL u_0 a i i a_ i i dot x x i i realu_pow a i NUMERAL i BIT0 i BIT1 u_0 i i a_ i vectoru_norm x a i i complexu_div i i vectoru_sub i ccos i i vectoru_sub w z i ccos i i vectoru_add w z i Cx i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i i complexu_mul i csin w i csin z i i complexu_div i i vectoru_add i ccos i i vectoru_sub w z i ccos i i vectoru_add w z i Cx i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i i complexu_mul i ccos w i ccos z i i i COND i i a_ w i Cx i realu_ofu_num i NUMERAL u_0 i Cx i realu_ofu_num i NUMERAL u_0 i cexp i i complexu_mul z i clog w i i cpow w z i i complexu_div i i vectoru_add i csin i i vectoru_add w z i csin i i vectoru_sub w z i Cx i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i i complexu_mul i csin w i ccos z i sqrt i i realu_add i i realu_pow i vectoru_norm x i NUMERAL i BIT0 i BIT1 u_0 i i realu_pow i vectoru_norm y i NUMERAL i BIT0 i BIT1 u_0 i vectoru_norm i i pastecart x y i i a_ i i realu_pow i i dot x y i NUMERAL i BIT0 i BIT1 u_0 i i realu_mul i i dot x x i i dot y y i collinear i i INSERT i vec i NUMERAL u_0 i i INSERT x i i INSERT y EMPTY i i complexu_div i i vectoru_sub i csin i i vectoru_add w z i csin i i vectoru_sub w z i Cx i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i i complexu_mul i ccos w i csin z i i i COND i i realu_le a b i closedu_realu_interval i i CONS i i c_ a b NIL i closedu_realu_interval i i CONS i i c_ b a NIL i closedu_realu_segment i i CONS i i c_ a b NIL i i t_ i i m_ i i p_ n i NUMERAL i BIT1 u_0 k i binom i i c_ i i p_ n i NUMERAL i BIT1 u_0 k i i t_ i i p_ n i NUMERAL i BIT1 u_0 i binom i i c_ n k i i i COND i i l_a_ k n i i DIV i FACT n i i t_ i FACT i i m_ n k i FACT k i NUMERAL u_0 i binom i i c_ n k i sqrt i i realu_add i i realu_pow i Re z i NUMERAL i BIT0 i BIT1 u_0 i i realu_pow i Im z i NUMERAL i BIT0 i BIT1 u_0 i vectoru_norm z i i complexu_div i i vectoru_sub z i clog i cexp z i i complexu_mul i Cx i i realu_mul i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 pi ii i unwinding z i i i hasu_integral i i o lift i i o f drop i lift y i closedu_interval i i CONS i i c_ i lift a i lift b NIL i i i hasu_realu_integral f y i closedu_realu_interval i i CONS i i c_ a b NIL i closedu_interval i i CONS i i c_ i lift i i realu_max i drop a i drop c i lift i i realu_min i drop b i drop d NIL i i INTER i closedu_interval i i CONS i i c_ a b NIL i closedu_interval i i CONS i i c_ c d NIL i i b_s_ i i a_ x a i i b_s_ i i a_ x b i i a_ i angle i i c_ a i i c_ x b pi i i between x i i c_ a b i i i COND i i a_ i f x i neutral op i i i support op f s0 i i INSERT x i i i support op f s0 i i i support op f i i INSERT x s0 i vector i i CONS i i realu_mul r i cos i i realu_add t s0 i i CONS i i realu_mul r i sin i i realu_add t s0 NIL i i rotate2d t i vector i i CONS i i realu_mul r i cos s0 i i CONS i i realu_mul r i sin s0 NIL i i i COND i EVEN n i i b_s_ i i a_ n i NUMERAL u_0 i i a_ i realu_abs x i realu_abs y i i a_ x y i i a_ i i realu_pow x n i i realu_pow y n i i realu_add i i realu_div e i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i i realu_div e i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 e i i realu_sub i i realu_pow i cos x i NUMERAL i BIT0 i BIT1 u_0 i i realu_pow i sin x i NUMERAL i BIT0 i BIT1 u_0 i cos i i realu_mul i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 x i i vectoru_sub i i complexu_pow i ccos z i NUMERAL i BIT0 i BIT1 u_0 i i complexu_pow i csin z i NUMERAL i BIT0 i BIT1 u_0 i ccos i i complexu_mul i Cx i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 z i i vectoru_add i i complexu_pow i csin z i NUMERAL i BIT0 i BIT1 u_0 i i complexu_pow i ccos z i NUMERAL i BIT0 i BIT1 u_0 i Cx i realu_ofu_num i NUMERAL i BIT1 u_0 i i i COND i i a_ l2 NIL F i i s_b_ i i P h1 i HD l2 i i i ALL2 P t1 i TL l2 i i i ALL2 P i i CONS h1 t1 l2 i i realu_add i i realu_pow i Re z i NUMERAL i BIT0 i BIT1 u_0 i i realu_pow i Im z i NUMERAL i BIT0 i BIT1 u_0 i i realu_pow i vectoru_norm z i NUMERAL i BIT0 i BIT1 u_0 i i realu_sub i i realu_pow i Re z i NUMERAL i BIT0 i BIT1 u_0 i i realu_pow i Im z i NUMERAL i BIT0 i BIT1 u_0 i Re i i complexu_pow z i NUMERAL i BIT0 i BIT1 u_0 i i continuous i i o Cx i i o f Re i i within i at i Cx x i i INTER real0 i i IMAGE Cx s0 i i realu_continuous f i i within i atreal x s0 i i realu_div i i realu_sub i cos i i realu_sub x y i cos i i realu_add x y i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i i realu_mul i sin x i sin y i i s_b_ i i a_ i i dot x y i realu_ofu_num i NUMERAL u_0 i i a_ i i cross x y i vec i NUMERAL u_0 i i b_s_ i i a_ x i vec i NUMERAL u_0 i i a_ y i vec i NUMERAL u_0 i i realu_div i i realu_add i cos i i realu_sub x y i cos i i realu_add x y i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i i realu_mul i cos x i cos y i i s_b_ i i a_ i intu_abs x i intu_ofu_num i NUMERAL i BIT1 u_0 i i a_ i intu_abs y i intu_ofu_num i NUMERAL i BIT1 u_0 i i a_ i intu_abs i i intu_mul x y i intu_ofu_num i NUMERAL i BIT1 u_0 i i realu_div i i realu_add i sin i i realu_add x y i sin i i realu_sub x y i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i i realu_mul i sin x i cos y i i i COND i i IN a i i hull affine s0 i affu_dim s0 i i intu_add i affu_dim s0 i intu_ofu_num i NUMERAL i BIT1 u_0 i affu_dim i i INSERT a s0 i i vectoru_add i ccos i i complexu_mul i Cx i realu_ofu_num n z i i complexu_mul ii i csin i i complexu_mul i Cx i realu_ofu_num n z i i complexu_pow i i vectoru_add i ccos z i i complexu_mul ii i csin z n i i realu_div i i realu_sub i sin i i realu_add x y i sin i i realu_sub x y i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i i realu_mul i cos x i sin y i i s_b_ i i a_ i i dot x x i i dot x y i i a_ i i dot y y i i dot x x i i a_ x y i i i COND b i SUC i i t_ i NUMERAL i BIT0 i BIT1 u_0 x i i t_ i NUMERAL i BIT0 i BIT1 u_0 x i i NUMSUM b x i i s_b_ i integer a i i s_b_ i i realu_le a x i i realu_lt x i i realu_add a i realu_ofu_num i NUMERAL i BIT1 u_0 i i a_ i floor x a i i realu_add i i realu_pow i sin x i NUMERAL i BIT0 i BIT1 u_0 i i realu_pow i cos x i NUMERAL i BIT0 i BIT1 u_0 i realu_ofu_num i NUMERAL i BIT1 u_0 i i i hasu_vectoru_derivative i i o lift i i o f drop i lift fi_ i i within i at i lift x i i IMAGE lift s0 i i i hasu_realu_derivative f fi_ i i within i atreal x s0 i i s_b_ i i i m_m_g_ f l i i within i at x s0 i i i m_m_g_ f l i i within i at x t i i i m_m_g_ f l i i within i at x i i UNION s0 t i i a_ i cos i angle i i c_ a i i c_ b c i cos i angle i i c_ ai_ i i c_ bi_ ci_ i i a_ i angle i i c_ a i i c_ b c i angle i i c_ ai_ i i c_ bi_ ci_ i i realu_mul i content i closedu_interval i i CONS i i c_ a b NIL i content i closedu_interval i i CONS i i c_ c d NIL i content i closedu_interval i i CONS i i c_ i i pastecart a c i i pastecart b d NIL i i s_b_ i i a_ i openu_interval i i c_ a b EMPTY i i a_ i closedu_interval i i CONS i i c_ c d NIL EMPTY i i a_ i openu_interval i i c_ a b i closedu_interval i i CONS i i c_ c d NIL i i s_b_ i i a_ i closedu_interval i i CONS i i c_ a b NIL EMPTY i i a_ i openu_interval i i c_ c d EMPTY i i a_ i closedu_interval i i CONS i i c_ a b NIL i openu_interval i i c_ c d i i b_s_ i i l_ n p i i b_s_ i i l_ q m i i b_s_ i i l_ n m i i l_ q p i i DISJOINT i i o_o_ m n i i o_o_ p q i i realu_sub i i realu_mul i i dot w y i i dot x z i i realu_mul i i dot w z i i dot x y i i dot i i cross w x i i cross y z i i c_ i i hrealu_add i i hrealu_mul x1 x2 i i hrealu_mul y1 y2 i i hrealu_add i i hrealu_mul x1 y2 i i hrealu_mul y1 x2 i i trealu_mul i i c_ x1 y1 i i c_ x2 y2 i i s_b_ i w_ i i a_ x a i i s_b_ i w_ i i a_ x b i i between x i i c_ a b i i a_ i angle i i c_ a i i c_ x b pi i i i COND i FINITE i i i support op f s0 i i i iterate op i i i support op f s0 f i neutral op i i i iterate op s0 f i i s_b_ i i IN a s0 i i s_b_ i i IN b s0 i i a_ i i connectedu_component s0 a i i connectedu_component s0 b i w_ i i a_ i i INTER i i connectedu_component s0 a i i connectedu_component s0 b EMPTY i i complexu_mul i vectoru_neg ii i i complexu_div i i vectoru_sub z i cnj z i Cx i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i Cx i Im z i i realu_div x i sqrt i i realu_add i realu_ofu_num i NUMERAL i BIT1 u_0 i i realu_pow x i NUMERAL i BIT0 i BIT1 u_0 i sin i atn x i i s_b_ i FINITE s0 i i a_ i affu_dim s0 i i intu_sub i intu_ofu_num i CARD s0 i intu_ofu_num i NUMERAL i BIT1 u_0 i w_ i affineu_dependent s0 i i i COND i i a_ n i NUMERAL u_0 i Cx i realu_ofu_num i NUMERAL i BIT1 u_0 i Cx i realu_ofu_num i NUMERAL u_0 i i complexu_pow i Cx i realu_ofu_num i NUMERAL u_0 n i i i m_m_g_ i i o f Re a i i within i at i Cx x i i INTER real0 i i IMAGE Cx s0 i i i m_m_g_ f a i i within i atreal x s0 i i i COND i i a_ z i Cx i realu_ofu_num i NUMERAL u_0 i Cx i realu_ofu_num i NUMERAL u_0 i i complexu_pow z n i i cpow z i Cx i realu_ofu_num n i i i COND i i IN a s0 i independent s0 i i s_b_ i independent s0 i w_ i i IN a i span s0 i independent i i INSERT a s0 i i i COND i i realu_lt i drop a i drop b i i realu_sub i drop b i drop a i realu_ofu_num i NUMERAL u_0 i measure i openu_interval i i c_ a b i i i COND i i realu_lt i drop a i drop b i i realu_sub i drop b i drop a i realu_ofu_num i NUMERAL u_0 i measure i closedu_interval i i CONS i i c_ a b NIL i i i COND i i realu_le i drop a i drop b i i realu_sub i drop b i drop a i realu_ofu_num i NUMERAL u_0 i measure i openu_interval i i c_ a b i i i COND i i realu_le i drop a i drop b i i realu_sub i drop b i drop a i realu_ofu_num i NUMERAL u_0 i measure i closedu_interval i i CONS i i c_ a b NIL i i i COND i i realu_le i drop a i drop b i openu_interval i i c_ a b i openu_interval i i c_ b a i openu_segment i i c_ a b i Arg i i complexu_div i i dropout i NUMERAL i BIT1 i BIT1 u_0 y i i dropout i NUMERAL i BIT1 i BIT1 u_0 x i i i i azim i vec i NUMERAL u_0 i basis i NUMERAL i BIT1 i BIT1 u_0 x y i i i COND i i l_a_ m i SUC n i i INSERT i SUC n i i o_o_ m n i i o_o_ m n i i o_o_ m i SUC n i collinear i i INSERT i vec i NUMERAL u_0 i i INSERT i basis i NUMERAL i BIT1 i BIT1 u_0 i i INSERT x EMPTY i i a_ i i dropout i NUMERAL i BIT1 i BIT1 u_0 x i vec i NUMERAL u_0 i i realu_max i realu_abs i i d_ x i NUMERAL i BIT1 u_0 i realu_abs i i d_ x i NUMERAL i BIT0 i BIT1 u_0 i infnorm x i i i COND i i l_ k i LENGTH l i i EL k l i i EL i i m_ k i LENGTH l m i i EL k i i APPEND l m i i a_ i distance i i c_ a b i i realu_add i distance i i c_ a x i distance i i c_ x b i i between x i i c_ a b i collinear i i INSERT i vec i NUMERAL u_0 i i INSERT i i vectoru_sub x y i i INSERT i i vectoru_sub z y EMPTY i collinear i i INSERT x i i INSERT y i i INSERT z EMPTY i i realu_mul i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i i realu_div e i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 e i i d_ i vector i i CONS x i i CONS y i i CONS z NIL i NUMERAL i BIT1 i BIT1 u_0 z i i continuousu_on g i closedu_interval i i CONS i i c_ i vec i NUMERAL u_0 i vec i NUMERAL i BIT1 u_0 NIL i path g i i IMAGE g i closedu_interval i i CONS i i c_ i vec i NUMERAL u_0 i vec i NUMERAL i BIT1 u_0 NIL i pathu_image g i i intu_le i i intu_pow x i NUMERAL i BIT0 i BIT1 u_0 i i intu_pow y i NUMERAL i BIT0 i BIT1 u_0 i i intu_le i intu_abs x i intu_abs y i i i COND i i IN x i span s0 i dim s0 i i p_ i dim s0 i NUMERAL i BIT1 u_0 i dim i i INSERT x s0 i i realu_le i i realu_pow x i NUMERAL i BIT0 i BIT1 u_0 i i realu_pow y i NUMERAL i BIT0 i BIT1 u_0 i i realu_le i realu_abs x i realu_abs y i i complexu_div i i complexu_mul a i cnj b i i complexu_pow i Cx i vectoru_norm b i NUMERAL i BIT0 i BIT1 u_0 i i complexu_div a b i i s_b_ i path p i i s_b_ i i SUBSET i pathu_image p s0 i i a_ i pathfinish p i pathstart p i i i homotopicu_loops s0 p p i i intu_lt i i intu_pow x i NUMERAL i BIT0 i BIT1 u_0 i i intu_pow y i NUMERAL i BIT0 i BIT1 u_0 i i intu_lt i intu_abs x i intu_abs y i i realu_lt i i realu_pow x i NUMERAL i BIT0 i BIT1 u_0 i i realu_pow y i NUMERAL i BIT0 i BIT1 u_0 i i realu_lt i realu_abs x i realu_abs y i i b_s_ i i a_ x i Cx i realu_ofu_num i NUMERAL u_0 i i a_ y i Cx i realu_ofu_num i NUMERAL u_0 i i a_ i i complexu_mul x y i Cx i realu_ofu_num i NUMERAL u_0 i i i COND i i a_ a b i realu_ofu_num i NUMERAL i BIT1 u_0 i realu_neg i realu_ofu_num i NUMERAL i BIT1 u_0 i sign i swap i i c_ a b i i a_ i i intu_pow x i NUMERAL i BIT0 i BIT1 u_0 i i intu_pow y i NUMERAL i BIT0 i BIT1 u_0 i i a_ i intu_abs x i intu_abs y i i a_ i i realu_pow x i NUMERAL i BIT0 i BIT1 u_0 i i realu_pow y i NUMERAL i BIT0 i BIT1 u_0 i i a_ i realu_abs x i realu_abs y i i d_ i i d_ i i matrixu_mul i rowvector x i columnvector y i NUMERAL i BIT1 u_0 i NUMERAL i BIT1 u_0 i i dot x y i i s_b_ i i a_ i i matrixu_vectoru_mul A x i vec i NUMERAL u_0 i i IN x i span i rows A i i a_ x i vec i NUMERAL u_0 i i i COND i i l_a_ i NUMERAL i BIT0 i BIT1 u_0 i dimindex UNIV EMPTY i openu_segment i i c_ a b i interior i openu_segment i i c_ a b i i i COND i i l_a_ i NUMERAL i BIT0 i BIT1 u_0 i dimindex UNIV EMPTY i openu_segment i i c_ a b i interior i closedu_segment i i CONS i i c_ a b NIL i i dot b i i vectoru_sub x i i r_ i i realu_div i i dot b x i i dot b b b i realu_ofu_num i NUMERAL u_0 i i b_s_ i i a_ i i vectoru_angle x y i realu_ofu_num i NUMERAL u_0 i i a_ i i vectoru_angle x y pi i i a_ i sin i i vectoru_angle x y i realu_ofu_num i NUMERAL u_0 i i i hasu_complexu_derivative i i o Cx i i o f Re i Cx fi_ i i within i at i Cx a real0 i i i hasu_realu_derivative f fi_ i atreal a i i d_ i vector i i CONS x i i CONS y i i CONS z NIL i NUMERAL i BIT0 i BIT1 u_0 y i i i COND i i a_ y i realu_ofu_num i NUMERAL u_0 i realu_ofu_num i NUMERAL i BIT1 u_0 i realu_ofu_num i NUMERAL u_0 i i rpow i realu_ofu_num i NUMERAL u_0 y i i continuous i i o lift i i o f drop i i within i at i lift x i i IMAGE lift s0 i i realu_continuous f i i within i atreal x s0 i i s_b_ i i IN a i openu_segment i i c_ c d i i IN b i openu_segment i i c_ c d i i SUBSET i closedu_segment i i CONS i i c_ a b NIL i openu_segment i i c_ c d i i a_ i closedu_segment i i CONS i i c_ a b NIL i closedu_segment i i CONS i i c_ c d NIL i i a_ i i INSERT a i i INSERT b EMPTY i i INSERT c i i INSERT d EMPTY i i i i dihV i i vectoru_add a w0 i i vectoru_add a w1 i i vectoru_add a w2 i i vectoru_add a w3 i i i i dihV w0 w1 w2 w3 i i i i azim i i vectoru_add a v i i vectoru_add a w i i vectoru_add a w1 i i vectoru_add a w2 i i i i azim v w w1 w2 i i i COND i i a_ n i NUMERAL u_0 h i i EL i i m_ n i NUMERAL i BIT1 u_0 t i i EL n i i CONS h t i i s_b_ i i realu_le i realu_ofu_num i NUMERAL u_0 x i i realu_lt x i realu_ofu_num i NUMERAL i BIT1 u_0 i i a_ i frac x x i i s_b_ i i realu_le i realu_ofu_num i NUMERAL u_0 x i i realu_lt x i realu_ofu_num i NUMERAL i BIT1 u_0 i i a_ i floor x i realu_ofu_num i NUMERAL u_0 i i i COND i evenperm p i realu_ofu_num i NUMERAL i BIT1 u_0 i realu_neg i realu_ofu_num i NUMERAL i BIT1 u_0 i sign p i i i COND i i a_ m i NUMERAL u_0 i f i NUMERAL u_0 i realu_ofu_num i NUMERAL i BIT1 u_0 i i product i i o_o_ m i NUMERAL u_0 f i i complexu_mul i Cx i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i i complexu_mul i csin z i ccos z i csin i i complexu_mul i Cx i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 z i i i COND i i naddu_eq x i naddu_ofu_num i NUMERAL u_0 i naddu_ofu_num i NUMERAL u_0 i mku_nadd i naddu_rinv x i naddu_inv x i i realu_div i sqrt i realu_ofu_num i NUMERAL i BIT1 i BIT1 u_0 i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i cos i i realu_div pi i realu_ofu_num i NUMERAL i BIT0 i BIT1 i BIT1 u_0 i complex i i c_ i i realu_add i Re w i Re z i i realu_add i Im w i Im z i i vectoru_add w z i i d_ i vector i i CONS x i i CONS y i i CONS z NIL i NUMERAL i BIT1 u_0 x i