Fixed Size Matrix/Vector Product\n[Fixed Size Matrices]\nGan_Matrix22 gan_vec22_outer_s (const Gan_Vector2 *p, const Gan_Vector2 *q)\nCompute the outer product of two fixed size vectors.\nGan_Vector2 gan_mat22_multv2_s (const Gan_Matrix22 *A, const Gan_Vector2 *p)\nGan_Vector2 gan_mat22T_multv2_s (const Gan_Matrix22 *A, const Gan_Vector2 *p)\nMatrix/vector product with the matrix transposed.\nGan_SquMatrix22 gan_vec22_outer_sym_s (const Gan_Vector2 *p)\nReturns the outer product of vector with itself.\nGan_Vector2 gan_symmat22_multv2_s (const Gan_SquMatrix22 *A, const Gan_Vector2 *p)\nGan_Vector2 gan_ltmat22I_multv2_s (const Gan_SquMatrix22 *A, const Gan_Vector2 *p)\nComputes the product of the inverse of a matrix and a vector.\nGan_Vector2 gan_ltmat22IT_multv2_s (const Gan_SquMatrix22 *A, const Gan_Vector2 *p)\nComputes the product of the inverse transpose of a matrix and a vector.\nGan_Vector2 gan_ltmat22_multv2_s (const Gan_SquMatrix22 *A, const Gan_Vector2 *p)\nGan_Vector2 gan_ltmat22T_multv2_s (const Gan_SquMatrix22 *A, const Gan_Vector2 *p)\nGan_Matrix22 * gan_vec22_outer_q (const Gan_Vector2 *p, const Gan_Vector2 *q, Gan_Matrix22 *A)\nMacro: Compute the outer product of two fixed size vectors.\nGan_Vector2 * gan_mat22_multv2_q (const Gan_Matrix22 *A, Gan_Vector2 *p, Gan_Vector2 *q)\nMacro: Matrix/vector product.\nGan_Vector2 * gan_mat22T_multv2_q (const Gan_Matrix22 *A, Gan_Vector2 *p, Gan_Vector2 *q)\nMacro: Matrix/vector product with the matrix transposed.\nGan_SquMatrix22 * gan_vec22_outer_sym_q (const Gan_Vector2 *p, Gan_SquMatrix22 *A)\nMacro: Computes the outer product of vector with itself.\nGan_Vector2 * gan_symmat22_multv2_q (const Gan_SquMatrix22 *A, Gan_Vector2 *p, Gan_Vector2 *q)\nGan_Vector2 * gan_ltmat22I_multv2_q (const Gan_SquMatrix22 *A, Gan_Vector2 *p, Gan_Vector2 *q)\nMacro: Computes the product of the inverse of a matrix and a vector.\nGan_Vector2 * gan_ltmat22I_multv2_i (const Gan_SquMatrix22 *A, Gan_Vector2 *p)\nMacro: Computes the product of the inverse of matrix and a vector in-place.\nGan_Vector2 * gan_ltmat22IT_multv2_q (const Gan_SquMatrix22 *A, Gan_Vector2 *p, Gan_Vector2 *q)\nMacro: Computes the product of an inverted transposed matrix and a vector.\nGan_Vector2 * gan_ltmat22IT_multv2_i (const Gan_SquMatrix22 *A, Gan_Vector2 *p)\nMacro: Computes the product of an inverted transposed matrix and a vector in-place.\nGan_Vector2 * gan_ltmat22_multv2_q (const Gan_SquMatrix22 *A, Gan_Vector2 *p, Gan_Vector2 *q)\nGan_Vector2 * gan_ltmat22_multv2_i (const Gan_SquMatrix22 *A, Gan_Vector2 *p)\nGan_Vector2 * gan_ltmat22T_multv2_q (const Gan_SquMatrix22 *A, Gan_Vector2 *p, Gan_Vector2 *q)\nGan_Vector2 * gan_ltmat22T_multv2_i (const Gan_SquMatrix22 *A, Gan_Vector2 *p)\nGan_Matrix22_f gan_vec22f_outer_s (const Gan_Vector2_f *p, const Gan_Vector2_f *q)\nGan_Vector2_f gan_mat22f_multv2_s (const Gan_Matrix22_f *A, const Gan_Vector2_f *p)\nGan_Vector2_f gan_mat22Tf_multv2_s (const Gan_Matrix22_f *A, const Gan_Vector2_f *p)\nGan_SquMatrix22_f gan_vec22f_outer_sym_s (const Gan_Vector2_f *p)\nGan_Vector2_f gan_symmat22f_multv2_s (const Gan_SquMatrix22_f *A, const Gan_Vector2_f *p)\nGan_Vector2_f gan_ltmat22If_multv2_s (const Gan_SquMatrix22_f *A, const Gan_Vector2_f *p)\nGan_Vector2_f gan_ltmat22ITf_multv2_s (const Gan_SquMatrix22_f *A, const Gan_Vector2_f *p)\nGan_Vector2_f gan_ltmat22f_multv2_s (const Gan_SquMatrix22_f *A, const Gan_Vector2_f *p)\nGan_Vector2_f gan_ltmat22Tf_multv2_s (const Gan_SquMatrix22_f *A, const Gan_Vector2_f *p)\nGan_Matrix22_f * gan_vec22f_outer_q (const Gan_Vector2_f *p, const Gan_Vector2_f *q, Gan_Matrix22_f *A)\nGan_Vector2_f * gan_mat22f_multv2_q (const Gan_Matrix22_f *A, Gan_Vector2_f *p, Gan_Vector2_f *q)\nGan_Vector2_f * gan_mat22Tf_multv2_q (const Gan_Matrix22_f *A, Gan_Vector2_f *p, Gan_Vector2_f *q)\nGan_SquMatrix22_f * gan_vec22f_outer_sym_q (const Gan_Vector2_f *p, Gan_SquMatrix22_f *A)\nGan_Vector2_f * gan_symmat22f_multv2_q (const Gan_SquMatrix22_f *A, Gan_Vector2_f *p, Gan_Vector2_f *q)\nGan_Vector2_f * gan_ltmat22If_multv2_q (const Gan_SquMatrix22_f *A, Gan_Vector2_f *p, Gan_Vector2_f *q)\nGan_Vector2_f * gan_ltmat22If_multv2_i (const Gan_SquMatrix22_f *A, Gan_Vector2_f *p)\nGan_Vector2_f * gan_ltmat22ITf_multv2_q (const Gan_SquMatrix22_f *A, Gan_Vector2_f *p, Gan_Vector2_f *q)\nGan_Vector2_f * gan_ltmat22ITf_multv2_i (const Gan_SquMatrix22_f *A, Gan_Vector2_f *p)\nGan_Vector2_f * gan_ltmat22f_multv2_q (const Gan_SquMatrix22_f *A, Gan_Vector2_f *p, Gan_Vector2_f *q)\nGan_Vector2_f * gan_ltmat22f_multv2_i (const Gan_SquMatrix22_f *A, Gan_Vector2_f *p)\nGan_Vector2_f * gan_ltmat22Tf_multv2_q (const Gan_SquMatrix22_f *A, Gan_Vector2_f *p, Gan_Vector2_f *q)\nGan_Vector2_f * gan_ltmat22Tf_multv2_i (const Gan_SquMatrix22_f *A, Gan_Vector2_f *p)\nGan_Vector2 gan_mat23_multv2h_s (const Gan_Matrix23 *A, const Gan_Vector2 *p, double h)\nMultiply 2x3 matrix by homogeneous 2-vector.