w_ i i a_ i content i closedu_interval i i CONS i i c_ a b NIL i realu_ofu_num i NUMERAL u_0 i i realu_lt i realu_ofu_num i NUMERAL u_0 i content i closedu_interval i i CONS i i c_ a b NIL i i i COND i i a_ a b EMPTY i i hull affine i i INSERT a i i INSERT b EMPTY i i hull affine i openu_segment i i c_ a b i realu_abs i i realu_sub i i d_ x i NUMERAL i BIT1 u_0 i i d_ y i NUMERAL i BIT1 u_0 i distance i i c_ x y i i s_b_ i i a_ x i realu_ofu_num i NUMERAL u_0 i w_ i i a_ y i realu_ofu_num i NUMERAL u_0 i i a_ i i rpow x y i realu_ofu_num i NUMERAL u_0 i i s_b_ i i a_ x i Cx i realu_ofu_num i NUMERAL u_0 i w_ i i a_ n i NUMERAL u_0 i i a_ i i complexu_pow x n i Cx i realu_ofu_num i NUMERAL u_0 i i DIFF i closedu_realu_segment i i CONS i i c_ a b NIL i i INSERT a i i INSERT b EMPTY i openu_realu_segment i i c_ a b i i DIFF i closedu_segment i i CONS i i c_ a b NIL i i INSERT a i i INSERT b EMPTY i openu_segment i i c_ a b i i DIFF i closedu_interval i i CONS i i c_ a b NIL i i INSERT a i i INSERT b EMPTY i openu_interval i i c_ a b i i DIFF i closedu_realu_interval i i CONS i i c_ a b NIL i i INSERT a i i INSERT b EMPTY i openu_realu_interval i i c_ a b i i t_ i BIT1 m i i t_ i i EXP i BIT1 m n i i EXP i BIT1 m n i i EXP i BIT1 m i BIT1 n i i t_ i BIT0 m i i t_ i i EXP i BIT0 m n i i EXP i BIT0 m n i i EXP i BIT0 m i BIT1 n i i i COND i i realu_le a b i openu_realu_interval i i c_ a b i openu_realu_interval i i c_ b a i openu_realu_segment i i c_ a b i closedu_interval i i CONS i i c_ i i vectoru_sub x i lift e i i vectoru_add x i lift e NIL i cball i i c_ x e i i t_ i FACT n i i t_ i FACT k i binom i i c_ i i p_ n k k i FACT i i p_ n k i content i closedu_interval i i CONS i i c_ i vec i NUMERAL u_0 i vec i NUMERAL i BIT1 u_0 NIL i realu_ofu_num i NUMERAL i BIT1 u_0 i i i COND i i a_ n i NUMERAL u_0 i intu_ofu_num i NUMERAL i BIT1 u_0 i intu_ofu_num i NUMERAL u_0 i i intu_pow i intu_ofu_num i NUMERAL u_0 n i i i COND i i a_ n i NUMERAL u_0 i realu_ofu_num i NUMERAL i BIT1 u_0 i realu_ofu_num i NUMERAL u_0 i i realu_pow i realu_ofu_num i NUMERAL u_0 n i i i m_m_m_g_ i i o f drop a i i within i at i lift x i i IMAGE lift s0 i i i m_m_m_g_ f a i i within i atreal x s0 i i i m_m_g_ i i o f drop a i i within i at i lift x i i IMAGE lift s0 i i i m_m_g_ f a i i within i atreal x s0 i i s_b_ i i continuousu_on f X i i s_b_ i i SUBSET i i IMAGE f X Y i P f i i i i homotopicu_with P i i c_ X Y f f i angle i i c_ i i vectoru_add a b i i c_ i i vectoru_add a c i i vectoru_add a d i angle i i c_ b i i c_ c d i i i COND i i IN x t i i DIFF s0 t i i INSERT x i i DIFF s0 t i i DIFF i i INSERT x s0 t i i i COND i i IN x t i i UNION s0 t i i INSERT x i i UNION s0 t i i UNION i i INSERT x s0 t i i i COND i i IN x t i i INSERT x i i INTER s0 t i i INTER s0 t i i INTER i i INSERT x s0 t i i i COND i i a_ x y i i DELETE s0 y i i INSERT x i i DELETE s0 y i i DELETE i i INSERT x s0 y i i s_b_ i i realu_lt i realu_ofu_num i NUMERAL u_0 e i i IN y i cball i i c_ x e i i limitu_pointu_of y i ball i i c_ x e i i complexu_div i i vectoru_add z i cnj z i Cx i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i Cx i Re z i i s_b_ i orthogonalu_matrix Q i i a_ i det Q i realu_neg i realu_ofu_num i NUMERAL i BIT1 u_0 i rotoinversionu_matrix Q i i complexu_div i cnj z i i complexu_pow i Cx i vectoru_norm z i NUMERAL i BIT0 i BIT1 u_0 i complexu_inv z i i realu_lt i i realu_pow x i NUMERAL i BIT0 i BIT1 u_0 i realu_ofu_num i NUMERAL i BIT1 u_0 i i realu_lt i realu_abs x i realu_ofu_num i NUMERAL i BIT1 u_0 i i realu_le i i realu_pow x i NUMERAL i BIT0 i BIT1 u_0 i realu_ofu_num i NUMERAL i BIT1 u_0 i i realu_le i realu_abs x i realu_ofu_num i NUMERAL i BIT1 u_0 i i i hasu_vectoru_derivative i i o lift i i o f drop i lift fi_ i at i lift x i i i hasu_realu_derivative f fi_ i atreal x i i i COND i P h i i CONS h i i FILTER P t i i FILTER P t i i FILTER P i i CONS h t i i realu_mul i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i i realu_mul i sin x i cos x i sin i i realu_mul i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 x i i b_s_ i i a_ i Arg z i realu_ofu_num i NUMERAL u_0 i i a_ i Arg z pi i real0 z i i p_ i BIT1 m i i p_ i BIT0 n i BIT0 i BIT0 i i t_ m n i i t_ i BIT1 m i BIT1 n i i i COND i i a_ a b i intu_ofu_num i NUMERAL u_0 i intu_ofu_num i NUMERAL i BIT1 u_0 i affu_dim i i INSERT a i i INSERT b EMPTY i i b_s_ i i a_ x i realu_ofu_num i NUMERAL u_0 i i a_ y i realu_ofu_num i NUMERAL u_0 i i a_ i i realu_mul x y i realu_ofu_num i NUMERAL u_0 i i b_s_ i i a_ x i intu_ofu_num i NUMERAL u_0 i i a_ y i intu_ofu_num i NUMERAL u_0 i i a_ i i intu_mul x y i intu_ofu_num i NUMERAL u_0 i i b_s_ i i a_ a i realu_ofu_num i NUMERAL u_0 i i a_ x i vec i NUMERAL u_0 i i a_ i i r_ a x i vec i NUMERAL u_0 i i s_b_ i i a_ x i intu_ofu_num i NUMERAL u_0 i w_ i i a_ n i NUMERAL u_0 i i a_ i i intu_pow x n i intu_ofu_num i NUMERAL u_0 i i s_b_ i i a_ x i realu_ofu_num i NUMERAL u_0 i w_ i i a_ n i NUMERAL u_0 i i a_ i i realu_pow x n i realu_ofu_num i NUMERAL u_0 i i s_b_ i i a_ m i NUMERAL i BIT1 u_0 i i a_ n i NUMERAL i BIT1 u_0 i i a_ i i t_ m n i NUMERAL i BIT1 u_0 i i s_b_ i i faceu_of e s0 i i a_ i affu_dim e i intu_ofu_num i NUMERAL i BIT1 u_0 i i edgeu_of e s0 i i a_ i i vectoru_angle x y i i realu_div pi i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i i orthogonal x y i i i COND i i a_ a b EMPTY i closedu_segment i i CONS i i c_ a b NIL i closure i openu_segment i i c_ a b i i i COND i i IN x s0 i realu_ofu_num i NUMERAL i BIT1 u_0 i realu_ofu_num i NUMERAL u_0 i drop i i indicator s0 x i i vectoru_add i i complexu_mul i csin w i ccos z i i complexu_mul i ccos w i csin z i csin i i vectoru_add w z i i DIFF i closedu_interval i i CONS i i c_ a b NIL i openu_interval i i c_ a b i frontier i closedu_interval i i CONS i i c_ a b NIL i i realu_add i i realu_mul i sin x i cos y i i realu_mul i cos x i sin y i sin i i realu_add x y i i i COND i i a_ a b i i INSERT a EMPTY i openu_segment i i c_ a b i relativeu_interior i closedu_segment i i CONS i i c_ a b NIL i i vectoru_sub i i complexu_mul i ccos w i ccos z i i complexu_mul i csin w i csin z i ccos i i vectoru_add w z i i s_b_ i i SUBSET s0 i topspace top i i closedu_in top i i DIFF i topspace top s0 i i openu_in top s0 i i realu_add i i realu_mul i cos w i cos z i i realu_mul i sin w i sin z i cos i i realu_sub w z i i s_b_ i i a_ i Re w i Re z i i a_ i Im w i Im z i i a_ w z i i vectoru_sub i i complexu_mul i csin w i ccos z i i complexu_mul i ccos w i csin z i csin i i vectoru_sub w z i i s_b_ i i SUBSET s0 i topspace top i i openu_in top i i DIFF i topspace top s0 i i closedu_in top s0 i i realu_sub i i realu_mul i sin w i cos z i i realu_mul i cos w i sin z i sin i i realu_sub w z i i s_b_ i i a_ i fstcart x i fstcart y i i a_ i sndcart x i sndcart y i i a_ x y i i vectoru_add i i complexu_mul i ccos w i ccos z i i complexu_mul i csin w i csin z i ccos i i vectoru_sub w z i i realu_sub i i realu_mul i cos x i cos y i i realu_mul i sin x i sin y i cos i i realu_add x y i i a_ i content i closedu_interval i i CONS i i c_ a b NIL i realu_ofu_num i NUMERAL u_0 i i realu_le i drop b i drop a i i a_ i content i closedu_interval i i CONS i i c_ a b NIL i realu_ofu_num i NUMERAL u_0 i i a_ i interior i closedu_interval i i CONS i i c_ a b NIL EMPTY i i cross i basis i NUMERAL i BIT0 i BIT1 u_0 i basis i NUMERAL i BIT1 i BIT1 u_0 i basis i NUMERAL i BIT1 u_0 i i complexu_mul i vectoru_neg ii i Cx i i realu_div pi i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i clog i vectoru_neg ii i closedu_interval i i CONS i i c_ i vec i NUMERAL i BIT1 u_0 i vec i NUMERAL u_0 NIL EMPTY i closedu_realu_interval i i CONS i i c_ i realu_ofu_num i NUMERAL i BIT1 u_0 i realu_ofu_num i NUMERAL u_0 NIL EMPTY i i continuous i i o Cx i i o f Re i i within i at i Cx x real0 i i realu_continuous f i atreal x i i realu_mul i i d_ x i NUMERAL i BIT1 u_0 i i d_ y i NUMERAL i BIT1 u_0 i i dot x y i i cross i basis i NUMERAL i BIT1 i BIT1 u_0 i basis i NUMERAL i BIT0 i BIT1 u_0 i vectoru_neg i basis i NUMERAL i BIT1 u_0 i i d_ i vector i i CONS x i i CONS y NIL i NUMERAL i BIT0 i BIT1 u_0 y i i realu_lt i realu_ofu_num i NUMERAL u_0 i i realu_div e i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i i realu_lt i realu_ofu_num i NUMERAL u_0 e i i s_b_ i i realu_lt i realu_ofu_num i NUMERAL u_0 i Arg z i i realu_lt i Arg z pi i i realu_lt i realu_ofu_num i NUMERAL u_0 i Im z i i IMAGE mku_finiteu_sum i i o_o_ i NUMERAL i BIT1 u_0 i i p_ i dimindex UNIV i dimindex UNIV UNIV i i i COND i i a_ x i vec i NUMERAL u_0 i NUMERAL u_0 i NUMERAL i BIT1 u_0 i dim i i INSERT x EMPTY i i i COND i i a_ m i NUMERAL u_0 i f i NUMERAL u_0 i vec i NUMERAL u_0 i i vsum i i o_o_ m i NUMERAL u_0 f i i i COND i i a_ m i NUMERAL u_0 i f i NUMERAL u_0 i realu_ofu_num i NUMERAL u_0 i i sum i i o_o_ m i NUMERAL u_0 f i i realu_mul i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i i realu_mul i Re z i Im z i Im i i complexu_pow z i NUMERAL i BIT0 i BIT1 u_0 i i realu_sub i i d_ i i d_ A i0 j i i d_ i i d_ B i0 j i i d_ i i d_ i i matrixu_sub A B i0 j i i b_s_ i i l_ n m i i s_b_ i i l_a_ p m i i l_a_ n q i i SUBSET i i o_o_ m n i i o_o_ p q i i realu_add i i d_ i i d_ A i0 j i i d_ i i d_ B i0 j i i d_ i i d_ i i matrixu_add A B i0 j i measure i conv0 i i INSERT v0 i i INSERT v1 i i INSERT v2 i i INSERT v3 EMPTY i i i i volu_conv v0 v1 v2 v3 i i s_b_ i i a_ c1 c2 i i s_b_ i i a_ i1 i2 i i a_ r1 r2 i i a_ i i i CONSTR c1 i1 r1 i i i CONSTR c2 i2 r2 i i b_s_ i i a_ x y i i b_s_ i i R x y i i R y x i i i RSC R x y i i a_ i i IN x i i DELETE s0 xi_ i i IN xi_ i i DELETE s0 x i i a_ i i IN x s0 i i IN xi_ s0 i i i COND i i a_ k i0 j i i i COND i i a_ k j i0 k i i swap i i c_ i0 j k i i vectoru_sub i i r_ i i dot x z y i i r_ i i dot x y z i i cross x i i cross y z i i s_b_ i i l_a_ m i i p_ n p i i l_a_ n i i p_ m p i i l_a_ i dist i i c_ m n p i i i hasu_integral i i o lift i i o f drop i lift y i i IMAGE lift s0 i i i hasu_realu_integral f y s0 i i between i i vectoru_add a x i i c_ i i vectoru_add a y i i vectoru_add a z i i between x i i c_ y z i i IN i vectoru_neg x i closedu_interval i i CONS i i c_ i vectoru_neg b i vectoru_neg a NIL i i IN x i closedu_interval i i CONS i i c_ a b NIL i i s_b_ i orthogonalu_matrix Q i i a_ i det Q i realu_ofu_num i NUMERAL i BIT1 u_0 i rotationu_matrix Q i i i COND i i a_ m i NUMERAL u_0 i i INSERT i NUMERAL u_0 EMPTY EMPTY i i o_o_ m i NUMERAL u_0 i i b_s_ i affineu_dependent s0 i i IN i vec i NUMERAL u_0 i i hull affine s0 i dependent s0 i i s_b_ i w_ i i a_ s0 EMPTY i i s_b_ i convex s0 i conic s0 i convexu_cone s0 i i s_b_ i i a_a_g_ c i P x i i a_a_g_ i w_ c i P y i P i i i COND c x y i i realu_div i realu_ofu_num i NUMERAL i BIT1 u_0 i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i sin i i realu_div pi i realu_ofu_num i NUMERAL i BIT0 i BIT1 i BIT1 u_0 i i cross i basis i NUMERAL i BIT1 u_0 i basis i NUMERAL i BIT1 i BIT1 u_0 i vectoru_neg i basis i NUMERAL i BIT0 i BIT1 u_0 i i cross i basis i NUMERAL i BIT0 i BIT1 u_0 i basis i NUMERAL i BIT1 u_0 i vectoru_neg i basis i NUMERAL i BIT1 i BIT1 u_0 i cos i i realu_sub i i realu_div pi i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 x i sin x i sin i i realu_sub i i realu_div pi i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 x i cos x i tan i i realu_sub i i realu_div pi i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 x i realu_inv i tan x i trivialu_limit i i within i at i Cx x i i INTER real0 i i IMAGE Cx s0 i trivialu_limit i i within i atreal x s0 i measure i cball i i c_ i vec i NUMERAL u_0 i realu_ofu_num i NUMERAL i BIT1 u_0 pi i i i COND i i a_ i FST h a i SND h i i ASSOC a t i i ASSOC a i i CONS h t i i d_ i vector i i CONS x i i CONS y NIL i NUMERAL i BIT1 u_0 x i i complexu_mul i Cx i exp r i complex i i c_ i cos t i sin t i cexp i complex i i c_ r t i i realu_mul i vectoru_norm x i i realu_mul i vectoru_norm y i cos i i vectoru_angle x y i i dot x y i i s_b_ i i l_ n m i w_ i i a_ i ODD m i ODD n i ODD i i m_ m n i collinear i i INSERT i vec i NUMERAL u_0 i i INSERT x i i INSERT y EMPTY i i a_ i i cross x y i vec i NUMERAL u_0 i i s_b_ i i a_ m i NUMERAL u_0 i w_ i i a_ n i NUMERAL u_0 i i a_ i i EXP m n i NUMERAL u_0 i i realu_mul i vectoru_norm x i i realu_mul i vectoru_norm y i sin i i vectoru_angle x y i vectoru_norm i i cross x y i openu_interval i i c_ i i vectoru_sub x i lift e i i vectoru_add x i lift e i ball i i c_ x e i i UNION i openu_segment i i c_ a b i i INSERT a i i INSERT b EMPTY i closedu_segment i i CONS i i c_ a b NIL i i IMAGE lift i closedu_realu_segment i i CONS i i c_ i drop a i drop b NIL i closedu_segment i i CONS i i c_ a b NIL i i b_s_ i w_ i i a_ x i NUMERAL u_0 i i a_ n i NUMERAL u_0 i i l_ i NUMERAL u_0 i i EXP x n i i b_s_ i i a_ x i NUMERAL i BIT1 u_0 i i a_ n i NUMERAL u_0 i i a_ i i EXP x n i NUMERAL i BIT1 u_0 i i IMAGE drop i closedu_segment i i CONS i i c_ i lift a i lift b NIL i closedu_realu_segment i i CONS i i c_ a b NIL i i i COND i EVEN n i i complexu_pow x n i vectoru_neg i i complexu_pow x n i i complexu_pow i vectoru_neg x n i i p_ i binom i i c_ n i SUC k i binom i i c_ n k i binom i i c_ i SUC n i SUC k i i i COND i EVEN n i i intu_pow x n i intu_neg i i intu_pow x n i i intu_pow i intu_neg x n i i i COND i EVEN n i i realu_pow x n i realu_neg i i realu_pow x n i i realu_pow i realu_neg x n i i a_ s0 i i INSERT i closedu_interval i i CONS i i c_ a a NIL EMPTY i i divisionu_of s0 i closedu_interval i i CONS i i c_ a a NIL i i vectoru_add x i i complexu_mul i Cx i realu_neg i realu_ofu_num i NUMERAL i BIT1 u_0 y i i vectoru_sub x y i i a_ i vectoru_norm i i vectoru_add x y i i realu_add i vectoru_norm x i vectoru_norm y i i a_ i i r_ i vectoru_norm x y i i r_ i vectoru_norm y x i i r_ i realu_inv i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i i vectoru_add a b i midpoint i i c_ a b i i complexu_mul i i complexu_pow i vectoru_neg i Cx i realu_ofu_num i NUMERAL i BIT1 u_0 n z i i rotate2d i i realu_mul i realu_ofu_num n pi z i i complexu_mul ii i Cx i i realu_div pi i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i clog ii i i i m_m_g_ i i o f Re a i i within i at i Cx x real0 i i i m_m_g_ f a i atreal x i i i COND i i a_ n i NUMERAL u_0 i NUMERAL i BIT1 u_0 i NUMERAL u_0 i i EXP i NUMERAL u_0 n i i i COND i i a_ m i NUMERAL u_0 i f i NUMERAL u_0 i NUMERAL u_0 i i nsum i i o_o_ m i NUMERAL u_0 f i i dropout i NUMERAL i BIT1 i BIT1 u_0 i basis i NUMERAL i BIT0 i BIT1 u_0 i basis i NUMERAL i BIT0 i BIT1 u_0 i i cross i basis i NUMERAL i BIT1 i BIT1 u_0 i basis i NUMERAL i BIT1 u_0 i basis i NUMERAL i BIT0 i BIT1 u_0 i i cross i basis i NUMERAL i BIT1 u_0 i basis i NUMERAL i BIT0 i BIT1 u_0 i basis i NUMERAL i BIT1 i BIT1 u_0 i i i f h1 i HD l2 i i i i ITLIST2 f t1 i TL l2 b i i i i ITLIST2 f i i CONS h1 t1 l2 b i i IMAGE drop i closedu_interval i i CONS i i c_ i lift a i lift b NIL i closedu_realu_interval i i CONS i i c_ a b NIL i i IMAGE lift i closedu_realu_interval i i CONS i i c_ i drop a i drop b NIL i closedu_interval i i CONS i i c_ a b NIL i i dropout i NUMERAL i BIT1 i BIT1 u_0 i basis i NUMERAL i BIT1 i BIT1 u_0 i vec i NUMERAL u_0 i sin i i realu_add x i i realu_mul i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 pi i sin x i cos i i realu_add x i i realu_mul i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 pi i cos x i i a_ i i MOD n i NUMERAL i BIT0 i BIT1 u_0 i NUMERAL i BIT1 u_0 i ODD n i i CONS i i f h1 i HD l i i i MAP2 f t1 i TL l i i i MAP2 f i i CONS h1 t1 l i i s_b_ i i IN x s0 i w_ i i a_ i f x i neutral op i i IN x i i i support op f s0 i i i arcV i i vectoru_add a b i i vectoru_add a c i i vectoru_add