\nGan_Matrix23 gan_vec23_outer_s (const Gan_Vector2 *p, const Gan_Vector3 *q)\nGan_Vector2 gan_mat23_multv3_s (const Gan_Matrix23 *A, const Gan_Vector3 *p)\nGan_Vector3 gan_mat23T_multv2_s (const Gan_Matrix23 *A, const Gan_Vector2 *p)\nGan_Vector2 * gan_mat23_multv2h_q (const Gan_Matrix23 *A, const Gan_Vector2 *p, double h, Gan_Vector2 *q)\nMacro: Multiply 2x3 matrix by homogeneous 2-vector.\nGan_Matrix23 * gan_vec23_outer_q (const Gan_Vector2 *p, const Gan_Vector3 *q, Gan_Matrix23 *A)\nGan_Vector2 * gan_mat23_multv3_q (const Gan_Matrix23 *A, Gan_Vector3 *p, Gan_Vector2 *q)\nGan_Vector3 * gan_mat23T_multv2_q (const Gan_Matrix23 *A, Gan_Vector2 *p, Gan_Vector3 *q)\nGan_Vector2_f gan_mat23f_multv2h_s (const Gan_Matrix23_f *A, const Gan_Vector2_f *p, float h)\nGan_Matrix23_f gan_vec23f_outer_s (const Gan_Vector2_f *p, const Gan_Vector3_f *q)\nGan_Vector2_f gan_mat23f_multv3_s (const Gan_Matrix23_f *A, const Gan_Vector3_f *p)\nGan_Vector3_f gan_mat23Tf_multv2_s (const Gan_Matrix23_f *A, const Gan_Vector2_f *p)\nGan_Vector2_f * gan_mat23f_multv2h_q (const Gan_Matrix23_f *A, const Gan_Vector2_f *p, float h, Gan_Vector2_f *q)\nGan_Matrix23_f * gan_vec23f_outer_q (const Gan_Vector2_f *p, const Gan_Vector3_f *q, Gan_Matrix23_f *A)\nGan_Vector2_f * gan_mat23f_multv3_q (const Gan_Matrix23_f *A, Gan_Vector3_f *p, Gan_Vector2_f *q)\nGan_Vector3_f * gan_mat23Tf_multv2_q (const Gan_Matrix23_f *A, Gan_Vector2_f *p, Gan_Vector3_f *q)\nGan_Vector2 gan_mat24_multv3h_s (const Gan_Matrix24 *A, const Gan_Vector3 *p, double h)\nMultiply 2x4 matrix by homogeneous 3-vector.\nGan_Matrix24 gan_vec24_outer_s (const Gan_Vector2 *p, const Gan_Vector4 *q)\nGan_Vector2 gan_mat24_multv4_s (const Gan_Matrix24 *A, const Gan_Vector4 *p)\nGan_Vector4 gan_mat24T_multv2_s (const Gan_Matrix24 *A, const Gan_Vector2 *p)\nGan_Vector2 * gan_mat24_multv3h_q (const Gan_Matrix24 *A, const Gan_Vector3 *p, double h, Gan_Vector2 *q)\nMacro: Multiply 2x4 matrix by homogeneous 3-vector.\nGan_Matrix24 * gan_vec24_outer_q (const Gan_Vector2 *p, const Gan_Vector4 *q, Gan_Matrix24 *A)\nGan_Vector2 * gan_mat24_multv4_q (const Gan_Matrix24 *A, Gan_Vector4 *p, Gan_Vector2 *q)\nGan_Vector4 * gan_mat24T_multv2_q (const Gan_Matrix24 *A, Gan_Vector2 *p, Gan_Vector4 *q)\nGan_Vector2_f gan_mat24f_multv3h_s (const Gan_Matrix24_f *A, const Gan_Vector3_f *p, float h)\nGan_Matrix24_f gan_vec24f_outer_s (const Gan_Vector2_f *p, const Gan_Vector4_f *q)\nGan_Vector2_f gan_mat24f_multv4_s (const Gan_Matrix24_f *A, const Gan_Vector4_f *p)\nGan_Vector4_f gan_mat24Tf_multv2_s (const Gan_Matrix24_f *A, const Gan_Vector2_f *p)\nGan_Vector2_f * gan_mat24f_multv3h_q (const Gan_Matrix24_f *A, const Gan_Vector3_f *p, float h, Gan_Vector2_f *q)\nGan_Matrix24_f * gan_vec24f_outer_q (const Gan_Vector2_f *p, const Gan_Vector4_f *q, Gan_Matrix24_f *A)\nGan_Vector2_f * gan_mat24f_multv4_q (const Gan_Matrix24_f *A, Gan_Vector4_f *p, Gan_Vector2_f *q)\nGan_Vector4_f * gan_mat24Tf_multv2_q (const Gan_Matrix24_f *A, Gan_Vector2_f *p, Gan_Vector4_f *q)\nGan_Vector2 * gan_mat33_multv2h_q (const Gan_Matrix33 *A, const Gan_Vector2 *p, double h, Gan_Vector2 *q)\nMultiply 3x3 matrix by homogeneously constructed 3-vector.