a d i i i arcV b c d i i i COND i i l_ m k i i o_o_ k n i i o_o_ m n i i INTER i from k i i o_o_ m n i i matrixu_vectoru_mul i transp A i i cross i i matrixu_vectoru_mul A x i i matrixu_vectoru_mul A y i i r_ i det A i i cross x y i i equiintegrableu_on i i INSERT f EMPTY i closedu_interval i i CONS i i c_ a b NIL i i integrableu_on f i closedu_interval i i CONS i i c_ a b NIL i i i homotopicu_loops s0 i linepath i i c_ a a i linepath i i c_ b b i i i pathu_component s0 a b i i i i dihV i vec i NUMERAL u_0 i vectoru_neg v1 i vectoru_neg v2 i vectoru_neg v3 i i i i dihV i vec i NUMERAL u_0 v1 v2 v3 i i a_ i realu_sgn x i realu_ofu_int i intu_neg i intu_ofu_num i NUMERAL i BIT1 u_0 i i realu_lt x i realu_ofu_int i intu_ofu_num i NUMERAL u_0 i w_ i i IN i0 i i o_o_ i NUMERAL i BIT1 u_0 i dimindex UNIV i i a_ i basis i0 i vec i NUMERAL u_0 i i a_ i i matrixu_mul A i transp A i mat i NUMERAL i BIT1 u_0 i orthogonalu_matrix A i i s_b_ i real0 z i i realu_lt i Re z i realu_ofu_num i NUMERAL u_0 i i a_ i Arg z pi i i s_b_ i simpleu_path g i w_ i i a_ i pathfinish g i pathstart g i arc g i i vectoru_add i Cx i Re z i i complexu_mul ii i Cx i Im z z i i continuous i i o lift i i o f drop i at i lift x i i realu_continuous f i atreal x i i s_b_ i real0 z i i realu_le i realu_ofu_num i NUMERAL u_0 i Re z i i a_ i Arg z i realu_ofu_num i NUMERAL u_0 i i INSERT i vec i NUMERAL u_0 i i hull conic i i hull convex s0 i i hull convexu_cone s0 i i DIFF i i DIFF UNIV i interior s0 i interior i i DIFF UNIV s0 i frontier s0 i i i COND i i l_a_ n m i BIT1 i i m_ m n u_0 i i m_ i BIT1 m i BIT0 n i complex i i c_ i realu_ofu_num i NUMERAL u_0 i realu_ofu_num i NUMERAL i BIT1 u_0 ii i i i COND i i realu_le i realu_ofu_num i NUMERAL u_0 x x i realu_neg x i realu_abs x i i absolutelyu_integrableu_on i i o lift i i o f drop i i IMAGE lift s0 i i absolutelyu_realu_integrableu_on f s0 i i integrableu_on i i o lift i i o f drop i i IMAGE lift s0 i i realu_integrableu_on f s0 i i i subpath i vec i NUMERAL i BIT1 u_0 i vec i NUMERAL u_0 g i reversepath g i i rotate2d i i realu_div pi i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 z i i complexu_mul ii z i i realu_le i realu_ofu_num i NUMERAL u_0 i Re i i complexu_mul a i cnj b i i realu_le i realu_ofu_num i NUMERAL u_0 i Re i i complexu_div a b i i realu_lt i realu_ofu_num i NUMERAL u_0 i Im i i complexu_mul a i cnj b i i realu_lt i realu_ofu_num i NUMERAL u_0 i Im i i complexu_div a b i i realu_le i realu_ofu_num i NUMERAL u_0 i Im i i complexu_mul a i cnj b i i realu_le i realu_ofu_num i NUMERAL u_0 i Im i i complexu_div a b i i s_b_ i i IN x s0 i w_ i i a_ x i CHOICE s0 i i IN x i REST s0 i i realu_lt i realu_ofu_num i NUMERAL u_0 i Re i i complexu_mul a i cnj b i i realu_lt i realu_ofu_num i NUMERAL u_0 i Re i i complexu_div a b i i vectoru_variation i i IMAGE lift s0 i i o lift i i o f drop i i realu_variation s0 f i i s_b_ i i a_ m i NUMERAL u_0 i i a_ n i NUMERAL u_0 i i a_ i i p_ m n i NUMERAL u_0 i i realu_le i Im i i complexu_mul a i cnj b i realu_ofu_num i NUMERAL u_0 i i realu_le i Im i i complexu_div a b i realu_ofu_num i NUMERAL u_0 i i realu_lt i Re i i complexu_mul a i cnj b i realu_ofu_num i NUMERAL u_0 i i realu_lt i Re i i complexu_div a b i realu_ofu_num i NUMERAL u_0 i i a_ i Re i i complexu_mul a i cnj b i realu_ofu_num i NUMERAL u_0 i i a_ i Re i i complexu_div a b i realu_ofu_num i NUMERAL u_0 i i b_s_ i i a_ m i NUMERAL u_0 i i a_ n i NUMERAL u_0 i i a_ i i t_ m n i NUMERAL u_0 i i realu_le i Re i i complexu_mul a i cnj b i realu_ofu_num i NUMERAL u_0 i i realu_le i Re i i complexu_div a b i realu_ofu_num i NUMERAL u_0 i i realu_lt i Im i i complexu_mul a i cnj b i realu_ofu_num i NUMERAL u_0 i i realu_lt i Im i i complexu_div a b i realu_ofu_num i NUMERAL u_0 i i a_ i Im i i complexu_mul a i cnj b i realu_ofu_num i NUMERAL u_0 i i a_ i Im i i complexu_div a b i realu_ofu_num i NUMERAL u_0 i i b_s_ i i l_a_ m n i i a_ i EVEN m i EVEN n i EVEN i i m_ m n i i s_b_ i i SUBSET s0 i span t i i SUBSET t i span s0 i i a_ i span s0 i span t i i t_ i i EXP i BIT1 m n i i EXP i BIT1 m n i i EXP i BIT1 m i BIT0 n i i t_ i i EXP i BIT0 m n i i EXP i BIT0 m n i i EXP i BIT0 m i BIT0 n i i continuousu_on i i o lift i i o f drop i i IMAGE lift s0 i i realu_continuousu_on f s0 i i uniformlyu_continuousu_on i i o lift i i o f drop i i IMAGE lift s0 i i realu_uniformlyu_continuousu_on f s0 i w_ i i a_ i closedu_interval i i CONS i i c_ a b NIL EMPTY i i realu_le i drop a i drop b i i hasu_boundedu_variationu_on i i o lift i i o f drop i i IMAGE lift s0 i i hasu_boundedu_realu_variationu_on f s0 i i measurableu_on i i o Cx i i o f drop i i IMAGE lift s0 i i realu_measurableu_on f s0 i i s_b_ i i l_ i NUMERAL u_0 m i i l_ i NUMERAL u_0 n i i l_ i NUMERAL u_0 i i t_ m n i i IN i midpoint i i c_ a b i openu_segment i i c_ a b i w_ i i a_ a b i i realu_add x i i realu_mul i realu_neg i realu_ofu_num i NUMERAL i BIT1 u_0 y i i realu_sub x y i i measurableu_on i i o lift i i o f drop i i IMAGE lift s0 i i realu_measurableu_on f s0 i i IN v i cball i i c_ i Cx i realu_ofu_num i NUMERAL u_0 r i i realu_le i vectoru_norm v r i w_ i i a_ i closedu_realu_interval i i CONS i i c_ a b NIL EMPTY i i realu_le a b i i IN v i ball i i c_ i Cx i realu_ofu_num i NUMERAL u_0 r i i realu_lt i vectoru_norm v r i i vsum i i o_o_ i NUMERAL i BIT1 u_0 i NUMERAL i BIT1 u_0 f i f i NUMERAL i BIT1 u_0 i tan i i realu_div pi i realu_ofu_num i NUMERAL i BIT0 i BIT0 i BIT1 u_0 i realu_ofu_num i NUMERAL i BIT1 u_0 i i dropout i NUMERAL i BIT1 i BIT1 u_0 i basis i NUMERAL i BIT1 u_0 i basis i NUMERAL i BIT1 u_0 i i product i i o_o_ i NUMERAL i BIT1 u_0 i NUMERAL i BIT1 u_0 f i f i NUMERAL i BIT1 u_0 i i sum i i o_o_ i NUMERAL i BIT1 u_0 i NUMERAL i BIT1 u_0 f i f i NUMERAL i BIT1 u_0 i i i COND i i intu_le i intu_ofu_num i NUMERAL u_0 x x i intu_neg x i intu_abs x i vectoru_neg i Cx i i realu_div pi i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i casn i vectoru_neg i Cx i realu_ofu_num i NUMERAL i BIT1 u_0 i i a_ i i MOD n i NUMERAL i BIT0 i BIT1 u_0 i NUMERAL u_0 i EVEN n i i a_ i i matrixu_mul i transp Q Q i mat i NUMERAL i BIT1 u_0 i orthogonalu_matrix Q i i rotate2d i i realu_mul i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 pi z z i i i subpath i vec i NUMERAL u_0 i vec i NUMERAL i BIT1 u_0 g g i closedu_interval i i CONS i i c_ i vectoru_neg i lift e i lift e NIL i cball i i c_ i vec i NUMERAL u_0 e i i o i swap i i c_ a b i swap i i c_ a b I i i a_ i i realu_pow i sqrt x i NUMERAL i BIT0 i BIT1 u_0 x i i realu_le i realu_ofu_num i NUMERAL u_0 x i i d_ i i d_ A i NUMERAL i BIT1 u_0 i NUMERAL i BIT1 u_0 i det A i i i COND i i a_ t NIL NIL i i CONS h i BUTLAST t i BUTLAST i i CONS h t i i CONS i i c_ h1 i HD l2 i i ZIP t1 i TL l2 i i ZIP i i CONS h1 t1 l2 i coplanar i i INSERT i vec i NUMERAL u_0 i i INSERT i vectoru_neg x s0 i coplanar i i INSERT i vec i NUMERAL u_0 i i INSERT x s0 i i i hasu_realu_integral f y i closedu_realu_interval i i CONS i i c_ a b NIL i i i hasu_realu_integral f y i openu_realu_interval i i c_ a b i i i i dihV i vectoru_neg v0 i vectoru_neg v1 i vectoru_neg v2 i vectoru_neg v3 i i i i dihV v0 v1 v2 v3 i i a_ i cos i i vectoru_angle u v i cos i i vectoru_angle x y i i a_ i i vectoru_angle u v i i vectoru_angle x y i i i hasu_integral f y i closedu_interval i i CONS i i c_ a b NIL i i i hasu_integral f y i openu_interval i i c_ a b i i INJP i INJN i SUC c i i INJP i INJA i0 i INJF r i i i ZCONSTR c i0 r i i a_ i i hull P i i INSERT a s0 i i hull P s0 i i IN a i i hull P s0 i i DIFF i i i support op f s0 i i i support op f t i i i support op f i i DIFF s0 t i i INTER i i i support op f s0 i i i support op f t i i i support op f i i INTER s0 t i i UNION i i i support op f s0 i i i support op f t i i i support op f i i UNION s0 t i i UNION i ball i i c_ a r i ball i i c_ a s0 i ball i i c_ a i i realu_max r s0 i i INTER i ball i i c_ a r i ball i i c_ a s0 i ball i i c_ a i i realu_min r s0 i i s_b_ i i integrableu_on f s0 i i a_ i i integral s0 f i0 i i i hasu_integral f i0 s0 i i s_b_ i i i INJ f s0 t i i i SURJ f s0 t i i i BIJ f s0 t i i hull P i i UNION i i hull P s0 i i hull P t i i hull P i i UNION s0 t i i IN x i i hull convex i i INSERT a i i INSERT b EMPTY i i between x i i c_ a b i det i vector i i CONS x i i CONS y i i CONS z NIL i i dot x i i cross y z i i s_b_ i i realu_integrableu_on f s0 i i a_ i i realu_integral s0 f i0 i i i hasu_realu_integral f i0 s0 i i s_b_ i i a_ x i vec n i i a_ y i vec n i i a_ i i pastecart x y i vec n i i s_b_ i l i i c_ x y i w_ i i a_ x y i i less l i i c_ x y i i IN i vectoru_neg x i openu_interval i i c_ i vectoru_neg b i vectoru_neg a i i IN x i openu_interval i i c_ a b i i s_b_ i i i kle n x y i i i kle n y x i i a_ x y i i a_ i complexu_inv x i Cx i realu_ofu_num i NUMERAL i BIT1 u_0 i i a_ x i Cx i realu_ofu_num i NUMERAL i BIT1 u_0 i i a_ i realu_sgn x i realu_ofu_int i intu_ofu_num i NUMERAL i BIT1 u_0 i i realu_gt x i realu_ofu_int i intu_ofu_num i NUMERAL u_0 i i a_ i i dot x x i realu_ofu_num i NUMERAL i BIT1 u_0 i i a_ i vectoru_norm x i realu_ofu_num i NUMERAL i BIT1 u_0 i i i m_m_g_ i i o f drop a i at i lift x i i i m_m_g_ f a i atreal x i i i m_m_m_g_ i i o f drop a i at i lift x i i i m_m_m_g_ f a i atreal x i i a_ i affu_dim s0 i intu_neg i intu_ofu_num i NUMERAL i BIT1 u_0 i i a_ s0 EMPTY i i IMAGE drop i openu_interval i i c_ i lift a i lift b i openu_realu_interval i i c_ a b i i i COND i i a_ n u_0 u_0 i BIT1 i PRE n i PRE i BIT0 n i complex i i c_ i realu_neg i Re z i realu_neg i Im z i vectoru_neg z i i IMAGE lift i openu_realu_interval i i c_ i drop a i drop b i openu_interval i i c_ a b i i s_b_ i i ALL i r h t i i PAIRWISE r t i i PAIRWISE r i i CONS h t i i complexu_mul i Cx i realu_neg i realu_ofu_num i NUMERAL i BIT1 u_0 x i vectoru_neg x i i complexu_mul i vectoru_neg i Cx i realu_ofu_num i NUMERAL i BIT1 u_0 x i vectoru_neg x i i d_ i vector i i CONS x NIL i NUMERAL i BIT1 u_0 x i i p_ i BIT0 n i BIT0 i BIT0 i i t_ m n i i t_ i BIT1 m i BIT0 n i i p_ i BIT0 m i BIT0 i BIT0 i i t_ m n i i t_ i BIT0 m i BIT1 n i i a_ i i rotate2d t z i Cx i realu_ofu_num i NUMERAL u_0 i i a_ z i Cx i realu_ofu_num i NUMERAL u_0 i i IMAGE lift i openu_realu_segment i i c_ i drop a i drop b i openu_segment i i c_ a b i i intu_ge x i i intu_add y i intu_ofu_num i NUMERAL i BIT1 u_0 i i intu_gt x y i i s_b_ i EVEN m i w_ i i a_ n i NUMERAL u_0 i EVEN i i EXP m n i i IMAGE drop i openu_segment i i c_ i lift a i lift b i openu_realu_segment i i c_ a b i i a_ i i cpow w z i Cx i realu_ofu_num i NUMERAL u_0 i i a_ w i Cx i realu_ofu_num i NUMERAL u_0 i i hull affine i closedu_segment i i CONS i i c_ a b NIL i i hull affine i i INSERT a i i INSERT b EMPTY i i a_ i cball i i c_ x e i i INSERT x EMPTY i i a_ e i realu_ofu_num i NUMERAL u_0 i i realu_lt i realu_ofu_num i NUMERAL u_0 i distance i i c_ x y i w_ i i a_ x y i i s_b_ i i intu_le x y i w_ i i a_ x y i i intu_lt x y i i s_b_ i i l_a_u_c s0 t i w_ i i l_a_u_c t s0 i i l_u_c s0 t i i s_b_ i i l_a_u_c s0 t i w_ i i a_u_c s0 t i i l_u_c s0 t i i s_b_ i i l_a_ m n i w_ i i a_ m n i i l_ m n i i s_b_ i i realu_le x y i w_ i i a_ x y i i realu_lt x y i i s_b_ i i SUBSET s0 t i w_ i i a_ s0 t i i PSUBSET s0 t i i integral i closedu_interval i i CONS i i c_ a a NIL f i vec i NUMERAL u_0 i i realu_integral i closedu_realu_interval i i CONS i i c_ a a NIL f i realu_ofu_num i NUMERAL u_0 i i s_b_ i i realu_le i realu_neg k x i i realu_le x k i i realu_le i realu_abs x k i i b_s_ i i a_ m i SUC n i i l_a_ m n i i l_a_ m i SUC n i i a_ i i vectoru_add x y i Cx i realu_ofu_num i NUMERAL u_0 i i a_ y i vectoru_neg x i i i m_m_g_ f i f x i i within i at x s0 i i continuous f i i within i at x s0 i i i COND i i a_ l NIL i HD m i HD l i HD i i APPEND l m i i b_s_ i i a_ x i realu_ofu_num i NUMERAL u_0 i real0 z i real0 i i complexu_mul i Cx x z i i IMAGE i scale t i i normball i vec i NUMERAL u_0 r i i ellipsoid t r i i i COND i i a_ q NIL i LAST p i LAST q i LAST i i APPEND p q i i a_ i i vectoru_add x y i Cx i realu_ofu_num i NUMERAL u_0 i i a_ x i vectoru_neg y i setdist i i c_ i i INSERT x EMPTY i i INSERT y EMPTY i distance i i c_ x y i i realu_mul i exp i i realu_add x y i exp i realu_neg x i exp y i i IN x i ball i i c_ i vec i NUMERAL u_0 e i i realu_lt i vectoru_norm x e i i s_b_ i i intu_le i intu_neg k x i i intu_le x k i i intu_le i intu_abs x k i i s_b_ i i intu_lt i intu_neg k x i i intu_lt x k i i intu_lt i intu_abs x k i i IN x i cball i i c_ i vec i NUMERAL u_0 e i i realu_le i vectoru_norm x e i i s_b_ i i realu_lt i realu_neg k x i i realu_lt x k i i realu_lt i realu_abs x k i i intu_le i i intu_add x i intu_ofu_num i NUMERAL i BIT1 u_0 y i i intu_lt x y i i a_ i closedu_realu_interval i i CONS i i c_ a b NIL EMPTY i i realu_lt b a i sin i i realu_div pi i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i realu_ofu_num i NUMERAL i BIT1 u_0 i i a_ i distance i i c_ x y i realu_ofu_num i NUMERAL u_0 i i a_ x y i i realu_le i distance i i c_ x y i realu_ofu_num i NUMERAL u_0 i i a_ x y i i complexu_mul i cexp i i vectoru_add w z i cexp i vectoru_neg z i cexp w i i a_ i i vectoru_sub x y i Cx i realu_ofu_num i NUMERAL u_0 i i a_ x y i Cx i i realu_div pi i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i casn i Cx i realu_ofu_num i NUMERAL i BIT1 u_0 i Cx i i realu_div pi i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i cacs i Cx i realu_ofu_num i NUMERAL u_0 i i realu_div pi i realu_ofu_num i NUMERAL i BIT0 i BIT0 i BIT1 u_0 i atn i realu_ofu_num i NUMERAL i BIT1 u_0 i realu_neg i i realu_div pi i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i asn i realu_neg i realu_ofu_num i NUMERAL i BIT1 u_0 i i IMAGE finiteu_index i i o_o_ i NUMERAL i BIT1 u_0 i dimindex UNIV UNIV i i i COND b i i d_ x i0 i i d_ y i0 i i d_ i i i COND b x y i0 i cos i i realu_div pi i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i realu_ofu_num i NUMERAL u_0 i i a_ i sin i i realu_mul n pi i realu_ofu_num i NUMERAL u_0 i integer n i i a_ i realu_sgn x i realu_neg i realu_ofu_num i NUMERAL i BIT1 u_0 i i realu_lt x i realu_ofu_num i NUMERAL u_0 i trivialu_limit i i within i at i lift x i i IMAGE lift s0 i trivialu_limit i i within i atreal x s0 i angle i i c_ x i i c_ i vec i NUMERAL u_0 y i i vectoru_angle x y i i s_b_ i i i netord n x y i i IN x s0 i i i netord i i within n s0 x y i i i i i frustum v0 v1 i realu_ofu_num i NUMERAL u_0 h a i i i i frustt v0 v1 h a i i INTER i i normball v0 r i i i rconeu_gt v0 v1 a i i i i conicu_cap v0 v1 r a i i i m_m_m_g_ f i f x i i within i at x s0 i i realu_continuous f i i within i at x s0 i distance i i c_ i i pastecart x y i i pastecart x yi_ i distance i i c_ y yi_ i distance i i c_ i i pastecart x y i i pastecart xi_ y i distance i i c_ x xi_ i distance i i c_ i i r_ c x i i r_ c y i i realu_mul i realu_abs c i distance i i c_ x y i dist i i c_ i i p_ m n i i p_ m p i dist i i c_ n p i i integrableu_on f i closedu_interval i i CONS i i c_ a b NIL i i integrableu_on f i openu_interval i i c_ a b i i s_b_ i i IN x s0 i w_ i i a_ x y i i IN x i i DELETE s0 y i i s_b_ i i IN x s0 i w_ i i IN x t i i IN x i i DIFF s0 t i i IMAGE f i i i support op i i o g f s0 i i i support op g i i IMAGE f s0 i i realu_integrableu_on f i closedu_realu_interval i i CONS i i c_ a b NIL i i realu_integrableu_on f i openu_realu_interval i i c_ a b i dist i i c_ i i p_ m p i i p_ n p i dist i i c_ m n i i IMAGE g i closedu_segment i i CONS i i c_ u v NIL i pathu_image i i i subpath u v g i i i m_m_m_g_ f i f x i i within i atreal x s0 i i realu_continuous f i i within i atreal x s0 i dist i i c_ i i t_ m n i i t_ m p i i t_ m i dist i i c_ n p i i s_b_ i w_ i i IN x s0 i i SUBSET s0 t i i SUBSET s0 i i DELETE t x i i b_s_ i i R a0 a1 i i i SC R a1 a0 i i i SC R a0 a1 i i i a_a_ i intu_ofu_num x i intu_ofu_num y i intu_mod i intu_ofu_num n i i i a_a_ x y i numu_mod n i dist i i c_ i i t_ m p i i t_ n p i i t_ i dist i i c_ m n p i i i m_m_g_ f i f x i i within i atreal x s0 i i continuous f i i within i atreal x s0 i i IN x i closedu_segment i i CONS i i c_ a b NIL i i between x i i c_ a b i i s_b_ i i DISJOINT s0 t i w_ i i IN x t i i DISJOINT i i INSERT x s0 t i i s_b_ i i b_s_ i w_ b t1 i i b_s_ b t2 i i i COND b t1 t2 i i integral i closedu_interval i i CONS i i c_ a b NIL f i i integral i openu_interval i i c_ a b f i i realu_integral i closedu_realu_interval i i CONS i i c_ a b NIL f i i realu_integral i openu_realu_interval i i c_ a b f i w_ i i a_ z i Cx i realu_ofu_num i NUMERAL u_0 i i realu_lt i realu_ofu_num i NUMERAL u_0 i vectoru_norm z i i a_ n i intu_neg i intu_ofu_num i NUMERAL i BIT1 u_0 i i simplex n EMPTY i i complexu_pow i Cx i realu_ofu_num i NUMERAL i BIT1 u_0 n i Cx i realu_ofu_num i NUMERAL i BIT1 u_0 i i cpow i Cx i realu_ofu_num i NUMERAL i BIT1 u_0 z i Cx i realu_ofu_num i NUMERAL i BIT1 u_0 i w_ i i a_ i Arg z i realu_ofu_num i NUMERAL u_0 i i realu_lt i realu_ofu_num i NUMERAL u_0 i Arg z i i a_ i complexu_inv x i Cx i realu_ofu_num i NUMERAL u_0 i i a_ x i Cx i realu_ofu_num i NUMERAL u_0 i i intu_pow i intu_abs x i NUMERAL i BIT0 i BIT1 u_0 i i intu_pow x i NUMERAL i BIT0 i BIT1 u_0 i i intu_le i affu_dim s0 i intu_ofu_num i NUMERAL i BIT1 u_0 i collinear s0 i i a_ i cnj z i Cx i realu_ofu_num i NUMERAL u_0 i i a_ z i Cx i realu_ofu_num i NUMERAL u_0 i i realu_pow i realu_abs x i NUMERAL i BIT0 i BIT1 u_0 i i realu_pow x i NUMERAL i BIT0 i BIT1 u_0 i w_ i i a_ i det A i realu_ofu_num i NUMERAL u_0 i invertible A i i realu_lt i realu_ofu_num i NUMERAL u_0 i i dot x x i w_ i i a_ x i vec i NUMERAL u_0 i i a_ i vectoru_neg x i Cx i realu_ofu_num i NUMERAL u_0 i i a_ x i Cx i realu_ofu_num i NUMERAL u_0 i i a_ i realu_inv x i realu_ofu_num i NUMERAL i BIT1 u_0 i i a_ x i realu_ofu_num i NUMERAL i BIT1 u_0 i i a_ i csqrt z i Cx i realu_ofu_num i NUMERAL u_0 i i a_ z i Cx i realu_ofu_num i NUMERAL u_0 i i realu_lt i realu_ofu_num i NUMERAL u_0 i i realu_mul x x i w_ i i a_ x i realu_ofu_num i NUMERAL u_0 i complex i i c_ i Re z i realu_neg i Im z i cnj z i i simplex i intu_neg i intu_ofu_num i NUMERAL i BIT1 u_0 s0 i i a_ s0 EMPTY i i affu_ge i i INSERT x EMPTY i i INSERT x EMPTY i i INSERT x EMPTY i i i hasu_integral i indicator s0 i vec i NUMERAL u_0 UNIV i negligible s0 i i hull convexu_cone i i UNION s0 i i IMAGE vectoru_neg s0 i span s0 i i realu_mul i exp i Re z i cos i Im z i Re i cexp z i i vectoru_add i ccos z i i complexu_mul ii i csin z i cexp i i complexu_mul ii z i i INTER i closure s0 i closure i i DIFF UNIV s0 i frontier s0 i i realu_mul i exp i Re z i sin i Im z i Im i cexp z i i realu_pow i realu_neg i realu_ofu_num i NUMERAL i BIT1 u_0 n i cos i i realu_mul i realu_ofu_num n pi i i b_s_ i i a_ x h i i MEM x t i i MEM x i i CONS h t i openu_interval i i c_ i vectoru_neg i lift e i lift e i ball i i c_ i vec i NUMERAL u_0 e i i realu_div pi i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i acs i realu_ofu_num i NUMERAL u_0 i i realu_div pi i realu_ofu_num i NUMERAL i BIT0 i BIT1 u_0 i asn i realu_ofu_num i NUMERAL i BIT1 u_0 i i hrealu_add i mku_hreal i naddu_eq x i mku_hreal i naddu_eq y i mku_hreal i naddu_eq i i naddu_add x y i i hrealu_mul i mku_hreal i naddu_eq x i mku_hreal i naddu_eq y i mku_hreal i naddu_eq i i naddu_mul x y i i hrealu_le i mku_hreal i naddu_eq x i mku_hreal i naddu_eq y i i naddu_le x y i i intu_mul i intu_neg i intu_ofu_num i NUMERAL i BIT1 u_0 x i intu_neg x i i intu_le i intu_ofu_num i NUMERAL u_0 i i intu_add x x i i intu_le i intu_ofu_num i NUMERAL u_0 x i i i COND i i a_ t NIL h i LAST t i LAST i i CONS h t i i vectoru_sub i i r_ a x i i r_ b x i i r_ i i realu_sub a b x i i vectoru_add i i r_ c x i i r_ c y i i r_ c i i vectoru_add x y i i vectoru_sub i i r_ c x i i r_ c y i i r_ c i i vectoru_sub x y i i vectoru_add i i r_ a x i i r_ b x i i r_ i i realu_add a b x i i realu_add i realu_ofu_num n i realu_ofu_num i NUMERAL i BIT1 u_0 i realu_ofu_num i SUC n i i intu_add i intu_ofu_num n i intu_ofu_num i NUMERAL i BIT1 u_0 i intu_ofu_num i SUC n i i t_ i i EXP u_0 n i i EXP u_0 n i i EXP u_0 i BIT0 n i i r_ i realu_neg i realu_ofu_num i NUMERAL i BIT1 u_0 x i vectoru_neg x i i r_r_ i realu_neg i realu_ofu_num i NUMERAL i BIT1 u_0 A i matrixu_neg A i i openu_in i i subtopology euclidean i i hull affine s0 s0 i i a_ i relativeu_interior s0 s0 i i EL i i p_ n i NUMERAL i BIT1 u_0 l i i EL n i TL l i numu_ofu_int i intu_gcd i i c_ i intu_ofu_num a i intu_ofu_num b i numu_gcd i i c_ a b i i realu_max i i realu_sub b a i realu_ofu_num i NUMERAL u_0 i realu_measure i openu_realu_interval i i c_ a b i i a_ i i dot x y i realu_ofu_num i NUMERAL u_0 i i orthogonal x y i i hull convex i i INSERT a i i INSERT b EMPTY i closedu_segment i i CONS i i c_ a b NIL i i intu_le i i intu_add x y i intu_ofu_num i NUMERAL u_0 i i intu_le x i intu_neg y i i realu_lt i i realu_add x y i realu_ofu_num i NUMERAL u_0 i i realu_lt x i realu_neg y i i b_s_ i ODD m i i a_ n i NUMERAL u_0 i ODD i i EXP m n i i realu_le i i realu_add x y i realu_ofu_num i NUMERAL u_0 i i realu_le x i realu_neg y i content i closedu_interval i i CONS i i c_ a b NIL i measure i openu_interval i i c_ a b i i vectoru_add i Cx x i i complexu_mul ii i Cx y i complex i i c_ x y i closure i closedu_segment i i CONS i i c_ a b NIL i closedu_segment i i CONS i i c_ a b NIL i i a_ i i hull convex s0 i i INSERT a EMPTY i i a_ s0 i i INSERT a EMPTY i i s_b_ i i a_ l NIL i i a_ m NIL i i a_ i i APPEND l m NIL i i s_b_ i i a_ s0 EMPTY i i a_ t EMPTY i i a_ i i UNION s0 t EMPTY i i a_ i i hull affine s0 i i INSERT a EMPTY i i a_ s0 i i INSERT a EMPTY i i b_s_ i i a_ s0 EMPTY i i a_ t EMPTY i i a_ i i CROSS s0 t EMPTY i i a_ i i realu_add x y i realu_ofu_num i NUMERAL u_0 i i a_ y i realu_neg x i i b_s_ i i intu_lt x y i i a_ x y i i intu_le x y i i b_s_ i i a_ m n i i l_ m n i i l_ m i SUC n i i s_b_ i path p i i SUBSET i pathu_image p s0 i i i homotopicu_paths s0 p p i i i hasu_complexu_derivative f i i complexu_derivative f x i at x i i complexu_differentiable f i at x i i b_s_ i i l_u_c s0 t i i a_u_c s0 t i i l_a_u_c s0 t i i s_b_ i FINITE s0 i i a_ i CARD s0 n i i HASu_SIZE s0 n i i b_s_ i i l_ m n i i a_ m n i i l_a_ m n i i b_s_ i i realu_lt x y i i a_ x y i i realu_le x y i i s_b_ i realu_measurable s0 i i a_ i realu_measure s0 m i i hasu_realu_measure s0 m i i MEM i i c_ x i i ASSOC x l l i i MEM x i i MAP FST l i i i hasu_realu_derivative f i i realu_derivative f x i atreal x i i realu_differentiable f i atreal x i i b_s_ i i realu_lt x y i i realu_lt y x i w_ i i a_ x y i i intu_le i intu_ofu_num i NUMERAL u_0 i i intu_add x y i i intu_le i intu_neg x y i i b_s_ i i intu_lt x y i i intu_lt y x i w_ i i a_ x y i i a_ i i realu_add x y i realu_ofu_num i NUMERAL u_0 i i a_ x i realu_neg y i i a_ i i intu_add x y i intu_ofu_num i NUMERAL u_0 i i a_ y i intu_neg x i i realu_lt i realu_ofu_num i NUMERAL u_0 i i realu_add x y i i realu_lt i realu_neg x y i w_ i i a_ i openu_interval i i c_ a b EMPTY i i realu_lt i drop a i drop b i i realu_le i realu_ofu_num i NUMERAL u_0 i i realu_add x y i i realu_le i realu_neg x y i i s_b_ i measurable s0 i i a_ i measure s0 m i i hasu_measure s0 m i FINITE i closedu_interval i i CONS i i c_ a b NIL i i realu_le i drop b i drop a i i convexu_on i i o f drop i i IMAGE lift s0 i i realu_convexu_on f s0 i i a_ i i intu_add x y i intu_ofu_num i NUMERAL u_0 i i a_ x i intu_neg y i interior i closedu_interval i i CONS i i c_ a b NIL i openu_interval i i c_ a b i i UNION i i DIFF X Y i i DIFF Y X i i SDIFF X Y i i a_ i i dot x x i i dot y y i i a_ i vectoru_norm x i vectoru_norm y i i realu_le i i dot x x i i dot y y i i realu_le i vectoru_norm x i vectoru_norm y i i realu_lt i i dot x x i i dot y y i i realu_lt i vectoru_norm x i vectoru_norm y i negligible i closedu_interval i i CONS i i c_ a b NIL i i a_ i openu_interval i i c_ a b EMPTY i realu_negligible i closedu_realu_interval i i CONS i i c_ a b NIL i i a_ i openu_realu_interval i i c_ a b EMPTY i i realu_le i realu_ofu_num i NUMERAL u_0 i i realu_sub x y i i realu_le y x i i realu_lt i realu_ofu_num i NUMERAL u_0 i i realu_sub x y i i realu_lt y x i i a_ i i intu_sub x y i intu_ofu_num i NUMERAL u_0 i i a_ x y i i intu_le i intu_ofu_num i NUMERAL u_0 i i intu_sub x y i i intu_le y x i i intu_lt i intu_ofu_num i NUMERAL u_0 i i intu_sub x y i i intu_lt y x i i s_b_ i i hrealu_le x y i i hrealu_le y x i i a_ x y i i s_b_ i i naddu_le x y i i naddu_le y x i i naddu_eq x y i i a_ i i realu_sub x y i realu_ofu_num i NUMERAL u_0 i i a_ x y i w_ i i a_ i openu_realu_interval i i c_ a b EMPTY i i realu_lt a b i i INTER i from k i i o_o_ i NUMERAL u_0 n i i o_o_ k n i tan i i realu_add x i i realu_mul i realu_ofu_num n pi i tan x i i a_ i binom i i c_ n k i NUMERAL u_0 i i l_ n k i i s_b_ i i realu_le x y i i realu_le y x i i a_ x y i i s_b_ i i intu_le x y i i intu_le y x i i a_ x y i i s_b_ i i l_a_ m n i i l_a_ n m i i a_ m n i i m_ i i p_ n i NUMERAL i BIT1 u_0 m i CARD i i o_o_ m n i i s_b_ i i SUBSET s0 t i i SUBSET t s0 i i a_ s0 t i i s_b_ i i trealu_le x y i i trealu_le y x i i trealu_eq x y i FINITE i closedu_segment i i CONS i i c_ a b NIL i i a_ a b i i s_b_ i i l_a_u_c s0 t i i l_a_u_c t s0 i i a_u_c s0 t i i complexu_mul i cexp i i complexu_mul ii i Cx t z i i rotate2d t z i i a_ i i vectoru_sub x y i vec i NUMERAL u_0 i i a_ x y i i SUBSET s0 i i INSERT i vec i NUMERAL u_0 EMPTY i i a_ i dim s0 i NUMERAL u_0 i i b_s_ i i a_ s0 EMPTY i i a_ s0 UNIV i i s_b_ i closed s0 i open s0 i i b_s_ i i a_ s0 EMPTY i i a_ s0 UNIV i i a_ i frontier s0 EMPTY i i FCONS i f i NUMERAL u_0 i i o f SUC f i i complexu_mul i Cx i realu_ofu_num i NUMERAL i BIT1 u_0 x x i i complexu_pow i csqrt z i NUMERAL i BIT0 i BIT1 u_0 z i i complexu_mul x i Cx i realu_ofu_num i NUMERAL i BIT1 u_0 x i i complexu_div z i Cx i realu_ofu_num i NUMERAL i BIT1 u_0 z i clog i vectoru_neg i Cx i realu_ofu_num i NUMERAL i BIT1 u_0 i i complexu_mul ii i Cx pi i i b_s_ i i R x y i i R y x i i i SC R x y i cacs i vectoru_neg i Cx i realu_ofu_num i NUMERAL i BIT1 u_0 i Cx pi i sqrt i i realu_pow x i NUMERAL i BIT0 i BIT1 u_0 i realu_abs x i i realu_mul i realu_neg i realu_ofu_num i NUMERAL i BIT1 u_0 x i realu_neg x i i realu_le i realu_ofu_num i NUMERAL u_0 i i realu_add x x i i realu_le i realu_ofu_num i NUMERAL u_0 x i i realu_lt i Im i complexu_inv z i realu_ofu_num i NUMERAL u_0 i i realu_lt i realu_ofu_num i NUMERAL u_0 i Im z i i realu_le i Im i complexu_inv z i realu_ofu_num i NUMERAL u_0 i i realu_le i realu_ofu_num i NUMERAL u_0 i Im z i i a_ i i dot x x i realu_ofu_num i NUMERAL u_0 i i a_ x i vec i NUMERAL u_0 i i a_ i i dot x x i realu_ofu_num i NUMERAL u_0 i i a_ i vectoru_norm x i realu_ofu_num i NUMERAL u_0 i i realu_le i realu_ofu_num i NUMERAL u_0 i Im i complexu_inv z i i realu_le i Im z i realu_ofu_num i NUMERAL u_0 i i a_ i Im i complexu_inv z i realu_ofu_num i NUMERAL u_0 i i a_ i Im z i realu_ofu_num i NUMERAL u_0 i i a_ i Arg i complexu_inv z i realu_ofu_num i NUMERAL u_0 i i a_ i Arg z i realu_ofu_num i NUMERAL u_0 i vectoru_norm i complex i i c_ i cos t i sin t i realu_ofu_num i NUMERAL i BIT1 u_0 i i realu_lt i realu_ofu_num i NUMERAL u_0 i Im i complexu_inv z i i realu_lt i Im z i realu_ofu_num i NUMERAL u_0 i i a_ i realu_sgn x i realu_ofu_num i NUMERAL i BIT1 u_0 i i realu_gt x i realu_ofu_num i NUMERAL u_0 i i a_ i exp x i realu_ofu_num i NUMERAL i BIT1 u_0 i i a_ x i realu_ofu_num i NUMERAL u_0 i i realu_add i mku_real i trealu_eq x1 i mku_real i trealu_eq y1 i mku_real i trealu_eq i i trealu_add x1 y1 i i realu_mul i mku_real i trealu_eq x1 i mku_real i trealu_eq y1 i mku_real i trealu_eq i i trealu_mul x1 y1 i i realu_le i mku_real i trealu_eq x1 i mku_real i trealu_eq y1 i i trealu_le x1 y1 i i i ITER n f i i i ITER m f x i i i ITER i i p_ n m f x i i PASSOC f i i c_ x i i c_ y z i f i i c_ i i c_ x y z i i i ITLIST f l1 i i i ITLIST f l2 a i i i ITLIST f i i APPEND l1 l2 a i i DISJOINT i i pathu_component s0 a i i pathu_component s0 b i w_ i i IN a i i pathu_component s0 b i i complexu_mul i i complexu_pow x n i i complexu_pow y n i i complexu_pow i i complexu_mul x y n i i vectoru_sub i i matrixu_vectoru_mul A x i i matrixu_vectoru_mul B x i i matrixu_vectoru_mul i i matrixu_sub A B x i i vectoru_sub i i dropout k x i i dropout k y i i dropout k i i vectoru_sub x y i i vectoru_add i i complexu_mul x y i i complexu_mul x z i i complexu_mul x i i vectoru_add y z i i intu_mul i i intu_pow x m i i intu_pow x n i i intu_pow x i i p_ m n i i realu_sub i i dot x y i i dot x z i i dot x i i vectoru_sub y z i i realu_add i i realu_mul x y i i realu_mul x z i i realu_mul x i i realu_add y z i i hrealu_add i i hrealu_mul m p i i hrealu_mul n p i i hrealu_mul i i hrealu_add m n p i i s_b_ i i realu_le x z i i realu_le y z i i realu_le i i realu_max x y z i i s_b_ i i realu_lt x z i i realu_lt y z i i realu_lt i i realu_max x y z i i s_b_ i i IN x t i i SUBSET s0 t i i SUBSET i i INSERT x s0 t i i realu_mul i i rpow x z i i rpow y z i i rpow i i realu_mul x y z i i APPEND i i FILTER P l1 i i FILTER P l2 i i FILTER P i i APPEND l1 l2 i i realu_sub i i d_ x i0 i i d_ y i0 i i d_ i i vectoru_sub x y i0 i i vectoru_add i i matrixu_vectoru_mul A x i i matrixu_vectoru_mul A y i i matrixu_vectoru_mul A i i vectoru_add x y i i complexu_div i i cpow w z1 i i cpow w z2 i i cpow w i i vectoru_sub z1 z2 i i matrixu_add i i matrixu_mul A B i i matrixu_mul A C i i matrixu_mul A i i matrixu_add B C i i s_b_ i i intu_le x z i i intu_le y z i i intu_le i i intu_max x y z i i s_b_ i i intu_lt x z i i intu_lt y z i i intu_lt i i intu_max x y z i i b_s_ i i a_ x y i i IN x s0 i i IN x i i INSERT y s0 i i b_s_ i i realu_lt z x i i realu_lt z y i i realu_lt z i i realu_max x y i i realu_sub i i realu_mul x y i i realu_mul x z i i realu_mul x i i realu_sub y z i i s_b_ i i realu_lt z x i i realu_lt z y i i realu_lt z i i realu_min x y i i b_s_ i i s_b_ p r i i s_b_ q r i i s_b_ i i b_s_ p q r i i realu_add i i realu_mul x z i i realu_mul y z i i realu_mul i i realu_add x y z i i s_b_ i i ALL P l1 i i ALL P l2 i i ALL P i i APPEND l1 l2 i i realu_add i i dot x z i i dot y z i i dot i i vectoru_add x y z i i b_s_ i i intu_lt z x i i intu_lt z y i i intu_lt z i i intu_max x y i i vectoru_add i i matrixu_vectoru_mul A x i i matrixu_vectoru_mul B x i i matrixu_vectoru_mul i i matrixu_add A B x i i s_b_ i i intu_lt z x i i intu_lt z y i i intu_lt z i i intu_min x y i i matrixu_sub i i matrixu_mul A B i i matrixu_mul A C i i matrixu_mul A i i matrixu_sub B C i i b_s_ i i IN x s0 i i IN x t i i IN x i i UNION s0 t i i vectoru_angle i i vectoru_sub a b i i vectoru_sub c b i angle i i c_ a i i c_ b c i i matrixu_add i i matrixu_mul A C i i matrixu_mul B C i i matrixu_mul i i matrixu_add A B C i i vectoru_add i i dropout k x i i dropout k y i i dropout k i i vectoru_add x y i i s_b_ i i IN x s0 i i IN x t i i IN x i i INTER s0 t i i t_ i i EXP m n i i EXP m p i i EXP m i i p_ n p i i realu_add i i dot x y i i dot x z i i dot x i i vectoru_add y z i i realu_mul i i realu_pow x m i i realu_pow x n i i realu_pow x i i p_ m n i i intu_add i i intu_mul x y i i intu_mul x z i i intu_mul x i i intu_add y z i i INTER i i normball v0 r i i cone0 v0 S i i i solidu_triangle v0 S r i i s_b_ i i analyticu_on f s0 i i analyticu_on f t i i analyticu_on f i i UNION s0 t i i realu_sub i i realu_mul x z i i realu_mul y z i i realu_mul i i realu_sub x y z i i matrixu_add i i r_r_ c A i i r_r_ c B i i r_r_ c i i matrixu_add A B i i complexu_mul i i cpow w z1 i i cpow w z2 i i cpow w i i vectoru_add z1 z2 i i b_s_ i i realu_le x z i i realu_le y z i i realu_le i i realu_min x y z i i b_s_ i i realu_lt x z i i realu_lt y z i i realu_lt i i realu_min x y z i i realu_div i i realu_pow x n i i realu_pow y n i i realu_pow i i realu_div x y n i i matrixu_sub i i matrixu_mul A C i i matrixu_mul B C i i matrixu_mul i i matrixu_sub A B C i i intu_mul i i intu_pow x n i i intu_pow y n i i intu_pow i i intu_mul x y n i i complexu_mul i i complexu_pow x m i i complexu_pow x n i i complexu_pow x i i p_ m n i i intu_sub i i intu_mul x y i i intu_mul x z i i intu_mul x i i intu_sub y z i i b_s_ i i intu_le x z i i intu_le y z i i intu_le i i intu_min x y z i i b_s_ i i intu_lt x z i i intu_lt y z i i intu_lt i i intu_min x y z i i MAP f i i FILTER i i o P f l i i FILTER P i i MAP f l i i intu_add i i intu_mul x z i i intu_mul y z i i intu_mul i i intu_add x y z i i matrixu_sub i i r_r_ c A i i r_r_ c B i i r_r_ c i i matrixu_sub A B i i UNION i i IMAGE f s0 i i IMAGE f t i i IMAGE f i i UNION s0 t i i matrixu_add i i r_r_ b A i i r_r_ c A i i r_r_ i i realu_add b c A i i m_ i i t_ m n i i t_ m p i i t_ m i i m_ n p i i DISJOINT i i connectedu_component s0 a i i connectedu_component s0 b i w_ i i IN a i i connectedu_component s0 b i i vectoru_add i i cross x z i i cross y z i i cross i i vectoru_add x y z i i complexu_div i i complexu_pow x n i i complexu_pow y n i i complexu_pow i i complexu_div x y n i i s_b_ i i l_a_ m p i i l_a_ p n i i IN p i i o_o_ m n i i b_s_ i i s_b_ p q i i s_b_ p r i i s_b_ p i i b_s_ q r i i vectoru_sub i i complexu_mul x y i i complexu_mul x z i i complexu_mul x i i vectoru_sub y z i i t_ i i EXP m p i i EXP n p i i EXP i i t_ m n p i i hull P i i UNION i i hull P s0 t i i hull P i i UNION s0 t i i intu_sub i i intu_mul x z i i intu_mul y z i i intu_mul i i intu_sub x y z i i vectoru_add i i complexu_mul x z i i complexu_mul y z i i complexu_mul i i vectoru_add x y z i i b_s_ i i realu_le z x i i realu_le z y i i realu_le z i i realu_max x y i i UNION i i INTER s0 t i i INTER s0 u i i INTER s0 i i UNION t u i i s_b_ i i realu_le z x i i realu_le z y i i realu_le z i i realu_min x y i i vectoru_add i i cross x y i i cross x z i i cross x i i vectoru_add y z i i matrixu_sub i i r_r_ b A i i r_r_ c A i i r_r_ i i realu_sub b c A i i p_ i i t_ m p i i t_ n p i i t_ i i p_ m n p i i hull P i i UNION s0 i i hull P t i i hull P i i UNION s0 t i i i intu_mod i intu_ofu_num n i intu_ofu_num x i intu_ofu_num y i i i numu_mod n x y i i b_s_ i i R x y i i a_ x y i i i RC R x y i i INTER i i UNION s0 t i i UNION s0 u i i UNION s0 i i INTER t u i i vectoru_sub i i matrixu_vectoru_mul A x i i matrixu_vectoru_mul A y i i matrixu_vectoru_mul A i i vectoru_sub x y i i b_s_ i i intu_le z x i i intu_le z y i i intu_le z i i intu_max x y i i s_b_ i i SUBSET s0 t i i SUBSET s0 u i i SUBSET s0 i i INTER t u i i realu_mul i i realu_pow x n i i realu_pow y n i i realu_pow i i realu_mul x y n i i s_b_ i i intu_le z x i i intu_le z y i i intu_le z i i intu_min x y i i s_b_ i i SUBSET s0 u i i SUBSET t u i i SUBSET i i UNION s0 t u i i m_ i i t_ m p i i t_ n p i i t_ i i m_ m n p i i hrealu_add i i hrealu_mul x y i i hrealu_mul x z i i hrealu_mul x i i hrealu_add y z i i vectoru_sub i i rotate2d t w i i rotate2d t z i i rotate2d t i i vectoru_sub w z i i APPEND i i MAP f l1 i i MAP f l2 i i MAP f i i APPEND l1 l2 i i vectoru_sub i i complexu_mul x z i i complexu_mul y z i i complexu_mul i i vectoru_sub x y z i i b_s_ i i limitu_pointu_of x s0 i i limitu_pointu_of x t i i limitu_pointu_of x i i UNION s0 t i i pastecart i i r_ c x1 i i r_ c y1 i i r_ c i i pastecart x1 y1 i i realu_add i i d_ x i0 i i d_ y i0 i i d_ i i vectoru_add x y i0 i i b_s_ i i MEM x l1 i i MEM x l2 i i MEM x i i APPEND l1 l2 i i b_s_ i i R a0 a1 i i a_ a1 a0 i i i RC R a0 a1 i i p_p_ i i o f p i i o f q i i o f i i p_p_ p q i i realu_sub i i dot x z i i dot y z i i dot i i vectoru_sub x y z i i s_b_ i i DISJOINT s0 u i i DISJOINT t u i i DISJOINT i i UNION s0 t u i i p_ i i t_ m n i i t_ m p i i t_ m i i p_ n p i i a_ i i intu_add x y i i intu_add x z i i a_ y z i i realu_lt i i realu_add x y i i realu_add x z i i realu_lt y z i i intu_le i i intu_add x z i i intu_add y z i i intu_le x y i i a_ i i vectoru_add x y i i vectoru_add x z i i a_ y z i i realu_lt i i realu_add x z i i realu_add y z i i realu_lt x y i i l_a_ i i p_ m n i i p_ m p i i l_a_ n p i i a_ i i realu_add x y i i realu_add x z i i a_ y z i i a_ i i p_ m n i i p_ m p i i a_ n p i i realu_le i i realu_add x y i i realu_add x z i i realu_le y z i i i support op f i i i support op f s0 i i i support op f s0 i i hrealu_le i i hrealu_add m n i i hrealu_add m p i i hrealu_le n p i i m_ i i p_ m p i i p_ n p i i m_ m n i i realu_le i i realu_add x z i i realu_add y z i i realu_le x y i i i iterate op i i i support op f s0 f i i i iterate op s0 f i i a_ i i hrealu_add m n i i hrealu_add m p i i a_ n p i i l_a_ i i p_ m p i i p_ n p i i l_a_ m n i i intu_add i i intu_sub a b i i intu_sub b c i i intu_sub a c i permutation i i o p i swap i i c_ a b i permutation p i permutation i i o i swap i i c_ a b p i permutation p i i a_ i i p_ m p i i p_ n p i i a_ m n i i i sums i i o Cx f i Cx l s0 i i i realu_sums f l s0 i i hrealu_le i i hrealu_add m p i i hrealu_add n p i i hrealu_le m n i i a_ i i rotate2d t x i i rotate2d t y i i a_ x y i i realu_add i i realu_sub a b i i realu_sub b c i i realu_sub a c i i vectoru_add i i vectoru_sub a b i i vectoru_sub b c i i vectoru_sub a c i i m_ i i p_ m n i i p_ m p i i m_ n p i i naddu_le i i naddu_add x y i i naddu_add x z i i naddu_le y z i i l_ i i p_ m p i i p_ n p i i l_ m n i i a_ i i hrealu_add m p i i hrealu_add n p i i a_ m n i i intu_lt i i intu_add x y i i intu_add x z i i intu_lt y z i i naddu_le i i naddu_add x z i i naddu_add y z i i naddu_le x y i i a_ i i intu_add x z i i intu_add y z i i a_ x y i i MOD i i p_ i i t_ m n p n i i MOD p n i i a_ i i vectoru_add x z i i vectoru_add y z i i a_ x y i i intu_lt i i intu_add x z i i intu_add y z i i intu_lt x y i i a_ i i realu_add x z i i realu_add y z i i a_ x y i i intu_le i i intu_add x y i i intu_add x z i i intu_le y z i i l_ i i p_ m n i i p_ m p i i l_ n p i i r_ x i vec i NUMERAL i BIT1 u_0 i lift x i complex i i c_ a i realu_ofu_num i NUMERAL u_0 i Cx a i realu_abs i i d_ x i NUMERAL i BIT1 u_0 i vectoru_norm x i i d_ z i NUMERAL i BIT0 i BIT1 u_0 i Im z i i a_ i affu_dim s0 i intu_ofu_num i dimindex UNIV i i a_ i i hull affine s0 UNIV i closedu_segment i i CONS i i c_ a a NIL i i INSERT a EMPTY i cball i i c_ x i realu_ofu_num i NUMERAL u_0 i i INSERT x EMPTY i i DIFF UNIV i closure i i DIFF UNIV s0 i interior s0 i i s_b_ i linear f i orthogonalu_matrix i matrix f i orthogonalu_transformation f i i DIFF UNIV i i UNION s0 i outside s0 i inside s0 i i DIFF UNIV i i UNION s0 i inside s0 i outside s0 i i DIFF UNIV i interior i i DIFF UNIV s0 i closure s0 i i i ALL2 P NIL i i CONS h2 t2 F i i i ALL2 P i i CONS h1 t1 NIL F i i b_s_ i P h i i EX P t i i EX P i i CONS h t i SUC i i p_ i NUMERAL n i NUMERAL n i NUMERAL i BIT1 n i i s_b_ i P h i i ALL P t i i ALL P i i CONS h t i i realu_lt i realu_ofu_num i NUMERAL u_0 i frac x i w_ i integer x i acs i realu_neg i realu_ofu_num i NUMERAL i BIT1 u_0 pi i i intu_le i intu_neg x i intu_ofu_num i NUMERAL u_0 i i intu_le i intu_ofu_num i NUMERAL u_0 x i i intu_lt i intu_neg x i intu_ofu_num i NUMERAL u_0 i i intu_lt i intu_ofu_num i NUMERAL u_0 x i LAST i i CONS h i i CONS k t i LAST i i CONS k t i i INSERT i f x i i IMAGE f s0 i i IMAGE f i i INSERT x s0 i i m_m_m_g_ i i o drop s0 i drop l i i m_m_g_ s0 l i span i i INSERT i vec i NUMERAL u_0 s0 i span s0 i i IN i INR y i i p_u_c s0 t i i IN y t i i IN i INL x i i p_u_c s0 t i i IN x s0 i dim i i INSERT i vec i NUMERAL u_0 s0 i dim s0 i i a_ i i INTER i frontier s0 s0 EMPTY i open s0 i vectoru_norm i i pastecart i vec i NUMERAL u_0 y i vectoru_norm y i vectoru_norm i i pastecart x i vec i NUMERAL u_0 i vectoru_norm x i i vectoru_sub i Cx i realu_ofu_num i NUMERAL u_0 x i vectoru_neg x i span i i DELETE s0 i vec i NUMERAL u_0 i span s0 i i hrealu_mul i hrealu_ofu_num i NUMERAL i BIT1 u_0 x x i realu_sgn i Im i i complexu_mul w i cnj z i realu_sgn i Im i i complexu_div w z i vector i i CONS x i i CONS y NIL i complex i i c_ x y i i a_ i cball i i c_ x e EMPTY i i realu_lt e i realu_ofu_num i NUMERAL u_0 i i a_ i ball i i c_ x e EMPTY i i realu_le e i realu_ofu_num i NUMERAL u_0 i inf i i INSERT x i i INSERT y EMPTY i i realu_min x y i sup i i INSERT x i i INSERT y EMPTY i i realu_max x y i intu_ofu_real i i realu_sub i realu_ofu_int x i realu_ofu_int y i i intu_sub x y i realu_neg i i realu_min i realu_neg x i realu_neg y i i realu_max x y i intu_neg i i intu_max i intu_neg x i intu_neg y i i intu_min x y i intu_ofu_real i i realu_add i realu_ofu_int x i realu_ofu_int y i i intu_add x y i intu_coprime i i c_ i intu_ofu_num a i intu_ofu_num b i numu_coprime i i c_ a b i w_ i i a_ i ODD m i ODD n i ODD i i p_ m n i linepath i i c_ i g a i g a i i i subpath a a g i realu_neg i i realu_max i realu_neg x i realu_neg y i i realu_min x y i intu_ofu_real i i realu_max i realu_ofu_int x i realu_ofu_int y i i intu_max x y i intu_gcd i i c_ i intu_ofu_num a i intu_ofu_num b i intu_ofu_num i numu_gcd i i c_ a b i intu_ofu_real i i realu_min i realu_ofu_int x i realu_ofu_int y i i intu_min x y i intu_ofu_real i i realu_mul i realu_ofu_int x i realu_ofu_int y i i intu_mul x y i intu_neg i i intu_min i intu_neg x i intu_neg y i i intu_max x y i closedu_segment i i CONS i i c_ a b NIL i pathu_image i linepath i i c_ a b i i i m_m_m_g_ f i f x i atreal x i i realu_continuous f i atreal x i i i m_m_m_g_ f i f x i at x i i realu_continuous f i at x i i i m_m_g_ f i f x i atreal x i i continuous f i atreal x i i i m_m_g_ f i f x i at x i i continuous f i at x i distance i i c_ i lift x i lift y i realu_abs i i realu_sub x y i i s_b_ i i convexu_on f s0 i convex s0 i convex i i epigraph s0 f i i shiftpath t i linepath i i c_ a a i linepath i i c_ a a i i a_ i openu_interval i i c_ a b EMPTY i negligible i openu_interval i i c_ a b i i a_ i openu_realu_interval i i c_ a b EMPTY i realu_negligible i openu_realu_interval i i c_ a b i i a_ i openu_interval i i c_ a b EMPTY i COUNTABLE i openu_interval i i c_ a b i i i COND i i realu_le m n n m i i realu_max m n i i i COND i i realu_le m n m n i i realu_min m n i i a_ i i m_ m n i NUMERAL u_0 i i l_a_ m n i i i COND i i intu_le x y y x i i intu_max x y i i i COND i i intu_le x y x y i i intu_min x y i i IN m i i o_o_ i NUMERAL u_0 n i i l_a_ m n i cexp i i complexu_mul i Cx i realu_ofu_num n x i i complexu_pow i cexp x n i i i COND i i l_a_ m n n m i i MAX m n i i i COND i i l_a_ m n m n i i MIN m n i i a_ i openu_realu_interval i i c_ a b EMPTY i i realu_le b a i cacs i Cx i realu_ofu_num i NUMERAL i BIT1 u_0 i Cx i realu_ofu_num i NUMERAL u_0 i clog i Cx i realu_ofu_num i NUMERAL i BIT1 u_0 i Cx i realu_ofu_num i NUMERAL u_0 i i a_ i vectoru_neg x i vec i NUMERAL u_0 i i a_ x i vec i NUMERAL u_0 i i nsum i i i support p_ f s0 f i i nsum s0 f i i i hasu_derivative f i i frechetu_derivative f net0 net0 i i differentiable f net0 i i i affsign sgnu_ge i i INSERT v EMPTY S i i cone v S i i i hasu_integral f i i integral s0 f s0 i i integrableu_on f s0 i i i m_m_m_g_ f i f i netlimit net0 net0 i i realu_continuous f net0 i i i hasu_vectoru_derivative f i i vectoru_derivative f net0 net0 i i differentiable f net0 i i i affsign sgnu_gt i i INSERT v EMPTY S i i cone0 v S i i i realu_sums f i i realu_infsum s0 f s0 i i realu_summable s0 f i i a_ i openu_segment i i c_ a b EMPTY i i a_ a b i i i sums f i i infsum s0 f s0 i i summable s0 f i i i hasu_realu_integral f i i realu_integral s0 f s0 i i realu_integrableu_on f s0 i i i higheru_complexu_derivative i NUMERAL i BIT1 u_0 f z i i complexu_derivative f z i i i affsign sgn i i DIFF s0 t t i i i affsign sgn s0 t i i i m_m_g_ f i f i netlimit net0 net0 i i continuous f net0 i i IN i lift x i i IMAGE lift s0 i i IN x s0 i i sum i i i support realu_add f s0 f i i sum s0 f i i intu_le i intu_ofu_num i NUMERAL u_0 i affu_dim s0 i w_ i i a_ s0 EMPTY i i a_ i det A i realu_ofu_num i NUMERAL u_0 i i l_ i rank A i dimindex UNIV i i b_s_ i FINITE s0 i i a_u_c s0 UNIV i COUNTABLE s0 i binom i i c_ i NUMERAL u_0 i SUC k i NUMERAL u_0 i i APPEND i REVERSE l i i CONS x NIL i REVERSE i i CONS x l i csqrt i Cx i realu_ofu_num i NUMERAL i BIT1 u_0 i Cx i realu_ofu_num i NUMERAL i BIT1 u_0 i complexu_inv i Cx i realu_ofu_num i NUMERAL i BIT1 u_0 i Cx i realu_ofu_num i NUMERAL i BIT1 u_0 i UNIONS i i INSERT s0 i i INSERT t EMPTY i i UNION s0 t i INTERS i i INSERT s0 i i INSERT t EMPTY i i INTER s0 t i i i i RELPOW i NUMERAL u_0 R x y i i a_ x y i i vectoru_add i Cx i realu_ofu_num i NUMERAL u_0 x x i i intu_mul i intu_ofu_num i NUMERAL i BIT1 u_0 x x i i intu_mul x i intu_ofu_num i NUMERAL i BIT1 u_0 x i i vectoru_add x i Cx i realu_ofu_num i NUMERAL u_0 x i complex i i c_ i Re z i Im z z i i vectoru_sub x i Cx i realu_ofu_num i NUMERAL u_0 x i i matrixu_vectoru_mul i mat i NUMERAL i BIT1 u_0 x x i i matrixu_mul i mat i NUMERAL i BIT1 u_0 A A i i matrixu_mul A i mat i NUMERAL i BIT1 u_0 A i i r_r_ i realu_ofu_num i NUMERAL i BIT1 u_0 X X i i r_ i realu_ofu_num i NUMERAL i BIT1 u_0 x x i dist i i c_ m i i p_ m n n i dist i i c_ i i p_ m n m n i CARD i i o_o_ i NUMERAL i BIT1 u_0 n n i binom i i c_ n i NUMERAL i BIT1 u_0 n i i m_ i SUC n i NUMERAL i BIT1 u_0 n i closedu_interval i i CONS i i c_ a a NIL i i INSERT a EMPTY i i realu_le i realu_ofu_num i NUMERAL u_0 i atn x i i realu_le i realu_ofu_num i NUMERAL u_0 x i i realu_lt i realu_ofu_num i NUMERAL u_0 i atn x i i realu_lt i realu_ofu_num i NUMERAL u_0 x i i realu_le i realu_ofu_num i NUMERAL u_0 i realu_inv x i i realu_le i realu_ofu_num i NUMERAL u_0 x i i realu_le i realu_neg x i realu_ofu_num i NUMERAL u_0 i i realu_le i realu_ofu_num i NUMERAL u_0 x i i realu_lt i realu_neg x i realu_ofu_num i NUMERAL u_0 i i realu_lt i realu_ofu_num i NUMERAL u_0 x i i realu_le i realu_ofu_num i NUMERAL u_0 i floor x i i realu_le i realu_ofu_num i NUMERAL u_0 x i i a_ i frac x i realu_ofu_num i NUMERAL u_0 i integer x i i realu_lt i realu_ofu_num i NUMERAL u_0 i realu_inv x i i realu_lt i realu_ofu_num i NUMERAL u_0 x i i root i NUMERAL i BIT0 i BIT1 u_0 x i sqrt x i i a_ i det A i realu_ofu_num i NUMERAL u_0 i w_ i invertible A i i realu_le i realu_ofu_num i NUMERAL u_0 i Im z i i realu_le i Arg z pi i ball i i c_ x i realu_ofu_num i NUMERAL u_0 EMPTY i i a_ i intu_sgn x i intu_ofu_num i NUMERAL u_0 i i a_ x i intu_ofu_num i NUMERAL u_0 i i a_ i Im z i realu_ofu_num i NUMERAL u_0 i real0 z i i realu_le i realu_ofu_num i NUMERAL u_0 i realu_neg x i i realu_le x i realu_ofu_num i NUMERAL u_0 i i complexu_mul i Cx i realu_ofu_num i NUMERAL u_0 x i Cx i realu_ofu_num i NUMERAL u_0 i i realu_lt i realu_ofu_num i NUMERAL u_0 i realu_neg x i i realu_lt x i realu_ofu_num i NUMERAL u_0 i i rpow i realu_ofu_num i NUMERAL i BIT1 u_0 z i realu_ofu_num i NUMERAL i BIT1 u_0 i i cpow i Cx i realu_ofu_num i NUMERAL u_0 z i Cx i realu_ofu_num i NUMERAL u_0 i i a_ i drop x i realu_ofu_num i NUMERAL u_0 i i a_ x i vec i NUMERAL u_0 i i a_ i infnorm x i realu_ofu_num i NUMERAL u_0 i i a_ x i vec i NUMERAL u_0 i i a_ i intu_neg x i intu_ofu_num i NUMERAL u_0 i i a_ x i intu_ofu_num i NUMERAL u_0 i i a_ i vectoru_norm x i realu_ofu_num i NUMERAL u_0 i i a_ x i vec i NUMERAL u_0 i i a_ i realu_neg x i realu_ofu_num i NUMERAL u_0 i i a_ x i realu_ofu_num i