\nGan_Vector2 gan_mat33_multv2h_s (const Gan_Matrix33 *A, const Gan_Vector2 *p, double h)\nGan_Matrix33 gan_mat33_cross_s (const Gan_Vector3 *p)\nGan_Matrix33 gan_vec33_outer_s (const Gan_Vector3 *p, const Gan_Vector3 *q)\nGan_Vector3 gan_mat33_multv3_s (const Gan_Matrix33 *A, const Gan_Vector3 *p)\nGan_Vector3 gan_mat33T_multv3_s (const Gan_Matrix33 *A, const Gan_Vector3 *p)\nGan_SquMatrix33 gan_vec33_outer_sym_s (const Gan_Vector3 *p)\nGan_Vector3 gan_symmat33_multv3_s (const Gan_SquMatrix33 *A, const Gan_Vector3 *p)\nGan_Vector3 gan_ltmat33I_multv3_s (const Gan_SquMatrix33 *A, const Gan_Vector3 *p)\nGan_Vector3 gan_ltmat33IT_multv3_s (const Gan_SquMatrix33 *A, const Gan_Vector3 *p)\nGan_Vector3 gan_ltmat33_multv3_s (const Gan_SquMatrix33 *A, const Gan_Vector3 *p)\nGan_Vector3 gan_ltmat33T_multv3_s (const Gan_SquMatrix33 *A, const Gan_Vector3 *p)\nGan_Matrix33 * gan_mat33_cross_q (const Gan_Vector3 *p, const Gan_Matrix33 *A)\nMacro: Compute vector product matrix.\nGan_Matrix33 * gan_vec33_outer_q (const Gan_Vector3 *p, const Gan_Vector3 *q, Gan_Matrix33 *A)\nGan_Vector3 * gan_mat33_multv3_q (const Gan_Matrix33 *A, Gan_Vector3 *p, Gan_Vector3 *q)\nGan_Vector3 * gan_mat33T_multv3_q (const Gan_Matrix33 *A, Gan_Vector3 *p, Gan_Vector3 *q)\nGan_SquMatrix33 * gan_vec33_outer_sym_q (const Gan_Vector3 *p, Gan_SquMatrix33 *A)\nGan_Vector3 * gan_symmat33_multv3_q (const Gan_SquMatrix33 *A, Gan_Vector3 *p, Gan_Vector3 *q)\nGan_Vector3 * gan_ltmat33I_multv3_q (const Gan_SquMatrix33 *A, Gan_Vector3 *p, Gan_Vector3 *q)\nGan_Vector3 * gan_ltmat33I_multv3_i (const Gan_SquMatrix33 *A, Gan_Vector3 *p)\nGan_Vector3 * gan_ltmat33IT_multv3_q (const Gan_SquMatrix33 *A, Gan_Vector3 *p, Gan_Vector3 *q)\nGan_Vector3 * gan_ltmat33IT_multv3_i (const Gan_SquMatrix33 *A, Gan_Vector3 *p)\nGan_Vector3 * gan_ltmat33_multv3_q (const Gan_SquMatrix33 *A, Gan_Vector3 *p, Gan_Vector3 *q)\nGan_Vector3 * gan_ltmat33_multv3_i (const Gan_SquMatrix33 *A, Gan_Vector3 *p)\nGan_Vector3 * gan_ltmat33T_multv3_q (const Gan_SquMatrix33 *A, Gan_Vector3 *p, Gan_Vector3 *q)\nGan_Vector3 * gan_ltmat33T_multv3_i (const Gan_SquMatrix33 *A, Gan_Vector3 *p)\nGan_Vector2_f * gan_mat33f_multv2h_q (const Gan_Matrix33_f *A, const Gan_Vector2_f *p, float h, Gan_Vector2_f *q)\nGan_Vector2_f gan_mat33f_multv2h_s (const Gan_Matrix33_f *A, const Gan_Vector2_f *p, float h)\nGan_Matrix33_f gan_mat33f_cross_s (const Gan_Vector3_f *p)\nGan_Matrix33_f gan_vec33f_outer_s (const Gan_Vector3_f *p, const Gan_Vector3_f *q)\nGan_Vector3_f gan_mat33f_multv3_s (const Gan_Matrix33_f *A, const Gan_Vector3_f *p)\nGan_Vector3_f gan_mat33Tf_multv3_s (const Gan_Matrix33_f *A, const Gan_Vector3_f *p)\nGan_SquMatrix33_f gan_vec33f_outer_sym_s (const Gan_Vector3_f *p)\nGan_Vector3_f gan_symmat33f_multv3_s (const Gan_SquMatrix33_f *A, const Gan_Vector3_f *p)\nGan_Vector3_f gan_ltmat33If_multv3_s (const Gan_SquMatrix33_f *A, const Gan_Vector3_f *p)\nGan_Vector3_f gan_ltmat33ITf_multv3_s (const Gan_SquMatrix33_f *A, const Gan_Vector3_f *p)\nGan_Vector3_f gan_ltmat33f_multv3_s (const Gan_SquMatrix33_f *A, const Gan_Vector3_f *p)\nGan_Vector3_f gan_ltmat33Tf_multv3_s (const Gan_SquMatrix33_f *A, const Gan_Vector3_f *p)\nGan_Matrix33_f * gan_mat33f_cross_q (const Gan_Vector3_f *p, Gan_Matrix33_f *A)\nGan_Matrix33_f * gan_vec33f_outer_q (const Gan_Vector3_f *p, const Gan_Vector3_f *q, Gan_Matrix33_f *A)\nGan_Vector3_f * gan_mat33f_multv3_q (const Gan_Matrix33_f *A, Gan_Vector3_f *p, Gan_Vector3_f *q)\nGan_Vector3_f * gan_mat33Tf_multv3_q (const Gan_Matrix33_f *A, Gan_Vector3_f *p, Gan_Vector3_f *q)\nGan_SquMatrix33_f * gan_vec33f_outer_sym_q (const Gan_Vector3_f *p, Gan_SquMatrix33_f *A)\nGan_Vector3_f * gan_symmat33f_multv3_q (const Gan_SquMatrix33_f *A, Gan_Vector3_f *p, Gan_Vector3_f *q)\nGan_Vector3_f * gan_ltmat33If_multv3_q (const Gan_SquMatrix33_f *A, Gan_Vector3_f *p, Gan_Vector3_f *q)\nGan_Vector3_f * gan_ltmat33If_multv3_i (const Gan_SquMatrix33_f *A, Gan_Vector3_f *p)\nGan_Vector3_f * gan_ltmat33ITf_multv3_q (const Gan_SquMatrix33_f *A, Gan_Vector3_f *p, Gan_Vector3_f *q)\nGan_Vector3_f * gan_ltmat33ITf_multv3_i (const Gan_SquMatrix33_f *A, Gan_Vector3_f *p)\nGan_Vector3_f * gan_ltmat33f_multv3_q (const Gan_SquMatrix33_f *A, Gan_Vector3_f *p, Gan_Vector3_f *q)\nGan_Vector3_f * gan_ltmat33f_multv3_i (const Gan_SquMatrix33_f *A, Gan_Vector3_f *p)\nGan_Vector3_f * gan_ltmat33Tf_multv3_q (const Gan_SquMatrix33_f *A, Gan_Vector3_f *p, Gan_Vector3_f *q)\nGan_Vector3_f * gan_ltmat33Tf_multv3_i (const Gan_SquMatrix33_f *A, Gan_Vector3_f *p)\nGan_Vector3 gan_mat34_multv3h_s (const Gan_Matrix34 *A, const Gan_Vector3 *p, double h)\nMultiply 3x4 matrix by homogeneous 3-vector.