NUMERAL u_0 i i a_ i matrixu_neg A i mat i NUMERAL u_0 i i a_ A i mat i NUMERAL u_0 i i rotate2d t i Cx i realu_ofu_num i NUMERAL u_0 i Cx i realu_ofu_num i NUMERAL u_0 i i complexu_mul x i Cx i realu_ofu_num i NUMERAL u_0 i Cx i realu_ofu_num i NUMERAL u_0 i i realu_mul i exp i realu_neg x i exp x i realu_ofu_num i NUMERAL i BIT1 u_0 i i intu_pow i intu_ofu_num i NUMERAL i BIT1 u_0 n i intu_ofu_num i NUMERAL i BIT1 u_0 i vectoru_norm i cexp i i complexu_mul ii i Cx t i realu_ofu_num i NUMERAL i BIT1 u_0 i i intu_le i intu_ofu_num i NUMERAL u_0 i intu_neg x i i intu_le x i intu_ofu_num i NUMERAL u_0 i i intu_lt i intu_ofu_num i NUMERAL u_0 i intu_neg x i i intu_lt x i intu_ofu_num i NUMERAL u_0 i i realu_le i vectoru_norm x i realu_ofu_num i NUMERAL u_0 i i a_ x i vec i NUMERAL u_0 i i realu_mul i exp x i exp i realu_neg x i realu_ofu_num i NUMERAL i BIT1 u_0 i i c_ i hrealu_ofu_num n i hrealu_ofu_num i NUMERAL u_0 i trealu_ofu_num n i i a_ i intu_abs x i intu_ofu_num i NUMERAL u_0 i i a_ x i intu_ofu_num i NUMERAL u_0 i i a_ i realu_inv x i realu_ofu_num i NUMERAL u_0 i i a_ x i realu_ofu_num i NUMERAL u_0 i i a_ i realu_abs x i realu_ofu_num i NUMERAL u_0 i i a_ x i realu_ofu_num i NUMERAL u_0 i i a_ i realu_sgn x i realu_ofu_num i NUMERAL u_0 i i a_ x i realu_ofu_num i NUMERAL u_0 i i realu_pow i realu_ofu_num i NUMERAL i BIT1 u_0 n i realu_ofu_num i NUMERAL i BIT1 u_0 i i m_m_g_ i i o Cx s0 i Cx l i i m_m_m_g_ s0 l i i m_m_g_ i i o lift s0 i lift l i i m_m_m_g_ s0 l i i sums i i o lift f i lift l i i realu_sums f l i i i lifted op i SOME x i SOME y i SOME i i op x y i i i COND b i f x i f y i f i i i COND b x y i i i i i frustum v0 v0 h1 h2 a EMPTY i i i COND b i f x i g x i i i i COND b f g x i i s_b_ i P x i i MEM x l i i MEM x i i FILTER P l i UNIONS i i IMAGE i i slice k a s0 i i i slice k a i UNIONS s0 i i CONS i f h i i MAP f t i i MAP f i i CONS h t i i realu_lt i i realu_add x i realu_neg y z i i realu_lt x i i realu_add z y i i intu_lt i i intu_add x i intu_neg y z i i intu_lt x i i intu_add z y i angle i i c_ v i i c_ u w i i i arcV u v w i i d_ i i d_ i transp A i0 j i i d_ i i d_ A j i0 i i intu_lt y i i intu_add x i intu_neg z i i intu_lt i i intu_add y z x i i realu_lt y i i realu_add x i realu_neg z i i realu_lt i i realu_add y z x i i i homotopicu_paths s0 i reversepath p i reversepath q i i i homotopicu_paths s0 p q i i realu_div x i realu_ofu_num i NUMERAL i BIT1 u_0 x i i realu_mul i realu_ofu_num i NUMERAL i BIT1 u_0 x x i i d_ i lift x i NUMERAL i BIT1 u_0 x i i realu_mul x i realu_ofu_num i NUMERAL i BIT1 u_0 x i Re i complex i i c_ x y x i i nsum i i INSERT x EMPTY f i f x i i vectoru_sub i i vectoru_add x y x y i i vectoru_add y i i vectoru_sub x y x i i vectoru_add i i vectoru_sub x y y x i g i vec i NUMERAL i BIT1 u_0 i pathfinish g i i i i ITLIST2 f NIL l2 b b i i hull convex i i INSERT a EMPTY i i INSERT a EMPTY i i a_ i LENGTH l i NUMERAL u_0 i i a_ l NIL i i a_ i i hull conic s0 EMPTY i i a_ s0 EMPTY i i a_ i i hull convex s0 EMPTY i i a_ s0 EMPTY i i a_ i inside s0 i outside s0 i i a_ s0 UNIV i i a_ i i hull affine s0 EMPTY i i a_ s0 EMPTY i i a_ i dim s0 i dimindex UNIV i i a_ i span s0 UNIV i i hull affine i i INSERT a EMPTY i i INSERT a EMPTY i i vsum i i INSERT x EMPTY f i f x i i i reduced lab i NUMERAL u_0 x i NUMERAL u_0 i i m_ m i i p_ m n i NUMERAL u_0 i i m_ n i i p_ m n i NUMERAL u_0 i i i i ITLIST2 f NIL NIL b b i i pastecart i vec n i vec n i vec n i binom i i c_ i SUC n n i SUC n i i i FCONS a f i NUMERAL u_0 a i i a_ i oneu_REP i oneu_ABS r r r i pathfinish i linepath i i c_ a b b i i vectoru_sub x i i vectoru_sub x y y i pathstart i linepath i i c_ a b a i i continuous i i o lift f net0 i i realu_continuous f net0 i i a_ i BIT1 m i BIT0 n F i i a_ i BIT0 m i BIT1 n F i i pairwise r i i INSERT x EMPTY T i i realu_div i sin x i cos x i tan x i i i ITER i NUMERAL u_0 f x x i i intu_sub i intu_ofu_num i NUMERAL u_0 x i intu_neg x i i summable s0 i i o Cx f i i realu_summable s0 f i i summable s0 i i o lift f i i realu_summable s0 f i i realu_mul x i i realu_pow x n i i realu_pow x i SUC n i i p_ i NUMERAL n i NUMERAL n i NUMERAL i BIT0 n i i t_ i SUC n i FACT n i FACT i SUC n i i intu_mul x i i intu_pow x n i i intu_pow x i SUC n i i complexu_mul x i i complexu_pow x n i i complexu_pow x i SUC n i i vectoru_sub i vec i NUMERAL u_0 x i vectoru_neg x i i a_ i i hull affine s0 s0 i affine s0 i i hasu_measure s0 i realu_ofu_num i NUMERAL u_0 i negligible s0 i i a_ i relativeu_interior s0 i closure s0 i affine s0 i i a_ i openu_in i topology0 r r i istopology r i i matrixu_sub i mat i NUMERAL u_0 A i matrixu_neg A i i a_ i i hull conic s0 s0 i conic s0 i i a_ i i hull convex s0 s0 i convex s0 i i UNION i inside s0 i outside s0 i i DIFF UNIV s0 i i hasu_realu_measure s0 i realu_ofu_num i NUMERAL u_0 i realu_negligible s0 i i a_ i destu_cart i mku_cart r r T i i hull affine i i hull convex s0 i i hull affine s0 i i a_ i Cx i Re z z i real0 z i rank i i matrixu_mul i transp A A i rank A i i hrealu_add i hrealu_ofu_num i NUMERAL u_0 x x i i a_ i realu_ofu_int x i realu_ofu_int y i i a_ x y i i complexu_mul i Cx x i Cx y i Cx i i realu_mul x y i i realu_ge i realu_ofu_int x i realu_ofu_int y i i intu_ge x y i i realu_div i realu_abs x i realu_abs y i realu_abs i i realu_div x y i i realu_gt i realu_ofu_int x i realu_ofu_int y i i intu_gt x y i i UNION i closure s0 i closure t i closure i i UNION s0 t i i realu_le i realu_ofu_int x i realu_ofu_int y i i intu_le x y i i realu_lt i realu_ofu_int x i realu_ofu_int y i i intu_lt x y i i complexu_mul i complexu_inv w i complexu_inv z i complexu_inv i i complexu_mul w z i i m_ i BIT1 m i BIT1 n i BIT0 i i m_ m n i i m_ i BIT0 m i BIT0 n i BIT0 i i m_ m n i i m_ i NUMERAL m i NUMERAL n i NUMERAL i i m_ m n i i EXP i NUMERAL m i NUMERAL n i NUMERAL i i EXP m n i i t_ i NUMERAL m i NUMERAL n i NUMERAL i i t_ m n i i p_ i BIT1 m i BIT0 n i BIT1 i i p_ m n i i p_ i BIT0 m i BIT1 n i BIT1 i i p_ m n i i p_ i BIT0 m i BIT0 n i BIT0 i i p_ m n i i p_ i NUMERAL m i NUMERAL n i NUMERAL i i p_ m n i i realu_mul i vectoru_norm w i vectoru_norm z i vectoru_norm i i complexu_mul w z i i realu_add i realu_ofu_int x i realu_ofu_int y i realu_ofu_int i i intu_add x y i simpleu_path i linepath i i c_ a b i w_ i i a_ a b i i matrixu_add i transp A i transp B i transp i i matrixu_add A B i i s_b_ i ODD m i ODD n i ODD i i t_ m n i i DIFF i interior s0 i closure t i interior i i DIFF s0 t i i realu_div i realu_ofu_num x i realu_ofu_num y i i DECIMAL x y i i realu_mul i realu_ofu_int x i realu_ofu_int y i realu_ofu_int i i intu_mul x y i i realu_min i realu_ofu_int x i realu_ofu_int y i realu_ofu_int i i intu_min x y i i vectoru_add i cnj w i cnj z i cnj i i vectoru_add w z i i s_b_ i COUNTABLE s0 i COUNTABLE t i COUNTABLE i i UNION s0 t i i a_ i i connectedu_component s0 x EMPTY i w_ i i IN x s0 i i realu_mul i exp x i exp y i exp i i realu_add x y i i hrealu_mul i hrealu_ofu_num m i hrealu_ofu_num n i hrealu_ofu_num i i t_ m n i relativeu_interior i openu_segment i i c_ a b i openu_segment i i c_ a b i i complexu_mul i cexp w i cexp z i cexp i i vectoru_add w z i arc i linepath i i c_ a b i w_ i i a_ a b i i complexu_div i cnj w i cnj z i cnj i i complexu_div w z i i p_ m i i t_ m n i i t_ m i SUC n i i IN i vectoru_neg x i span s0 i i IN x i span s0 i i vectoru_sub i Cx x i Cx y i Cx i i realu_sub x y i i realu_mul i realu_sgn x i realu_sgn y i realu_sgn i i realu_mul x y i i realu_add i drop x i drop y i drop i i vectoru_add x y i interior i cball i i c_ x e i ball i i c_ x e i i vectoru_add i lift x i lift y i lift i i realu_add x y i i realu_ge i vectoru_norm x i vectoru_norm y i i i netord atu_infinity x y i i realu_mul i realu_abs a i infnorm x i infnorm i i r_ a x i i s_b_ i negligible s0 i negligible t i negligible i i UNION s0 t i i a_ i cnj z i Cx x i i a_ z i Cx x i i realu_add i realu_ofu_num m i realu_ofu_num n i realu_ofu_num i i p_ m n i i intu_add i intu_ofu_num m i intu_ofu_num n i intu_ofu_num i i p_ m n i i INTER i interior s0 i interior t i interior i i INTER s0 t i i realu_mul i realu_abs x i realu_abs y i realu_abs i i realu_mul x y i i UNION i UNIONS s0 i UNIONS t i UNIONS i i UNION s0 t i i realu_sub pi i i vectoru_angle x y i i vectoru_angle i vectoru_neg x y i i realu_sub i trace A i trace B i trace i i matrixu_sub A B i i realu_sub i Im x i Im y i Im i i vectoru_sub x y i i o f i i ITER n f i i ITER i SUC n f i i b_s_ i EVEN m i EVEN n i EVEN i i t_ m n i i realu_mul i realu_inv x i realu_inv y i realu_inv i i realu_mul x y i i realu_sub i Re x i Re y i Re i i vectoru_sub x y i i matrixu_add i matrixu_neg A i matrixu_neg B i matrixu_neg i i matrixu_add A B i i vectoru_add i vectoru_neg x i vectoru_neg y i vectoru_neg i i vectoru_add x y i i INTER i INTERS s0 i INTERS t i INTERS i i UNION s0 t i i intu_mul i intu_abs x i intu_abs y i intu_abs i i intu_mul x y i i intu_add i intu_neg x i intu_neg y i intu_neg i i intu_add x y i i realu_sub pi i i vectoru_angle x y i i vectoru_angle x i vectoru_neg y i i a_ i i pathu_component s0 x EMPTY i w_ i i IN x s0 i i openu_in i i subtopology top u u i i SUBSET u i topspace top i i vectoru_sub i sndcart x i sndcart y i sndcart i i vectoru_sub x y i i vectoru_add i Cx x i Cx y i Cx i i realu_add x y i i complexu_mul i cnj w i cnj z i cnj i i complexu_mul w z i reversepath i linepath i i c_ a b i linepath i i c_ b a i i APPEND i REVERSE m i REVERSE l i REVERSE i i APPEND l m i UNIONS i i IMAGE i IMAGE f s0 i i IMAGE f i UNIONS s0 i i a_ i EVEN m i EVEN n i EVEN i i p_ m n i i p_ i LENGTH l i LENGTH m i LENGTH i i APPEND l m i i vectoru_sub i fstcart x i fstcart y i fstcart i i vectoru_sub x y i i t_ m i i EXP m n i i EXP m i SUC n i i complexu_div i Cx x i Cx y i Cx i i realu_div x y i i closedu_in i i subtopology top u u i i SUBSET u i topspace top i setdist i i c_ s0 i closure t i setdist i i c_ s0 t i setdist i i c_ i closure s0 t i setdist i i c_ s0 t i i s_b_ i realu_bounded s0 i realu_bounded t i realu_bounded i i UNION s0 t i i realu_max i realu_ofu_int x i realu_ofu_int y i realu_ofu_int i i intu_max x y i i realu_div i vectoru_norm w i vectoru_norm z i vectoru_norm i i complexu_div w z i i UNION i setu_ofu_list l1 i setu_ofu_list l2 i setu_ofu_list i i APPEND l1 l2 i i realu_add i trace A i trace B i trace i i matrixu_add A B i i realu_add i Im x i Im y i Im i i vectoru_add x y i i realu_mul i det A i det B i det i i matrixu_mul A B i i hrealu_add i hrealu_ofu_num m i hrealu_ofu_num n i hrealu_ofu_num i i p_ m n i i s_b_ i FINITE s0 i FINITE t i FINITE i i UNION s0 t i i realu_sub i realu_ofu_int x i realu_ofu_int y i realu_ofu_int i i intu_sub x y i i realu_add i Re x i Re y i Re i i vectoru_add x y i i matrixu_sub i transp A i transp B i transp i i matrixu_sub A B i i realu_max i realu_ofu_num m i realu_ofu_num n i realu_ofu_num i i MAX m n i i realu_min i realu_ofu_num m i realu_ofu_num n i realu_ofu_num i i MIN m n i i intu_max i intu_ofu_num m i intu_ofu_num n i intu_ofu_num i i MAX m n i i vectoru_sub i cnj w i cnj z i cnj i i vectoru_sub w z i i realu_mul i realu_ofu_num m i realu_ofu_num n i realu_ofu_num i i t_ m n i i intu_min i intu_ofu_num m i intu_ofu_num n i intu_ofu_num i i MIN m n i i realu_add i realu_neg x i realu_neg y i realu_neg i i realu_add x y i i intu_mul i intu_ofu_num m i intu_ofu_num n i intu_ofu_num i i t_ m n i i s_b_ i bounded s0 i bounded t i bounded i i UNION s0 t i i intu_divides i intu_ofu_num a i intu_ofu_num b i i numu_divides a b i i realu_div i exp x i exp y i exp i i realu_sub x y i i realu_mul i realu_abs a i vectoru_norm x i vectoru_norm i i r_ a x i i pastecart i vectoru_neg x i vectoru_neg y i vectoru_neg i i pastecart x y i i vectoru_add i sndcart x i sndcart y i sndcart i i vectoru_add x y i i s_b_ i realu_negligible s0 i realu_negligible t i realu_negligible i i UNION s0 t i i complexu_div i cexp w i cexp z i cexp i i vectoru_sub w z i i realu_div i realu_sgn x i realu_sgn y i realu_sgn i i realu_div x y i i s_b_ i FINITE s0 i FINITE t i FINITE i i p_u_c s0 t i i intu_mul i intu_sgn x i intu_sgn y i intu_sgn i i intu_mul x y i intu_ofu_real i i realu_pow i realu_ofu_int x n i i intu_pow x n i i vectoru_add i fstcart x i fstcart y i fstcart i i vectoru_add x y i i realu_sub i drop x i drop y i drop i i vectoru_sub x y i i vectoru_sub i lift x i lift y i lift i i realu_sub x y i i matrixu_mul i transp B i transp A i transp i i matrixu_mul A B i inverse i swap i i c_ a b i swap i i c_ a b i i hrealu_add n i hrealu_ofu_num i NUMERAL u_0 n i i a_ i i connectedu_component s0 x UNIV i i a_ s0 UNIV i i permutes p i i INSERT a EMPTY i i a_ p I i i a_ i i IMAGE f s0 EMPTY i i a_ s0 EMPTY i i a_ i i INTER s0 t EMPTY i i DISJOINT s0 t i i a_ i i MAP f l NIL i i a_ l NIL i i a_ i realu_neg x i realu_neg y i i a_ x y i i realu_mul i realu_neg x i realu_neg y i i realu_mul x y i i intu_sub x i i intu_add x y i intu_neg y i i realu_sub i realu_neg x i realu_neg y i i realu_sub y x i i p_ i i t_ m n n i i t_ i SUC m n i i g_ i BIT1 n i BIT1 m i i g_ n m i i g_ i BIT0 n i BIT1 m i i g_ n m i i g_ i BIT1 n i BIT0 m i i g_a_ n m i i g_ i BIT0 n i BIT0 m i i g_ n m i i g_ i NUMERAL n i NUMERAL m i i g_ n m i i g_a_ i BIT1 n i BIT1 m i i g_a_ n m i i g_a_ i BIT0 n i BIT1 m i i g_ n m i i g_a_ i BIT1 n i BIT0 m i i g_a_ n m i i g_a_ i BIT0 n i BIT0 m i i g_a_ n m i i g_a_ i NUMERAL n i NUMERAL m i i g_a_ n m i i l_ i BIT1 m i BIT1 n i i l_ m n i i l_ i BIT1 m i BIT0 n i i l_ m n i i l_ i BIT0 m i BIT1 n i i l_a_ m n i i l_ i BIT0 m i BIT0 n i i l_ m n i i l_ i NUMERAL m i NUMERAL n i i l_ m n i i l_a_ i BIT1 m i BIT1 n i i l_a_ m n i i l_a_ i BIT1 m i BIT0 n i i l_ m n i i l_a_ i BIT0 m i BIT1 n i i l_a_ m n i i l_a_ i BIT0 m i BIT0 n i i l_a_ m n i i l_a_ i NUMERAL m i NUMERAL n i i l_a_ m n i i a_ i BIT1 m i BIT1 n i i a_ m n i i a_ i BIT0 m i BIT0 n i i a_ m n i i a_ i NUMERAL m i NUMERAL n i i a_ m n i i product i i o_o_ n n f i f n i i realu_sub x i i realu_add x y i realu_neg y i Re i i complexu_div z i Cx x i i realu_div i Re z x i i a_ i SUC m i SUC n i i a_ m n i PRE i i m_ i SUC m n i i m_ m n i i hasu_measure i i IMAGE lift s0 m i i hasu_realu_measure s0 m i i intu_lt i intu_neg x i intu_neg y i i intu_lt y x i i realu_lt i realu_neg x i realu_neg y i i realu_lt y x i i a_ i realu_ofu_num m i realu_ofu_num n i i a_ m n i i realu_ge i realu_ofu_num m i realu_ofu_num n i i g_a_ m n i i realu_gt i realu_ofu_num m i realu_ofu_num n i i g_ m n i i realu_le i realu_ofu_num m i realu_ofu_num n i i l_a_ m n i i realu_lt i realu_ofu_num m i realu_ofu_num n i i l_ m n i i realu_sub i i realu_sub x y x i realu_neg y i i a_a_g_ i w_ t1 i w_ t2 i i a_a_g_ t2 t1 i i realu_le i exp x i exp y i i realu_le x y i i l_ i SUC m i SUC n i i l_ m n i i realu_lt i exp x i exp y i i realu_lt x y i i a_ i INDu_SUC x1 i INDu_SUC x2 i i a_ x1 x2 i i a_ i exp x i exp y i i a_ x y i i intu_le i intu_neg x i intu_neg y i i intu_le y x i i trealu_eq i trealu_ofu_num m i trealu_ofu_num n i i a_ m n i i realu_le i atn x i atn y i i realu_le x y i i trealu_le i trealu_ofu_num m i trealu_ofu_num n i i l_a_ m n i i a_ i INJN n10 i INJN n20 i i a_ n10 n20 i i m_ i SUC m i SUC n i i m_ m n i i naddu_eq i naddu_ofu_num m i naddu_ofu_num n i i a_ m n i i naddu_le i naddu_ofu_num m i naddu_ofu_num n i i l_a_ m n i exp i i realu_mul i realu_ofu_num n x i i realu_pow i exp x n i i a_ i hrealu_ofu_num m i hrealu_ofu_num n i i a_ m n i i a_ i lift x i lift y i i a_ x y i i hrealu_le i hrealu_ofu_num m i hrealu_ofu_num n i i l_a_ m n i i a_ i intu_neg x i intu_neg y i i a_ x y i i a_ i intu_ofu_num m i intu_ofu_num n i i a_ m n i i intu_ge i intu_ofu_num m i intu_ofu_num n i i g_a_ m n i i intu_gt