\nGan_Matrix34 gan_vec34_outer_s (const Gan_Vector3 *p, const Gan_Vector4 *q)\nGan_Vector3 gan_mat34_multv4_s (const Gan_Matrix34 *A, const Gan_Vector4 *p)\nGan_Vector4 gan_mat34T_multv3_s (const Gan_Matrix34 *A, const Gan_Vector3 *p)\nGan_Vector3 * gan_mat34_multv3h_q (const Gan_Matrix34 *A, const Gan_Vector3 *p, double h, Gan_Vector3 *q)\nMacro: Multiply 3x4 matrix by homogeneous 3-vector.\nGan_Matrix34 * gan_vec34_outer_q (const Gan_Vector3 *p, const Gan_Vector4 *q, Gan_Matrix34 *A)\nGan_Vector3 * gan_mat34_multv4_q (const Gan_Matrix34 *A, Gan_Vector4 *p, Gan_Vector3 *q)\nGan_Vector4 * gan_mat34T_multv3_q (const Gan_Matrix34 *A, Gan_Vector3 *p, Gan_Vector4 *q)\nGan_Vector3_f gan_mat34f_multv3h_s (const Gan_Matrix34_f *A, const Gan_Vector3_f *p, float h)\nGan_Matrix34_f gan_vec34f_outer_s (const Gan_Vector3_f *p, const Gan_Vector4_f *q)\nGan_Vector3_f gan_mat34f_multv4_s (const Gan_Matrix34_f *A, const Gan_Vector4_f *p)\nGan_Vector4_f gan_mat34Tf_multv2_s (const Gan_Matrix34_f *A, const Gan_Vector3_f *p)\nGan_Vector3_f * gan_mat34_multv3h_q (const Gan_Matrix34_f *A, const Gan_Vector3_f *p, float h, Gan_Vector3_f *q)\nGan_Matrix34_f * gan_vec34f_outer_q (const Gan_Vector3_f *p, const Gan_Vector4_f *q, Gan_Matrix34_f *A)\nGan_Vector3_f * gan_mat34f_multv4_q (const Gan_Matrix34_f *A, Gan_Vector4_f *p, Gan_Vector3_f *q)\nGan_Vector4_f * gan_mat34Tf_multv2_q (const Gan_Matrix34_f *A, Gan_Vector3_f *p, Gan_Vector4_f *q)\nGan_Vector3 * gan_mat44_multv3h_q (const Gan_Matrix44 *A, const Gan_Vector3 *p, double h, Gan_Vector3 *q)\nMultiply 4x4 matrix by homogeneously constructed 4-vector.\nGan_Vector3 gan_mat44_multv3h_s (const Gan_Matrix44 *A, const Gan_Vector3 *p, double h)\nGan_Matrix44 gan_vec44_outer_s (const Gan_Vector4 *p, const Gan_Vector4 *q)\nGan_Vector4 gan_mat44_multv4_s (const Gan_Matrix44 *A, const Gan_Vector4 *p)\nGan_Vector4 gan_mat44T_multv4_s (const Gan_Matrix44 *A, const Gan_Vector4 *p)\nGan_SquMatrix44 gan_vec44_outer_sym_s (const Gan_Vector4 *p)\nGan_Vector4 gan_symmat44_multv4_s (const Gan_SquMatrix44 *A, const Gan_Vector4 *p)\nGan_Vector4 gan_ltmat44I_multv4_s (const Gan_SquMatrix44 *A, const Gan_Vector4 *p)\nGan_Vector4 gan_ltmat44IT_multv4_s (const Gan_SquMatrix44 *A, const Gan_Vector4 *p)\nGan_Vector4 gan_ltmat44_multv4_s (const Gan_SquMatrix44 *A, const Gan_Vector4 *p)\nGan_Vector4 gan_ltmat44T_multv4_s (const Gan_SquMatrix44 *A, const Gan_Vector4 *p)\nGan_Matrix44 * gan_vec44_outer_q (const Gan_Vector4 *p, const Gan_Vector4 *q, Gan_Matrix44 *A)\nGan_Vector4 * gan_mat44_multv4_q (const Gan_Matrix44 *A, Gan_Vector4 *p, Gan_Vector4 *q)\nGan_Vector4 * gan_mat44T_multv4_q (const Gan_Matrix44 *A, Gan_Vector4 *p, Gan_Vector4 *q)\nGan_SquMatrix44 * gan_vec44_outer_sym_q (const Gan_Vector4 *p, Gan_SquMatrix44 *A)\nGan_Vector4 * gan_symmat44_multv4_q (const Gan_SquMatrix44 *A, Gan_Vector4 *p, Gan_Vector4 *q)\nGan_Vector4 * gan_ltmat44I_multv4_q (const Gan_SquMatrix44 *A, Gan_Vector4 *p, Gan_Vector4 *q)\nGan_Vector4 * gan_ltmat44I_multv4_i (const Gan_SquMatrix44 *A, Gan_Vector4 *p)\nGan_Vector4 * gan_ltmat44IT_multv4_q (const Gan_SquMatrix44 *A, Gan_Vector4 *p, Gan_Vector4 *q)\nGan_Vector4 * gan_ltmat44IT_multv4_i (const Gan_SquMatrix44 *A, Gan_Vector4 *p)\nGan_Vector4 * gan_ltmat44_multv4_q (const Gan_SquMatrix44 *A, Gan_Vector4 *p, Gan_Vector4 *q)\nGan_Vector4 * gan_ltmat44_multv4_i (const Gan_SquMatrix44 *A, Gan_Vector4 *p)\nGan_Vector4 * gan_ltmat44T_multv4_q (const Gan_SquMatrix44 *A, Gan_Vector4 *p, Gan_Vector4 *q)\nGan_Vector4 * gan_ltmat44T_multv4_i (const Gan_SquMatrix44 *A, Gan_Vector4 *p)\nGan_Vector3_f * gan_mat44f_multv3h_q (const Gan_Matrix44_f *A, const Gan_Vector3_f *p, float h, Gan_Vector3_f *q)\nGan_Vector3_f gan_mat44f_multv3h_s (const Gan_Matrix44_f *A, const Gan_Vector3_f *p, float h)\nGan_Matrix44_f gan_vec44f_outer_s (const Gan_Vector4_f *p, const Gan_Vector4_f *q)\nGan_Vector4_f gan_mat44f_multv4_s (const Gan_Matrix44_f *A, const Gan_Vector4_f *p)\nGan_Vector4_f gan_mat44Tf_multv4_s (const Gan_Matrix44_f *A, const Gan_Vector4_f *p)\nGan_SquMatrix44_f gan_vec44f_outer_sym_s (const Gan_Vector4_f *p)\nGan_Vector4_f gan_symmat44f_multv4_s (const Gan_SquMatrix44_f *A, const Gan_Vector4_f *p)\nGan_Vector4_f gan_ltmat44If_multv4_s (const Gan_SquMatrix44_f *A, const Gan_Vector4_f *p)\nGan_Vector4_f gan_ltmat44ITf_multv4_s (const Gan_SquMatrix44_f *A, const Gan_Vector4_f *p)\nGan_Vector4_f gan_ltmat44f_multv4_s (const Gan_SquMatrix44_f *A, const Gan_Vector4_f *p)\nGan_Vector4_f gan_ltmat44Tf_multv4_s (const Gan_SquMatrix44_f *A, const Gan_Vector4_f *p)\nGan_Matrix44_f * gan_vec44f_outer_q (const Gan_Vector4_f *p, const Gan_Vector4_f *q, Gan_Matrix44_f *A)\nGan_Vector4_f * gan_mat44f_multv4_q (const Gan_Matrix44_f *A, Gan_Vector4_f *p, Gan_Vector4_f *q)\nGan_Vector4_f * gan_mat44Tf_multv4_q (const Gan_Matrix44_f *A, Gan_Vector4_f *p, Gan_Vector4_f *q)\nGan_SquMatrix44_f * gan_vec44f_outer_sym_q (const Gan_Vector4_f *p, Gan_SquMatrix44_f *A)\nGan_Vector4_f * gan_symmat44f_multv4_q (const Gan_SquMatrix44_f *A, Gan_Vector4_f *p, Gan_Vector4_f *q)\nGan_Vector4_f * gan_ltmat44If_multv4_q (const Gan_SquMatrix44_f *A, Gan_Vector4_f *p, Gan_Vector4_f *q)\nGan_Vector4_f * gan_ltmat44If_multv4_i (const Gan_SquMatrix44_f *A, Gan_Vector4_f *p)\nGan_Vector4_f * gan_ltmat44ITf_multv4_q (const Gan_SquMatrix44_f *A, Gan_Vector4_f *p, Gan_Vector4_f *q)\nGan_Vector4_f * gan_ltmat44ITf_multv4_i (const Gan_SquMatrix44_f *A, Gan_Vector4_f *p)\nGan_Vector4_f * gan_ltmat44f_multv4_q (const Gan_SquMatrix44_f *A, Gan_Vector4_f *p, Gan_Vector4_f *q)\nGan_Vector4_f * gan_ltmat44f_multv4_i (const Gan_SquMatrix44_f *A, Gan_Vector4_f *p)\nGan_Vector4_f * gan_ltmat44Tf_multv4_q (const Gan_SquMatrix44_f *A, Gan_Vector4_f *p, Gan_Vector4_f *q)\nGan_Vector4_f * gan_ltmat44Tf_multv4_i (const Gan_SquMatrix44_f *A, Gan_Vector4_f *p)\nGan_Vector2* gan_ltmat22_multv2_i ( const Gan_SquMatrix22 * A,\nGan_Vector2 * p\nComputes the product of a matrix A, and a vector p, writing the result in-place into .\nPointer to result vector p.\nGan_Vector2* gan_ltmat22_multv2_q ( const Gan_SquMatrix22 * A,\nGan_Vector2 * p,\nGan_Vector2 * q\nComputes the product of a matrix A and a vector p, writing the result into vector .\nPointer to result vector q.\nGan_Vector2 gan_ltmat22_multv2_s ( const Gan_SquMatrix22 * A,\nconst Gan_Vector2 * p\nReturns the product of a matrix A and a vector p\nGan_Vector2_f* gan_ltmat22f_multv2_i ( const Gan_SquMatrix22_f * A,\nGan_Vector2_f * p\nGan_Vector2_f* gan_ltmat22f_multv2_q ( const Gan_SquMatrix22_f * A,\nGan_Vector2_f * p,\nGan_Vector2_f * q\nGan_Vector2_f gan_ltmat22f_multv2_s ( const Gan_SquMatrix22_f * A,\nconst Gan_Vector2_f * p\nGan_Vector2* gan_ltmat22I_multv2_i ( const Gan_SquMatrix22 * A,\nComputes the product of the inverse of matrix A and a vector p, writing the result in-place into .\nGan_Vector2* gan_ltmat22I_multv2_q ( const Gan_SquMatrix22 * A,\nComputes the product of the inverse of matrix A and a vector p, writing the result into vector .\nGan_Vector2 gan_ltmat22I_multv2_s ( const Gan_SquMatrix22 * A,\nReturns the product of the inverse of matrix A and vector p as a new fixed size vector.\nGan_Vector2_f* gan_ltmat22If_multv2_i ( const Gan_SquMatrix22_f * A,\nGan_Vector2_f* gan_ltmat22If_multv2_q ( const Gan_SquMatrix22_f * A,\nGan_Vector2_f gan_ltmat22If_multv2_s ( const Gan_SquMatrix22_f * A,\nGan_Vector2* gan_ltmat22IT_multv2_i ( const Gan_SquMatrix22 * A,\nComputes the product of the inverse transpose of matrix A and vector p, writing the result in-place into .\nGan_Vector2* gan_ltmat22IT_multv2_q ( const Gan_SquMatrix22 * A,\nComputes the product of the inverse transpose of matrix A and vector p, writing the result into vector .\nGan_Vector2 gan_ltmat22IT_multv2_s ( const Gan_SquMatrix22 * A,\nReturns the product of the inverse transpose of matrix A and vector p as a new fixed size vector.\nGan_Vector2_f* gan_ltmat22ITf_multv2_i ( const Gan_SquMatrix22_f * A,\nGan_Vector2_f* gan_ltmat22ITf_multv2_q ( const Gan_SquMatrix22_f * A,\nGan_Vector2_f gan_ltmat22ITf_multv2_s ( const Gan_SquMatrix22_f * A,\nGan_Vector2* gan_ltmat22T_multv2_i ( const Gan_SquMatrix22 * A,\nComputes the product of the transpose of a matrix A and a vector p, writing the result in-place into .\nGan_Vector2* gan_ltmat22T_multv2_q ( const Gan_SquMatrix22 * A,\nComputes the product of the transpose of a matrix A and a vector p, writing the result into vector .\nGan_Vector2 gan_ltmat22T_multv2_s ( const Gan_SquMatrix22 * A,\nReturns the product of the transpose of matrix A and vector p.