i intu_ofu_num m i intu_ofu_num n i i g_ m n i i intu_le i intu_ofu_num m i intu_ofu_num n i i l_a_ m n i i intu_lt i intu_ofu_num m i intu_ofu_num n i i l_ m n i i realu_lt i atn x i atn y i i realu_lt x y i i realu_le i realu_neg x i realu_neg y i i realu_le y x i i nsum i i o_o_ n n f i f n i i a_ i atn x i atn y i i a_ x y i i a_ i i o_o_ m n EMPTY i i l_ n m i Im i i complexu_div z i Cx x i i realu_div i Im z x i i a_ i Cx x i Cx y i i a_ x y i i l_a_ i SUC m i SUC n i i l_a_ m n i i a_ i realu_inv x i realu_inv y i i a_ x y i i intu_mul i intu_neg x i intu_neg y i i intu_mul x y i i intu_sub i intu_neg x i intu_neg y i i intu_sub y x i i sum i i o_o_ n n f i f n i i intu_sub i i intu_sub x y x i intu_neg y i i a_ i vec m i vec n i i a_ m n i csqrt i Cx i realu_ofu_num i NUMERAL u_0 i Cx i realu_ofu_num i NUMERAL u_0 i realu_inv i realu_ofu_num i NUMERAL i BIT1 u_0 i realu_ofu_num i NUMERAL i BIT1 u_0 i casn i Cx i realu_ofu_num i NUMERAL u_0 i Cx i realu_ofu_num i NUMERAL u_0 i intu_abs i intu_ofu_num i NUMERAL i BIT1 u_0 i intu_ofu_num i NUMERAL i BIT1 u_0 i complexu_inv i Cx i realu_ofu_num i NUMERAL u_0 i Cx i realu_ofu_num i NUMERAL u_0 i ctan i Cx i realu_ofu_num i NUMERAL u_0 i Cx i realu_ofu_num i NUMERAL u_0 i realu_abs i realu_ofu_num i NUMERAL i BIT1 u_0 i realu_ofu_num i NUMERAL i BIT1 u_0 i sqrt i realu_ofu_num i NUMERAL i BIT1 u_0 i realu_ofu_num i NUMERAL i BIT1 u_0 i det i mat i NUMERAL i BIT1 u_0 i realu_ofu_num i NUMERAL i BIT1 u_0 i vectoru_neg i Cx i realu_ofu_num i NUMERAL u_0 i Cx i realu_ofu_num i NUMERAL u_0 i vectoru_norm i basis i NUMERAL i BIT1 u_0 i realu_ofu_num i NUMERAL i BIT1 u_0 i csin i Cx i realu_ofu_num i NUMERAL u_0 i Cx i realu_ofu_num i NUMERAL u_0 i REPu_prod i ABSu_prod i i mku_pair x y i i mku_pair x y i i a_ i INR a i INR ai_ i i a_ a ai_ i i a_ i INJA a1 i INJA a2 i i a_ a1 a2 i i a_ i INL a i INL ai_ i i a_ a ai_ i i IN x i i INSERT y EMPTY i i a_ x y i evenperm i swap i i c_ a b i i a_ a b i i DELETE i i DELETE s0 x x i i DELETE s0 x i basis i NUMERAL i BIT0 i BIT1 u_0 ii i i vectoru_sub x i i vectoru_add x y i vectoru_neg y i i SUBSET i i INSERT x EMPTY s0 i i IN x s0 i i INSERT x i i INSERT x s0 i i INSERT x s0 i i between x i i c_ a a i i a_ x a i i a_ i INJF f1 i INJF f2 i i a_ f1 f2 i i a_ i i INSERT x s0 s0 i i IN x s0 i i a_ i i UNION s0 t t i i SUBSET s0 t i i complexu_mul i vectoru_neg x i vectoru_neg y i i complexu_mul x y i i vectoru_sub i vectoru_neg x i vectoru_neg y i i vectoru_sub y x i i IN x i i IMAGE drop s0 i i IN i lift x s0 i i IN x i i IMAGE lift s0 i i IN i drop x s0 i i a_ i transp A i transp B i i a_ A B i i a_ i cnj w i cnj z i i a_ w z i i vectoru_angle i vectoru_neg x i vectoru_neg y i i vectoru_angle x y i i vectoru_sub i i vectoru_sub x y x i vectoru_neg y i FINITE i openu_segment i i c_ a b i i a_ a b i i a_ i drop x i drop y i i a_ x y i i connectedu_component i i connectedu_component s0 x x i i connectedu_component s0 x i i a_ i vectoru_neg x i vectoru_neg y i i a_ x y i i affu_ge i i DIFF s0 t t i i affu_ge s0 t i i pathu_component i i pathu_component s0 x x i i pathu_component s0 x i i DIFF i i DIFF s0 t t i i DIFF s0 t i i a_ i u_destu_rec x i u_destu_rec y i i a_ x y i i extremeu_pointu_of x i i INSERT a EMPTY i i a_ x a i i faceu_of i i INSERT x EMPTY s0 i i extremeu_pointu_of x s0 i i a_ i i INTER s0 t s0 i i SUBSET s0 t i i hull P i i hull P s0 i i hull P s0 i i a_ i i DELETE s0 x s0 i w_ i i IN x s0 i i o i i ITER n f f i i ITER i SUC n f i i MOD n i NUMERAL i BIT1 u_0 i NUMERAL u_0 i trace i mat i NUMERAL i BIT1 u_0 i realu_ofu_num i dimindex UNIV i i a_ i dimindex UNIV i dimindex UNIV i i homeomorphic UNIV UNIV i i p_ i dimindex UNIV i dimindex UNIV i dimindex UNIV i i cross x i vec i NUMERAL u_0 i vec i NUMERAL u_0 i i cross i vec i NUMERAL u_0 x i vec i NUMERAL u_0 i tan i i realu_mul i realu_ofu_num n pi i realu_ofu_num i NUMERAL u_0 i i dot i vec i NUMERAL u_0 x i realu_ofu_num i NUMERAL u_0 i i r_r_ c i mat i NUMERAL u_0 i mat i NUMERAL u_0 i i realu_mul i realu_ofu_num i NUMERAL u_0 x i realu_ofu_num i NUMERAL u_0 i i matrixu_mul i mat i NUMERAL u_0 A i mat i NUMERAL u_0 i binom i i c_ n i NUMERAL u_0 i NUMERAL i BIT1 u_0 i i r_ i realu_ofu_num i NUMERAL u_0 x i vec i NUMERAL u_0 i i dot x i vec i NUMERAL u_0 i realu_ofu_num i NUMERAL u_0 i i realu_mul x i realu_ofu_num i NUMERAL u_0 i realu_ofu_num i NUMERAL u_0 i i matrixu_mul A i mat i NUMERAL u_0 i mat i NUMERAL u_0 i i hrealu_mul i hrealu_ofu_num i NUMERAL u_0 m i hrealu_ofu_num i NUMERAL u_0 i sin i i realu_mul i realu_ofu_num n pi i realu_ofu_num i NUMERAL u_0 i i intu_mul i intu_ofu_num i NUMERAL u_0 x i intu_ofu_num i NUMERAL u_0 i i hrealu_mul m i hrealu_ofu_num i NUMERAL u_0 i hrealu_ofu_num i NUMERAL u_0 i i matrixu_vectoru_mul i mat i NUMERAL u_0 x i vec i NUMERAL u_0 i i intu_mul x i intu_ofu_num i NUMERAL u_0 i intu_ofu_num i NUMERAL u_0 i i EXP i NUMERAL i BIT1 u_0 n i NUMERAL i BIT1 u_0 i i r_r_ i realu_ofu_num i NUMERAL u_0 A i mat i NUMERAL u_0 i i matrixu_vectoru_mul A i vec i NUMERAL u_0 i vec i NUMERAL u_0 i Cx i realu_ofu_num i NUMERAL i BIT1 u_0 i basis i NUMERAL i BIT1 u_0 i realu_neg i realu_ofu_num i NUMERAL i BIT1 u_0 i cos pi i Cx i realu_ofu_num i NUMERAL i BIT1 u_0 i neutral complexu_mul i intu_neg i intu_ofu_num i NUMERAL i BIT1 u_0 i affu_dim EMPTY i i a_ i destu_nadd i mku_nadd r r i isu_nadd r i i UNION p i i UNION p q i i UNION p q i i INTER p i i INTER p q i i INTER p q i i s_b_ p i i s_b_ p q i i s_b_ p q i i b_s_ p i i b_s_ p q i i b_s_ p q i i realu_sub x i i realu_sub x y y i i realu_add y i i realu_sub x y x i i realu_sub i i realu_add x y x y i i realu_add i i realu_sub x y y x i Im i complex i i c_ x y y i i CONS x i i REPLICATE n x i i REPLICATE i SUC n x i i sum i i INSERT x EMPTY f i f x i i rotate2d i realu_ofu_num i NUMERAL u_0 z z i i intu_add i intu_ofu_num i NUMERAL u_0 x x i i intu_sub x i intu_ofu_num i NUMERAL u_0 x i i complexu_pow x i NUMERAL i BIT1 u_0 x i i intu_add x i intu_ofu_num i NUMERAL u_0 x i i intu_mul i intu_sgn x i intu_abs x x i i pastecart i fstcart z i sndcart z z i i IMAGE i i o drop lift s0 s0 i i IMAGE i i o lift drop s0 s0 i i intu_pow x i NUMERAL i BIT1 u_0 x i i matrixu_add i mat i NUMERAL u_0 A A i i matrixu_add A i mat i NUMERAL u_0 A i i c_ i FST x i SND x x i i matrixu_sub A i mat i NUMERAL u_0 A i i vectoru_add i vec i NUMERAL u_0 x x i i vectoru_add x i vec i NUMERAL u_0 x i i m_ i i p_ m n n m i i m_ i i p_ m n m n i i t_ i NUMERAL i BIT1 u_0 n n i i DIV n i NUMERAL i BIT1 u_0 n i dist i i c_ i NUMERAL u_0 n n i i EXP n i NUMERAL i BIT1 u_0 n i dist i i c_ n i NUMERAL u_0 n i i t_ m i NUMERAL i BIT1 u_0 m i i intu_max x i i intu_max x y i i intu_max x y i i intu_min x i i intu_min x y i i intu_min x y i acs i realu_ofu_num i NUMERAL i BIT1 u_0 i realu_ofu_num i NUMERAL u_0 i log i realu_ofu_num i NUMERAL i BIT1 u_0 i realu_ofu_num i NUMERAL u_0 i i r_ c i vec i NUMERAL u_0 i vec i NUMERAL u_0 i i dropout k i vec i NUMERAL u_0 i vec i NUMERAL u_0 i vectoru_norm i Cx i realu_ofu_num i NUMERAL u_0 i realu_ofu_num i NUMERAL u_0 i Arg i Cx i realu_ofu_num i NUMERAL u_0 i realu_ofu_num i NUMERAL u_0 i i vectoru_sub x i vec i NUMERAL u_0 x i i realu_min x i i realu_min x y i i realu_min x y i i realu_max x i i realu_max x y i i realu_max x y i i intu_add y i i intu_sub x y x i i intu_add i i intu_sub x y y x i i intu_sub i i intu_add x y x y i i intu_sub x i i intu_sub x y y i i INSERT i vec i NUMERAL u_0 EMPTY i span EMPTY i i INSERT i vec i NUMERAL u_0 EMPTY i i hull convexu_cone EMPTY i i vsum i i o_o_ n n f i f n i i realu_sub i realu_ofu_num i NUMERAL u_0 x i realu_neg x i i a_ i realu_ofu_int i intu_ofu_real r r i integer r i i s_b_ i realu_bounded s0 i realu_closed s0 i realu_compact s0 i i DIFF i closure s0 i interior s0 i frontier s0 i i complexu_div i csin z i ccos z i ctan z i i s_b_ i bounded s0 i closed s0 i compact s0 i i b_s_ i rotationu_matrix Q i rotoinversionu_matrix Q i orthogonalu_matrix Q i i s_b_ i polyhedron s0 i bounded s0 i polytope s0 i trivialu_limit i i within i at a s0 i w_ i i limitu_pointu_of a s0 i i INTER i inside s0 i outside s0 EMPTY i i p_ m i NUMERAL i BIT1 u_0 i SUC m i w_ i i a_ n i NUMERAL u_0 i i l_ i NUMERAL u_0 n i i d_ z i NUMERAL i BIT1 u_0 i Re z i i d_ x i NUMERAL i BIT1 u_0 i drop x i i continuous i i o Cx f net0 i i realu_continuous f net0 i i product i i INSERT x EMPTY f i f x i i s_b_ P i i a_ v t i i i SETSPEC v P t i i intu_divides n i i intu_sub x y i i i intu_mod n x y i pathstart i i i subpath u v g i g u i i i FCONS a f i SUC n i f n i reversepath i i i subpath u v g i i i subpath v u g i i UNCURRY f i i c_ x y i i f x y i pathfinish i i i subpath u v g i g v i i i i conicu_cap v0 v0 r a EMPTY i i realu_add i realu_ofu_num i NUMERAL u_0 x x i i realu_pow x i NUMERAL i BIT1 u_0 x i i realu_add x i realu_ofu_num i NUMERAL u_0 x i i realu_sub x i realu_ofu_num i NUMERAL u_0 x i i realu_mul i realu_sgn x i realu_abs x x i i i ITLIST f NIL b b i LAST i i CONS h NIL h i HD i i CONS h t h i relativeu_interior i i INSERT a EMPTY i i INSERT a EMPTY i i measurableu_on i indicator s0 UNIV i lebesgueu_measurable s0 i i a_ i setu_ofu_list l EMPTY i i a_ l NIL i i a_ i closure s0 EMPTY i i a_ s0 EMPTY i i HASu_SIZE s0 i NUMERAL u_0 i i a_ s0 EMPTY i RC i TC i SC R i RSTC R i UNIONS i i INSERT s0 EMPTY s0 i INTERS i i INSERT s0 EMPTY s0 i i EL i NUMERAL u_0 l i HD l i i higheru_complexu_derivative i NUMERAL u_0 f f i i subtopology top i topspace top top i i m_ i BIT1 n u_0 i BIT1 n i i m_ i BIT0 n u_0 i BIT0 n i i g_a_ u_0 i BIT0 n i i g_a_ u_0 n i i l_ u_0 i BIT0 n i i l_ u_0 n i i a_ u_0 i BIT0 n i i a_ u_0 n i i p_ i BIT1 n u_0 i BIT1 n i i p_ i BIT0 n u_0 i BIT0 n i i p_ u_0 i BIT1 n i BIT1 n i i p_ u_0 i BIT0 n i BIT0 n i vectoru_norm i Cx i realu_ofu_num n i realu_ofu_num n i SND i i c_ x y y i FST i i c_ x y x i i i COND b t t t i NULL i i CONS h t F i fstcart i i pastecart x y x i sndcart i i pastecart x y y i intu_ofu_real i realu_sgn i realu_ofu_int x i intu_sgn x i Re i csin i Cx x i sin x i intu_ofu_real i realu_abs i realu_ofu_int x i intu_abs x i Re i ctan i Cx x i tan x i Cx i vectoru_norm i Cx x i Cx i realu_abs x i SUC i SUC i BIT0 n i BIT0 i SUC n i Re i cacs i Cx x i acs x i Re i casn i Cx x i asn x i Re i catn i Cx x i atn x i Re i ccos i Cx x i cos x i intu_ofu_real i realu_neg i realu_ofu_int i0 i intu_neg i0 i Re i cexp i Cx x i exp x i mku_num i INDu_SUC i destu_num n i SUC n i i i MAP2 f NIL NIL NIL i sin i i realu_add x pi i realu_neg i sin x i i realu_div x i realu_abs x i realu_sgn x i i realu_lt i floor x x i w_ i integer x i cos i i realu_add x pi i realu_neg i cos x i i realu_sub x i floor x i frac x i bounded i i IMAGE lift s0 i realu_bounded s0 i i vectoru_add w i vectoru_neg z i i vectoru_sub w z i SUC i i p_ n n i BIT1 n i affu_dim i i hull affine s0 i affu_dim s0 i frontier i i DIFF UNIV s0 i frontier s0 i i SUBSET i closure s0 s0 i closed s0 i lebesgueu_measurable i i DIFF UNIV s0 i lebesgueu_measurable s0 i i a_ i closure s0 s0 i closed s0 i collinear i i hull convex s0 i collinear s0 i diameter i i hull convex s0 i diameter s0 i affu_dim i i hull convex s0 i affu_dim s0 i i i affsign sgnu_gt EMPTY S i conv0 S i i a_ i interior s0 s0 i open s0 i bounded i i hull convex s0 i bounded s0 i coplanar i i hull affine s0 i coplanar s0 i i SUBSET i frontier s0 s0 i closed s0 i collinear i i hull affine s0 i collinear s0 i relativeu_interior i i hull affine s0 i i hull affine s0 i realu_lebesgueu_measurable i i DIFF UNIV s0 i realu_lebesgueu_measurable s0 i i within i at x UNIV i at x i i a_ i span s0 s0 i subspace s0 i i hull affine i closure s0 i i hull affine s0 i i a_ i cnj z z i real0 z i i vectoru_matrixu_mul x i transp A i i matrixu_vectoru_mul A x i i realu_add x i realu_neg y i i realu_sub x y i i destu_cart x i finiteu_index i0 i i d_ x i0 i w_ i i intu_le y x i i intu_lt x y i i complexu_mul w i complexu_inv z i i complexu_div w z i openu_interval i i c_ a b i i rect a b i i realu_mul x i realu_inv y i i realu_div x y i i matrixu_add A i matrixu_neg B i i matrixu_sub A B i pathfinish i i o f p i f i pathfinish p i i intu_add x i intu_neg y i i intu_sub x y i LENGTH i i CONS h t i SUC i LENGTH t i vectoru_neg i i cross y x i i cross x y i ball i i c_ z r i i normball z r i matrix i i frechetu_derivative f net0 i i jacobian f net0 i pathstart i i o f p i f i pathstart p i w_ i i realu_le y x i i realu_lt x y i ABSu_prod i i mku_pair x y i i c_ x y i i intu_sub x i intu_neg y i i intu_add x y i realu_inv i i realu_div x y i i realu_div y x i i realu_sub x i realu_neg y i i realu_add x y i i i netord atu_neginfinity x y i i realu_le x y i intu_neg i i intu_sub x y i i intu_sub y x i i rpow x i realu_ofu_num n i i realu_pow x n i w_ i i l_a_ m n i i l_ n m i w_ i i l_ m n i i l_a_ n m i i d_ i vec k i0 i realu_ofu_num k i w_ i i realu_lt x y i i realu_le y x i i l_ m i SUC n i i l_a_ m n i w_ i i intu_lt x y i i intu_le y x i realu_neg i i realu_sub x y i i realu_sub y x i i i netord atu_posinfinity x y i i realu_ge x y i i l_a_ i SUC m n i i l_ m n i trealu_neg i i c_ x y i i c_ y x i i i netord sequentially m n i i g_a_ m n i i IN m i from n i i l_a_ n m i mat i NUMERAL i BIT1 u_0 i matrix I i realu_ofu_num i NUMERAL i BIT1 u_0 i neutral realu_mul i realu_ofu_num i NUMERAL i BIT1 u_0 i vectoru_norm ii i realu_ofu_num i NUMERAL i BIT1 u_0 i sign I i NUMERAL i BIT0 i BIT1 u_0 i dimindex UNIV i NUMERAL i BIT1 i BIT1 u_0 i dimindex UNIV i realu_ofu_num i NUMERAL i BIT1 u_0 i Im ii i Cx i realu_ofu_num i NUMERAL u_0 i vec i NUMERAL u_0 i w_ i i l_a_u_c s0 t i i l_u_c t s0 i w_ i i l_u_c s0 t i i l_a_u_c t s0 i matrixu_neg i i matrixu_sub A B i i matrixu_sub B A i vectoru_neg i i vectoru_sub x y i i vectoru_sub y x i pathfinish i i p_p_ g1 g2 i pathfinish g2 i negligible i i INSERT a s0 i negligible s0 i i orthogonal i vectoru_neg x y i i orthogonal x y i i vectoru_sub x i vectoru_neg y i i vectoru_add x y i i IN x i setu_ofu_list l i i MEM x l i i orthogonal x i vectoru_neg y i i orthogonal x y i realu_negligible i i INSERT a s0 i realu_negligible s0 i i matrixu_vectoru_mul i transp A x i i vectoru_matrixu_mul x A i pathstart i i p_p_ g1 g2 i pathstart g1 i vectoru_norm i i rotate2d t z i vectoru_norm z i measure i i rect a b i i volu_rect a b i COUNTABLE i i DELETE s0 x i COUNTABLE s0 i COUNTABLE i i INSERT x s0 i COUNTABLE s0 i complexu_inv i i complexu_div w z i i complexu_div z w i LENGTH i i MAP f l i LENGTH l i i i pathu_component s0 x x i i IN x s0 i bounded i i INSERT x s0 i bounded s0 i i complexu_mul i Cx c x i i r_ c x i i i connectedu_component s0 x x i i IN x s0 i FINITE i i DELETE s0 x i FINITE s0 i FINITE i i INSERT x s0 i FINITE s0 i i t_ m i NUMERAL u_0 i NUMERAL u_0 i i t_ i NUMERAL u_0 n i NUMERAL u_0 i i g_ i BIT0 n u_0 i i g_ n u_0 i i l_a_ i BIT0 n u_0 i i l_a_ n u_0 i i a_ i BIT0 n u_0 i i a_ n u_0 i i EXP i BIT1 m u_0 i BIT1 u_0 i i EXP i BIT0 m u_0 i BIT1 u_0 i i i ALL2 P NIL NIL T i setdist i i c_ s0 EMPTY i realu_ofu_num i NUMERAL u_0 i setdist i i c_ EMPTY t i realu_ofu_num i NUMERAL u_0 i Arg i Cx i realu_ofu_num n i realu_ofu_num i NUMERAL u_0 i i EXP m i NUMERAL u_0 i NUMERAL i BIT1 u_0 i affu_dim i i INSERT a EMPTY i intu_ofu_num i NUMERAL u_0 i i l_ u_0 i BIT1 n T i i l_a_ u_0 i BIT1 n T i i l_a_ u_0 i BIT0 n T i i l_ i BIT1 n u_0 F i i l_ i BIT0 n u_0 F i i l_a_ i BIT1 n u_0 F i i a_ u_0 i BIT1 n F i i a_ i BIT1 n u_0 F i i l_ m i NUMERAL u_0 F i i i MAP2 f NIL l NIL i topspace i i subtopology euclidean s0 s0 i topspace i i subtopology euclideanreal s0 s0 i midpoint i i c_ x x x i LENGTH i i REPLICATE n x n i i p_ i NUMERAL u_0 n n i i m_ m i NUMERAL u_0 m i i p_ m i NUMERAL u_0 m