\nGan_Vector2_f* gan_ltmat22Tf_multv2_i ( const Gan_SquMatrix22_f * A,\nGan_Vector2_f* gan_ltmat22Tf_multv2_q ( const Gan_SquMatrix22_f * A,\nGan_Vector2_f gan_ltmat22Tf_multv2_s ( const Gan_SquMatrix22_f * A,\nGan_Vector3* gan_ltmat33_multv3_i ( const Gan_SquMatrix33 * A,\nGan_Vector3 * p\nGan_Vector3* gan_ltmat33_multv3_q ( const Gan_SquMatrix33 * A,\nGan_Vector3 * p,\nGan_Vector3 * q\nGan_Vector3 gan_ltmat33_multv3_s ( const Gan_SquMatrix33 * A,\nconst Gan_Vector3 * p\nGan_Vector3_f* gan_ltmat33f_multv3_i ( const Gan_SquMatrix33_f * A,\nGan_Vector3_f * p\nGan_Vector3_f* gan_ltmat33f_multv3_q ( const Gan_SquMatrix33_f * A,\nGan_Vector3_f * p,\nGan_Vector3_f * q\nGan_Vector3_f gan_ltmat33f_multv3_s ( const Gan_SquMatrix33_f * A,\nconst Gan_Vector3_f * p\nGan_Vector3* gan_ltmat33I_multv3_i ( const Gan_SquMatrix33 * A,\nGan_Vector3* gan_ltmat33I_multv3_q ( const Gan_SquMatrix33 * A,\nGan_Vector3 gan_ltmat33I_multv3_s ( const Gan_SquMatrix33 * A,\nGan_Vector3_f* gan_ltmat33If_multv3_i ( const Gan_SquMatrix33_f * A,\nGan_Vector3_f* gan_ltmat33If_multv3_q ( const Gan_SquMatrix33_f * A,\nGan_Vector3_f gan_ltmat33If_multv3_s ( const Gan_SquMatrix33_f * A,\nGan_Vector3* gan_ltmat33IT_multv3_i ( const Gan_SquMatrix33 * A,\nGan_Vector3* gan_ltmat33IT_multv3_q ( const Gan_SquMatrix33 * A,\nGan_Vector3 gan_ltmat33IT_multv3_s ( const Gan_SquMatrix33 * A,\nGan_Vector3_f* gan_ltmat33ITf_multv3_i ( const Gan_SquMatrix33_f * A,\nGan_Vector3_f* gan_ltmat33ITf_multv3_q ( const Gan_SquMatrix33_f * A,\nGan_Vector3_f gan_ltmat33ITf_multv3_s ( const Gan_SquMatrix33_f * A,\nGan_Vector3* gan_ltmat33T_multv3_i ( const Gan_SquMatrix33 * A,\nGan_Vector3* gan_ltmat33T_multv3_q ( const Gan_SquMatrix33 * A,\nGan_Vector3 gan_ltmat33T_multv3_s ( const Gan_SquMatrix33 * A,\nGan_Vector3_f* gan_ltmat33Tf_multv3_i ( const Gan_SquMatrix33_f * A,\nGan_Vector3_f* gan_ltmat33Tf_multv3_q ( const Gan_SquMatrix33_f * A,\nGan_Vector3_f gan_ltmat33Tf_multv3_s ( const Gan_SquMatrix33_f * A,\nGan_Vector4* gan_ltmat44_multv4_i ( const Gan_SquMatrix44 * A,\nGan_Vector4 * p\nGan_Vector4* gan_ltmat44_multv4_q ( const Gan_SquMatrix44 * A,\nGan_Vector4 * p,\nGan_Vector4 * q\nGan_Vector4 gan_ltmat44_multv4_s ( const Gan_SquMatrix44 * A,\nconst Gan_Vector4 * p\nGan_Vector4_f* gan_ltmat44f_multv4_i ( const Gan_SquMatrix44_f * A,\nGan_Vector4_f * p\nGan_Vector4_f* gan_ltmat44f_multv4_q ( const Gan_SquMatrix44_f * A,\nGan_Vector4_f * p,\nGan_Vector4_f * q\nGan_Vector4_f gan_ltmat44f_multv4_s ( const Gan_SquMatrix44_f * A,\nconst Gan_Vector4_f * p\nGan_Vector4* gan_ltmat44I_multv4_i ( const Gan_SquMatrix44 * A,\nGan_Vector4* gan_ltmat44I_multv4_q ( const Gan_SquMatrix44 * A,\nGan_Vector4 gan_ltmat44I_multv4_s ( const Gan_SquMatrix44 * A,\nGan_Vector4_f* gan_ltmat44If_multv4_i ( const Gan_SquMatrix44_f * A,\nGan_Vector4_f* gan_ltmat44If_multv4_q ( const Gan_SquMatrix44_f * A,\nGan_Vector4_f gan_ltmat44If_multv4_s ( const Gan_SquMatrix44_f * A,\nGan_Vector4* gan_ltmat44IT_multv4_i ( const Gan_SquMatrix44 * A,\nGan_Vector4* gan_ltmat44IT_multv4_q ( const Gan_SquMatrix44 * A,\nGan_Vector4 gan_ltmat44IT_multv4_s ( const Gan_SquMatrix44 * A,\nGan_Vector4_f* gan_ltmat44ITf_multv4_i ( const Gan_SquMatrix44_f * A,\nGan_Vector4_f* gan_ltmat44ITf_multv4_q ( const Gan_SquMatrix44_f * A,\nGan_Vector4_f gan_ltmat44ITf_multv4_s ( const Gan_SquMatrix44_f * A,\nGan_Vector4* gan_ltmat44T_multv4_i ( const Gan_SquMatrix44 * A,\nGan_Vector4* gan_ltmat44T_multv4_q ( const Gan_SquMatrix44 * A,\nGan_Vector4 gan_ltmat44T_multv4_s ( const Gan_SquMatrix44 * A,\nGan_Vector4_f* gan_ltmat44Tf_multv4_i ( const Gan_SquMatrix44_f * A,\nGan_Vector4_f* gan_ltmat44Tf_multv4_q ( const Gan_SquMatrix44_f * A,\nGan_Vector4_f gan_ltmat44Tf_multv4_s ( const Gan_SquMatrix44_f * A,\nGan_Vector2* gan_mat22_multv2_q ( const Gan_Matrix22 * A,\nGan_Vector2 gan_mat22_multv2_s ( const Gan_Matrix22 * A,\nGan_Vector2_f* gan_mat22f_multv2_q ( const Gan_Matrix22_f * A,\nGan_Vector2_f gan_mat22f_multv2_s ( const Gan_Matrix22_f * A,\nGan_Vector2* gan_mat22T_multv2_q ( const Gan_Matrix22 * A,\nGan_Vector2 gan_mat22T_multv2_s ( const Gan_Matrix22 * A,\nGan_Vector2_f* gan_mat22Tf_multv2_q ( const Gan_Matrix22_f * A,\nGan_Vector2_f gan_mat22Tf_multv2_s ( const Gan_Matrix22_f * A,\nGan_Vector2* gan_mat23_multv2h_q ( const Gan_Matrix23 * A,\nconst Gan_Vector2 * p,\nMultiply 2x3 matrix A by 2-vector p expanded to a homogeneous 3-vector by adding third element h, in other words compute and return 2-vector q where\nPointer to the result vector q.\nGan_Vector2 gan_mat23_multv2h_s ( const Gan_Matrix23 * A,\nMultiply 2x3 matrix A by 2-vector p expanded to a homogeneous 3-vector by adding third element h, in other words compute and return\nGan_Vector2* gan_mat23_multv3_q ( const Gan_Matrix23 * A,\nGan_Vector2 gan_mat23_multv3_s ( const Gan_Matrix23 * A,\nGan_Vector2_f* gan_mat23f_multv2h_q ( const Gan_Matrix23_f * A,\nconst Gan_Vector2_f * p,\nGan_Vector2_f gan_mat23f_multv2h_s ( const Gan_Matrix23_f * A,\nGan_Vector2_f* gan_mat23f_multv3_q ( const Gan_Matrix23_f * A,\nGan_Vector2_f gan_mat23f_multv3_s ( const Gan_Matrix23_f * A,\nGan_Vector3* gan_mat23T_multv2_q ( const Gan_Matrix23 * A,\nGan_Vector3 gan_mat23T_multv2_s ( const Gan_Matrix23 * A,\nGan_Vector3_f* gan_mat23Tf_multv2_q ( const Gan_Matrix23_f * A,\nGan_Vector3_f gan_mat23Tf_multv2_s ( const Gan_Matrix23_f * A,\nGan_Vector2* gan_mat24_multv3h_q ( const Gan_Matrix24 * A,\nconst Gan_Vector3 * p,\nMultiply 2x4 matrix A by 3-vector p expanded to a homogeneous 4-vector by adding third element h, in other words compute and return 2-vector q where\nPointer to the result 2-vector q.\nGan_Vector2 gan_mat24_multv3h_s ( const Gan_Matrix24 * A,\nMultiply 2x4 matrix A by 3-vector p expanded to a homogeneous 4-vector by adding fourth element h, in other words compute and return\nGan_Vector2* gan_mat24_multv4_q ( const Gan_Matrix24 * A,\nGan_Vector2 gan_mat24_multv4_s ( const Gan_Matrix24 * A,\nGan_Vector2_f* gan_mat24f_multv3h_q ( const Gan_Matrix24_f * A,\nconst Gan_Vector3_f * p,\nGan_Vector2_f gan_mat24f_multv3h_s ( const Gan_Matrix24_f * A,\nGan_Vector2_f* gan_mat24f_multv4_q ( const Gan_Matrix24_f * A,\nGan_Vector2_f gan_mat24f_multv4_s ( const Gan_Matrix24_f * A,\nGan_Vector4* gan_mat24T_multv2_q ( const Gan_Matrix24 * A,\nGan_Vector4 gan_mat24T_multv2_s ( const Gan_Matrix24 * A,\nGan_Vector4_f* gan_mat24Tf_multv2_q ( const Gan_Matrix24_f * A,\nGan_Vector4_f gan_mat24Tf_multv2_s ( const Gan_Matrix24_f * A,\nGan_Matrix33* gan_mat33_cross_q ( const Gan_Vector3 * p,\nconst Gan_Matrix33 * A\nWrite matrix form of vector product of 3-vector p into 3x3 matrix A. This is written as\nsuch that for any vector ,\nPointer to result matrix A.\nGan_Matrix33 gan_mat33_cross_s ( const Gan_Vector3 * p )\nCompute vector product matrix.\nWrite matrix form of vector product of 3-vector p into 3x3 matrix. This is written as\nResult matrix .\nGan_Vector2* gan_mat33_multv2h_q ( const Gan_Matrix33 * A,\nMultiply 3x3 matrix A by 3-vector constructed from 2-vector p by adding h for the homogeneous 3th coordinate. The result is divided by its 3th coordinate to yield a non-homogeneous 2-vector result q. So in summary we have\nfrom which is eliminated, yielding q.\nPointer to result 2-vector q.\nGan_Vector2 gan_mat33_multv2h_s ( const Gan_Matrix33 * A,\nMultiply 3x3 matrix A by 3-vector constructed from 2-vector p by adding h for the homogeneous 3th coordinate. The result is divided by its 3th coordinate to yield a non-homogeneous 2-vector result. So in summary we have\nResult 2-vector q.\nGan_Vector3* gan_mat33_multv3_q ( const Gan_Matrix33 * A,\nGan_Vector3 gan_mat33_multv3_s ( const Gan_Matrix33 * A,\nGan_Matrix33_f* gan_mat33f_cross_q ( const Gan_Vector3_f * p,\nGan_Matrix33_f * A\nGan_Matrix33_f gan_mat33f_cross_s ( const Gan_Vector3_f * p )\nGan_Vector2_f* gan_mat33f_multv2h_q ( const Gan_Matrix33_f * A,\nGan_Vector2_f gan_mat33f_multv2h_s ( const Gan_Matrix33_f * A,\nGan_Vector3_f* gan_mat33f_multv3_q ( const Gan_Matrix33_f * A,\nGan_Vector3_f gan_mat33f_multv3_s ( const Gan_Matrix33_f * A,\nGan_Vector3* gan_mat33T_multv3_q ( const Gan_Matrix33 * A,\nGan_Vector3 gan_mat33T_multv3_s ( const Gan_Matrix33 * A,\nGan_Vector3_f* gan_mat33Tf_multv3_q ( const Gan_Matrix33_f * A,\nGan_Vector3_f gan_mat33Tf_multv3_s ( const Gan_Matrix33_f * A,\nGan_Vector3_f* gan_mat34_multv3h_q ( const Gan_Matrix34_f * A,\nMultiply 3x4 matrix A by 3-vector p expanded to a homogeneous 4-vector by adding third element h, in other words compute and return 3-vector q where\nGan_Vector3* gan_mat34_multv3h_q ( const Gan_Matrix34 * A,\nGan_Vector3 gan_mat34_multv3h_s ( const Gan_Matrix34 * A,\nMultiply 