i intu_sgn i intu_ofu_num i NUMERAL u_0 i intu_ofu_num i NUMERAL u_0 i realu_inv i realu_ofu_num i NUMERAL u_0 i realu_ofu_num i NUMERAL u_0 i trace i mat i NUMERAL u_0 i realu_ofu_num i NUMERAL u_0 i tan i realu_ofu_num i NUMERAL u_0 i realu_ofu_num i NUMERAL u_0 i intu_abs i intu_ofu_num i NUMERAL u_0 i intu_ofu_num i NUMERAL u_0 i intu_neg i intu_ofu_num i NUMERAL u_0 i intu_ofu_num i NUMERAL u_0 i vectoru_norm i vec i NUMERAL u_0 i realu_ofu_num i NUMERAL u_0 i infnorm i vec i NUMERAL u_0 i realu_ofu_num i NUMERAL u_0 i realu_sgn i realu_ofu_num i NUMERAL u_0 i realu_ofu_num i NUMERAL u_0 i vectoru_neg i vec i NUMERAL u_0 i vec i NUMERAL u_0 i realu_abs i realu_ofu_num i NUMERAL u_0 i realu_ofu_num i NUMERAL u_0 i sqrt i realu_ofu_num i NUMERAL u_0 i realu_ofu_num i NUMERAL u_0 i realu_neg i realu_ofu_num i NUMERAL u_0 i realu_ofu_num i NUMERAL u_0 i matrixu_neg i mat i NUMERAL u_0 i mat i NUMERAL u_0 i atn i realu_ofu_num i NUMERAL u_0 i realu_ofu_num i NUMERAL u_0 i sin i realu_ofu_num i NUMERAL u_0 i realu_ofu_num i NUMERAL u_0 i det i mat i NUMERAL u_0 i realu_ofu_num i NUMERAL u_0 i hrealu_inv i hrealu_ofu_num i NUMERAL u_0 i hrealu_ofu_num i NUMERAL u_0 i asn i realu_ofu_num i NUMERAL u_0 i realu_ofu_num i NUMERAL u_0 i rank i mat i NUMERAL u_0 i NUMERAL u_0 i openu_interval i i c_ a a EMPTY i i i ALL2 P NIL l2 i i a_ l2 NIL i i REPLICATE i NUMERAL u_0 x NIL i i i slice k a EMPTY EMPTY i i m_ u_0 i BIT1 n u_0 i i m_ u_0 i BIT0 n u_0 i i EXP u_0 i BIT1 n u_0 i i t_ i BIT1 n u_0 u_0 i i t_ i BIT0 n u_0 u_0 i i t_ u_0 i BIT1 n u_0 i i t_ u_0 i BIT0 n u_0 i i i lifted op u_ NONE NONE i i i lifted op NONE u_ NONE i i within i atreal x UNIV i atreal x i i a_ i floor x x i integer x i tan i i realu_add x pi i tan x i i higheru_realu_derivative i NUMERAL u_0 f f i mku_real i trealu_eq i trealu_ofu_num m i realu_ofu_num m i mku_hreal i naddu_eq i naddu_ofu_num m i hrealu_ofu_num m i open i i IMAGE lift s0 i realu_open s0 i i HASu_SIZE s0 i CARD s0 i FINITE s0 i i hasu_realu_measure s0 i realu_measure s0 i realu_measurable s0 i isu_interval i i IMAGE lift s0 i isu_realinterval s0 i measurable i i IMAGE lift s0 i realu_measurable s0 i connected i i IMAGE lift s0 i isu_realinterval s0 i compact i i IMAGE lift s0 i realu_compact s0 i lebesgueu_measurable i i IMAGE lift s0 i realu_lebesgueu_measurable s0 i open i i DIFF UNIV s0 i closed s0 i realu_open i i DIFF UNIV s0 i realu_closed s0 i sqrt i i dot x x i vectoru_norm x i realu_closed i i DIFF UNIV s0 i realu_open s0 i closed i i DIFF UNIV s0 i open s0 i negligible i i IMAGE lift s0 i realu_negligible s0 i i DELETE s0 i CHOICE s0 i REST s0 i i hasu_measure s0 i measure s0 i measurable s0 i closed i i IMAGE lift s0 i realu_closed s0 i convex i i IMAGE lift s0 i isu_realinterval s0 i i INTER i inside s0 s0 EMPTY i i i support op f EMPTY EMPTY i i INTER i outside s0 s0 EMPTY i openu_segment i i c_ a a EMPTY i i ITER i NUMERAL u_0 f I i swap i i c_ a a I i g i vec i NUMERAL u_0 i pathstart g i TL i i CONS h t t i i i o f g x i f i g x i i i affsign sgn s0 EMPTY i i hull affine s0 i i i a_a_ x y rel i i rel x y i i i INV R x y i i R y x i netlimit i atreal a a i i realu_min x x x i i realu_max x x x i vectoru_neg i vectoru_neg x x i OUTR i INR y y i i l_u_c s0 UNIV i FINITE s0 i i l_a_u_c s0 UNIV i COUNTABLE s0 i i UNION p p p i i INTER p p p i i subtopology top UNIV top i w_ i w_ t t i w_ i EVEN n i ODD n i drop i vec n i realu_ofu_num n i transp i mat n i mat n i ODD i NUMERAL n i ODD n i EVEN i NUMERAL n i EVEN n i PRE i BIT1 n i BIT0 n i SUC i BIT0 n i BIT1 n i i p_ n n i BIT0 n i realu_abs i realu_ofu_num n i realu_ofu_num n i floor i realu_ofu_num n i realu_ofu_num n i intu_abs i intu_ofu_num n i intu_ofu_num n i sndcart i vec n i vec n i fstcart i vec n i vec n i lift i realu_ofu_num n i vec n i w_ i ODD n i EVEN n i realu_ofu_int i intu_ofu_num n i realu_ofu_num n i ODD i NUMERAL u_0 F i i l_ u_0 u_0 F i i EX P NIL F i i MEM x NIL F i mku_nadd i destu_nadd a a i intu_abs i intu_abs x i intu_abs x i intu_abs i intu_neg x i intu_abs x i i intu_max x x x i i intu_min x x x i intu_ofu_real i realu_ofu_num n i intu_ofu_num n i realu_abs i vectoru_norm x i vectoru_norm x i transp i columnvector v i rowvector v i i affu_gt EMPTY s0 i conv0 s0 i RSTC i RSTC R i RSTC R i i exposedu_faceu_of s0 s0 i convex s0 i i hull subspace s0 i span s0 i dim i closure s0 i dim s0 i i hull closed s0 i closure s0 i vectoru_norm i pad2d3d x i vectoru_norm x i realu_abs i infnorm x i infnorm x i i faceu_of s0 s0 i convex s0 i dim i span s0 i dim s0 i TC i TC R i TC R i infnorm i vectoru_neg x i infnorm x i STC i STC R i STC R i i closedu_in euclidean s0 i closed s0 i i l_a_u_c UNIV s0 i INFINITE s0 i SC i SC R i SC R i RTC i RTC R i RTC R i columns i transp A i rows A i rows i transp A i columns A i i rotate2d pi z i vectoru_neg z i closure i closure s0 i closure s0 i vectoru_norm i cnj z i vectoru_norm z i rank i transp A i rank A i RC i RC R i RC R i det i transp A i det A i ccos i vectoru_neg z i ccos z i i openu_in euclideanreal s0 i realu_open s0 i RSC i RSC R i RSC R i i closedu_in euclideanreal s0 i realu_closed s0 i real0 i complexu_inv z i real0 z i bounded i closure s0 i bounded s0 i compact i closure s0 i bounded s0 i path i reversepath g i path g i Re i cnj z i Re z i vectoru_norm i vectoru_neg x i vectoru_norm x i orthogonalu_matrix i transp A i orthogonalu_matrix A i span i span s0 i span s0 i interior i interior s0 i interior s0 i i g_a_u_c UNIV t i COUNTABLE t i i openu_in euclidean s0 i open s0 i transp i rowvector v i columnvector v i pathu_image i reversepath g i pathu_image g i OUTL i INL x x i i FILTER P NIL NIL i i m_ u_0 u_0 u_0 i i t_ u_0 u_0 u_0 i i p_ u_0 u_0 u_0 i i IN x P i P x i i LET f x i f x i i s_b_ p p p i i b_s_ p p p i i nsum EMPTY f i NUMERAL u_0 i intu_ofu_num i dimindex UNIV i affu_dim UNIV i EVEN i NUMERAL u_0 T i i l_a_ u_0 u_0 T i i a_ u_0 u_0 T i i PAIRWISE r NIL T i i ALL P NIL T i ODD i BIT1 n T i EVEN i BIT0 n T i i pairwise r EMPTY T i i a_ x x T i ODD i BIT0 n F i EVEN i BIT1 n F i oneu_ABS i oneu_REP a a i intu_ofu_real i realu_ofu_int a a i pathfinish i reversepath g i pathstart g i SC i INV R i SC R i pathstart i reversepath g i pathfinish g i i APPEND NIL l l i finiteu_index i destu_finiteu_image a a i topology0 i openu_in a a i REVERSE i REVERSE l l i i APPEND l NIL l i mku_net i netord a a i cnj i cnj z z i i UNION s0 EMPTY s0 i i UNION EMPTY s0 s0 i ccos i cacs z z i lift i drop x x i reversepath i reversepath g g i intu_neg i intu_neg x x i i IMAGE I s0 s0 i i INTER s0 UNIV s0 i i INTER UNIV s0 s0 i csin i casn z z i complexu_inv i complexu_inv x x i i DIFF s0 EMPTY s0 i transp i transp A A i mku_finiteu_sum i destu_finiteu_sum a a i netlimit i at a a i mku_cart i destu_cart a a i ABSu_prod i REPu_prod a a i PRE i SUC n n i numu_ofu_int i intu_ofu_num n n i i ZIP NIL NIL NIL i i ZIP NIL l2 NIL i realu_ofu_num i NUMERAL u_0 i diameter EMPTY i realu_ofu_num i NUMERAL u_0 i tan pi i vec i NUMERAL u_0 i neutral vectoru_add i realu_ofu_num i NUMERAL u_0 i realu_measure EMPTY i realu_ofu_num i NUMERAL u_0 i Re ii i realu_ofu_num i NUMERAL u_0 i measure EMPTY i realu_ofu_num i NUMERAL u_0 i content EMPTY i NUMERAL i BIT1 u_0 i dimindex UNIV i realu_ofu_num i NUMERAL u_0 i neutral realu_add i realu_ofu_num i NUMERAL u_0 i sin pi i NUMERAL i BIT1 u_0 i neutral t_ i i IMAGE f EMPTY EMPTY i i EXP u_0 u_0 i BIT1 u_0 i NUMERAL i NUMERAL u_0 i NUMERAL u_0 i PRE i NUMERAL u_0 i NUMERAL u_0 i i IMAGE lift UNIV UNIV i i IMAGE drop UNIV UNIV i i hull affine UNIV UNIV i from i NUMERAL u_0 UNIV i i hull convex EMPTY EMPTY i i hull convex UNIV UNIV i BIT0 i NUMERAL u_0 i NUMERAL u_0 i i hull affine EMPTY EMPTY i i hull conic EMPTY EMPTY i realu_abs i exp x i exp x i realu_sgn i realu_inv x i realu_sgn x i integer i realu_neg x i integer x i rational i realu_neg x i rational x i vectoru_norm i Cx x i realu_abs x i realu_abs i realu_neg x i realu_abs x i cos i realu_neg x i cos x i integer i realu_abs x i integer x i rational i realu_inv x i rational x i vectoru_norm i lift x i realu_abs x i realu_abs i realu_abs x i realu_abs x i cnj i Cx x i Cx x i cos i realu_abs x i cos x i w_ i dependent s0 i independent s0 i RC i SC R i RSC R i RC i TC R i RTC R i TC i SC R i STC R i w_ i FINITE s0 i INFINITE s0 i dim i rows A i rank A i dim i columns A i rank A i realu_abs i drop x i vectoru_norm x i UNIONS i components u u i i MAP f NIL NIL i i INTER s0 EMPTY EMPTY i i INTER EMPTY s0 EMPTY i i pathu_component EMPTY x EMPTY i i connectedu_component EMPTY x EMPTY i i DIFF EMPTY s0 EMPTY i i pathu_component UNIV x UNIV i i UNION s0 UNIV UNIV i i UNION UNIV s0 UNIV i i DIFF s0 s0 EMPTY i i DIFF s0 UNIV EMPTY i i DELETE EMPTY x EMPTY i i INSERT x UNIV UNIV i i connectedu_component UNIV x UNIV i tan i atn y y i realu_inv i realu_inv x x i realu_neg i realu_neg x x i Re i Cx x x i drop i lift x x i log i exp x x i iterate realu_mul product i iterate realu_add sum i rconesgn a_ rconeu_eq i rconesgn realu_ge rconeu_ge i rconesgn realu_gt rconeu_gt i iterate p_ nsum i u_mku_rec ZBOT BOTTOM i iterate complexu_mul cproduct i REVERSE NIL NIL i ODD u_0 F i w_ T F i realu_abs pi pi i BUTLAST NIL NIL i PRE u_0 u_0 i BIT0 u_0 u_0 i MAP I I i inverse I I i EVEN u_0 T i neutral s_b_ T i evenperm I T i w_ F T i NULL NIL T i mku_num INDu_0 u_0 i GSPEC p p i NUMERAL n n i I x x i UNIONS EMPTY EMPTY i closure EMPTY EMPTY i span UNIV UNIV i setu_ofu_list NIL EMPTY i interior EMPTY EMPTY i topspace euclideanreal UNIV i INTERS EMPTY UNIV i topspace euclidean UNIV i frontier EMPTY EMPTY i closure UNIV UNIV i relativeu_interior EMPTY EMPTY i inside EMPTY EMPTY i frontier UNIV EMPTY i outside EMPTY UNIV i interior UNIV UNIV i affsign sgnu_lt affu_lt i affsign sgnu_gt affu_gt i topology0 open euclidean i affsign sgnu_le affu_le i topology0 realu_open euclideanreal i affsign sgnu_ge affu_ge i LETu_END t t i 2 realu_div 0 realu_abs 0 realu_add 0 realu_mul 0 realu_sub 0 d_ 0 NUMERAL 0 BIT1 0 u_0 0 BIT0 0 realu_ofu_num 0 measure 0 hull 0 convex 0 INSERT 0 EMPTY 0 det 0 s_b_ 0 a_ 0 realu_pow 0 b_s_ 0 realu_neg 0 orthogonalu_matrix 0 vector 0 CONS 0 NIL 0 cross 0 COND 0 realu_lt 0 openu_interval 0 c_ 0 closedu_interval 0 volu_rect 0 realu_le 0 rotationu_matrix 0 infnorm 0 deltau_x 0 Im 0 Re 0 complex 0 sqrt 0 vectoru_norm 0 csqrt 0 distance 0 differentiable 0 at 0 jacobian 0 complexu_differentiable 0 dot 0 orthonormal 0 collinear 0 cos 0 angle 0 scale 0 sin 0 rotate2d 0 vectoru_sub 0 complexu_inv 0 w_ 0 vec 0 vectoru_angle 0 p_ 0 binom 0 intu_ofu_num 0 intu_lt 0 intu_le 0 intu_mul 0 azim 0 volu_frusttu_wedge 0 vectoru_add 0 INTER 0 affine 0 ball 0 r_ 0 realu_inv 0 openu_segment 0 cball 0 closedu_segment 0 complexu_mul 0 Cx 0 csin 0 complexu_div 0 ccos 0 DIFF 0 UNION 0 interior 0 ii 0 clog 0 catn 0 pi 0 acs 0 frac 0 floor 0 IN 0 l_a_ 0 l_ 0 EXP 0 volu_conicu_capu_wedge 0 realu_sgn 0 intu_neg 0 intu_sgn 0 affu_gt 0 vectoru_neg 0 volu_ballu_wedge 0 drop 0 a_a_g_ 0 connectedu_component 0 complexu_pow 0 cacs 0 casn 0 matrix 0 EVEN 0 SUBSET 0 inside 0 FACT 0 m_ 0 asn 0 bernstein 0 affineu_dependent 0 frontier 0 matrixu_mul 0 transp 0 mat 0 faceu_of 0 affu_dim 0 intu_sub 0 facetu_of 0 SUC 0 product 0 o_o_ 0 vsum 0 nsum 0 sum 0 cexp 0 coplanar 0 exp 0 rowvector 0 columnvector 0 matrixu_vectoru_mul 0 netord 0 atreal 0 arcV 0 atn 0 t_ 0 NUMPAIR 0 intu_add 0 intu_pow 0 r_r_ 0 cofactor 0 integer 0 between 0 intu_abs 0 realu_gt 0 realu_ge 0 cpow 0 pastecart 0 closedu_realu_interval 0 closedu_realu_segment 0 DIV 0 unwinding 0 hasu_integral 0 o 0 lift 0 hasu_realu_integral 0 realu_max 0 realu_min 0 neutral 0 support 0 F 0 HD 0 ALL2 0 TL 0 continuous 0 within 0 real0 0 IMAGE 0 realu_continuous 0 NUMSUM 0 hasu_vectoru_derivative 0 hasu_realu_derivative 0 m_m_g_ 0 content 0 DISJOINT 0 hrealu_add 0 hrealu_mul 0 trealu_mul 0 FINITE 0 iterate 0 cnj 0 CARD 0 independent 0 span 0 Arg 0 dropout 0 basis 0 LENGTH 0 EL 0 APPEND 0 continuousu_on 0 path 0 pathu_image 0 dim 0 pathfinish 0 pathstart 0 homotopicu_loops 0 sign 0 swap 0 rows 0 dimindex 0 UNIV 0 hasu_complexu_derivative 0 rpow 0 dihV 0 evenperm 0 naddu_eq 0 naddu_ofu_num 0 mku_nadd 0 naddu_rinv 0 naddu_inv 0 openu_realu_segment 0 openu_realu_interval 0 m_m_m_g_ 0 homotopicu_with 0 DELETE 0 limitu_pointu_of 0 rotoinversionu_matrix 0 FILTER 0 edgeu_of 0 orthogonal 0 closure 0 indicator 0 relativeu_interior 0 topspace 0 closedu_in 0 openu_in 0 fstcart 0 sndcart 0 mku_finiteu_sum 0 matrixu_sub 0 matrixu_add 0 conv0 0 volu_conv 0 CONSTR 0 RSC 0 dist 0 dependent 0 conic 0 convexu_cone 0 tan 0 trivialu_limit 0 FST 0 SND 0 ASSOC 0 ODD 0 divisionu_of 0 midpoint 0 ITLIST2 0 MOD 0 MAP2 0 from 0 equiintegrableu_on 0 integrableu_on 0 linepath 0 pathu_component 0 realu_ofu_int 0 simpleu_path 0 arc 0 absolutelyu_integrableu_on 0 absolutelyu_realu_integrableu_on 0 realu_integrableu_on 0 subpath 0 reversepath 0 CHOICE 0 REST 0 vectoru_variation 0 realu_variation 0 realu_continuousu_on 0 uniformlyu_continuousu_on 0 realu_uniformlyu_continuousu_on 0 hasu_boundedu_variationu_on 0 hasu_boundedu_realu_variationu_on 0 measurableu_on 0 realu_measurableu_on 0 I 0 BUTLAST 0 ZIP 0 INJP 0 INJN 0 INJA 0 INJF 0 ZCONSTR 0 integral 0 INJ 0 SURJ 0 BIJ 0 realu_integral 0 less 0 kle 0 PRE 0 ALL 0 PAIRWISE 0 intu_ge 0 intu_gt 0 l_a_u_c 0 l_u_c 0 a_u_c 0 PSUBSET 0 normball 0 ellipsoid 0 LAST 0 setdist 0 finiteu_index 0 frustum 0 frustt 0 rconeu_gt 0 conicu_cap 0 SC 0 a_a_ 0 intu_mod 0 numu_mod 0 simplex 0 invertible 0 affu_ge 0 negligible 0 MEM 0 mku_hreal 0 naddu_add 0 naddu_mul 0 hrealu_le 0 naddu_le 0 matrixu_neg 0 subtopology 0 euclidean 0 numu_ofu_int 0 intu_gcd 0 numu_gcd 0 realu_measure 0 CROSS 0 homotopicu_paths 0 complexu_derivative 0 HASu_SIZE 0 realu_measurable 0 hasu_realu_measure 0 MAP 0 realu_derivative 0 realu_differentiable 0 measurable 0 hasu_measure 0 convexu_on 0 realu_convexu_on 0 SDIFF 0 realu_negligible 0 trealu_le 0 trealu_eq 0 closed 0 open 0 FCONS 0 mku_real 0 trealu_add 0 ITER 0 PASSOC 0 ITLIST 0 intu_max 0 intu_min 0 cone0 0 solidu_triangle 0 analyticu_on 0 RC 0 p_p_ 0 permutation 0 sums 0 realu_sums 0 linear 0 orthogonalu_transformation 0 outside 0 EX 0 INR 0 p_u_c 0 INL 0 hrealu_ofu_num 0 inf 0 sup 0 intu_ofu_real 0 intu_coprime 0 numu_coprime 0 epigraph 0 shiftpath 0 COUNTABLE 0 MAX 0 MIN 0 hasu_derivative 0 frechetu_derivative 0 affsign 0 sgnu_ge 0 cone 0 netlimit 0 vectoru_derivative 0 sgnu_gt 0 realu_infsum 0 realu_summable 0 infsum 0 summable 0 higheru_complexu_derivative 0 rank 0 REVERSE 0 UNIONS 0 INTERS 0 RELPOW 0 root 0 trealu_ofu_num 0 lifted 0 SOME 0 slice 0 reduced 0 oneu_REP 0 oneu_ABS 0 pairwise 0 T 0 topology0 0 istopology 0 destu_cart 0 mku_cart 0 DECIMAL 0 atu_infinity 0 trace 0 realu_bounded 0 setu_ofu_list 0 bounded 0 intu_divides 0 numu_divides 0 inverse 0 permutes 0 g_ 0 g_a_ 0 INDu_SUC 0 ctan 0 REPu_prod 0 ABSu_prod 0 mku_pair 0 u_destu_rec 0 extremeu_pointu_of 0 homeomorphic 0 destu_nadd 0 isu_nadd 0 REPLICATE 0 log 0 realu_closed 0 realu_compact 0 compact 0 polyhedron 0 polytope 0 SETSPEC 0 UNCURRY 0 lebesgueu_measurable 0 TC 0 RSTC 0 NULL 0 mku_num 0 destu_num 0 diameter 0 realu_lebesgueu_measurable 0 subspace 0 vectoru_matrixu_mul 0 rect 0 atu_neginfinity 0 atu_posinfinity 0 trealu_neg 0 sequentially 0 euclideanreal 0 hrealu_inv 0 NONE 0 higheru_realu_derivative 0 realu_open 0 isu_interval 0 isu_realinterval 0 connected 0 INV 0 OUTR 0 exposedu_faceu_of 0 pad2d3d 0 STC 0 INFINITE 0 RTC 0 columns 0 g_a_u_c 0 OUTL 0 LET 0 destu_finiteu_image 0 mku_net 0 destu_finiteu_sum 0 rational 0 components 0 rconesgn 0 rconeu_eq 0 rconeu_ge 0 u_mku_rec 0 ZBOT 0 BOTTOM 0 cproduct 0 INDu_0 0 GSPEC 0 sgnu_lt 0 affu_lt 0 sgnu_le 0 affu_le 0 LETu_END 0 FULL shornodot.trs