3x4 matrix A by 3-vector p expanded to a homogeneous 4-vector by adding fourth element h, in other words compute and return\nGan_Vector3* gan_mat34_multv4_q ( const Gan_Matrix34 * A,\nGan_Vector3 gan_mat34_multv4_s ( const Gan_Matrix34 * A,\nGan_Vector3_f gan_mat34f_multv3h_s ( const Gan_Matrix34_f * A,\nGan_Vector3_f* gan_mat34f_multv4_q ( const Gan_Matrix34_f * A,\nGan_Vector3_f gan_mat34f_multv4_s ( const Gan_Matrix34_f * A,\nGan_Vector4* gan_mat34T_multv3_q ( const Gan_Matrix34 * A,\nGan_Vector4 gan_mat34T_multv3_s ( const Gan_Matrix34 * A,\nGan_Vector4_f* gan_mat34Tf_multv2_q ( const Gan_Matrix34_f * A,\nGan_Vector4_f gan_mat34Tf_multv2_s ( const Gan_Matrix34_f * A,\nGan_Vector3* gan_mat44_multv3h_q ( const Gan_Matrix44 * A,\nMultiply 4x4 matrix A by 4-vector constructed from 3-vector p by adding h for the homogeneous 4th coordinate. The result is divided by its 4th coordinate to yield a non-homogeneous 3-vector result q. So in summary we have\nPointer to result 3-vector q.\nGan_Vector3 gan_mat44_multv3h_s ( const Gan_Matrix44 * A,\nMultiply 4x4 matrix A by 4-vector constructed from 3-vector p by adding h for the homogeneous 4th coordinate. The result is divided by its 4th coordinate to yield a non-homogeneous 3-vector result. So in summary we have\nResult 3-vector q.\nGan_Vector4* gan_mat44_multv4_q ( const Gan_Matrix44 * A,\nGan_Vector4 gan_mat44_multv4_s ( const Gan_Matrix44 * A,\nGan_Vector3_f* gan_mat44f_multv3h_q ( const Gan_Matrix44_f * A,\nGan_Vector3_f gan_mat44f_multv3h_s ( const Gan_Matrix44_f * A,\nGan_Vector4_f* gan_mat44f_multv4_q ( const Gan_Matrix44_f * A,\nGan_Vector4_f gan_mat44f_multv4_s ( const Gan_Matrix44_f * A,\nGan_Vector4* gan_mat44T_multv4_q ( const Gan_Matrix44 * A,\nGan_Vector4 gan_mat44T_multv4_s ( const Gan_Matrix44 * A,\nGan_Vector4_f* gan_mat44Tf_multv4_q ( const Gan_Matrix44_f * A,\nGan_Vector4_f gan_mat44Tf_multv4_s ( const Gan_Matrix44_f * A,\nGan_Vector2* gan_symmat22_multv2_q ( const Gan_SquMatrix22 * A,\nGan_Vector2 gan_symmat22_multv2_s ( const Gan_SquMatrix22 * A,\nGan_Vector2_f* gan_symmat22f_multv2_q ( const Gan_SquMatrix22_f * A,\nGan_Vector2_f gan_symmat22f_multv2_s ( const Gan_SquMatrix22_f * A,\nGan_Vector3* gan_symmat33_multv3_q ( const Gan_SquMatrix33 * A,\nGan_Vector3 gan_symmat33_multv3_s ( const Gan_SquMatrix33 * A,\nGan_Vector3_f* gan_symmat33f_multv3_q ( const Gan_SquMatrix33_f * A,\nGan_Vector3_f gan_symmat33f_multv3_s ( const Gan_SquMatrix33_f * A,\nGan_Vector4* gan_symmat44_multv4_q ( const Gan_SquMatrix44 * A,\nGan_Vector4 gan_symmat44_multv4_s ( const Gan_SquMatrix44 * A,\nGan_Vector4_f* gan_symmat44f_multv4_q ( const Gan_SquMatrix44_f * A,\nGan_Vector4_f gan_symmat44f_multv4_s ( const Gan_SquMatrix44_f * A,\nGan_Matrix22* gan_vec22_outer_q ( const Gan_Vector2 * p,\nconst Gan_Vector2 * q,\nGan_Matrix22 * A\nComputes outer product of vectors p & q, writing the result into matrix .\nGan_Matrix22 gan_vec22_outer_s ( const Gan_Vector2 * p,\nconst Gan_Vector2 * q\nReturns the outer product of two vectors p and q.\nGan_SquMatrix22* gan_vec22_outer_sym_q ( const Gan_Vector2 * p,\nGan_SquMatrix22 * A\nComputes and returns .\nGan_SquMatrix22 gan_vec22_outer_sym_s ( const Gan_Vector2 * p )\nComputes and returns the matrix result.\nGan_Matrix22_f* gan_vec22f_outer_q ( const Gan_Vector2_f * p,\nconst Gan_Vector2_f * q,\nGan_Matrix22_f * A\nGan_Matrix22_f gan_vec22f_outer_s ( const Gan_Vector2_f * p,\nconst Gan_Vector2_f * q\nGan_SquMatrix22_f* gan_vec22f_outer_sym_q ( const Gan_Vector2_f * p,\nGan_SquMatrix22_f * A\nGan_SquMatrix22_f gan_vec22f_outer_sym_s ( const Gan_Vector2_f * p )\nGan_Matrix23* gan_vec23_outer_q ( const Gan_Vector2 * p,\nconst Gan_Vector3 * q,\nGan_Matrix23 * A\nGan_Matrix23 gan_vec23_outer_s ( const Gan_Vector2 * p,\nconst Gan_Vector3 * q\nGan_Matrix23_f* gan_vec23f_outer_q ( const Gan_Vector2_f * p,\nconst Gan_Vector3_f * q,\nGan_Matrix23_f * A\nGan_Matrix23_f gan_vec23f_outer_s ( const Gan_Vector2_f * p,\nconst Gan_Vector3_f * q\nGan_Matrix24* gan_vec24_outer_q ( const Gan_Vector2 * p,\nconst Gan_Vector4 * q,\nGan_Matrix24 * A\nGan_Matrix24 gan_vec24_outer_s ( const Gan_Vector2 * p,\nconst Gan_Vector4 * q\nGan_Matrix24_f* gan_vec24f_outer_q ( const Gan_Vector2_f * p,\nconst Gan_Vector4_f * q,\nGan_Matrix24_f * A\nGan_Matrix24_f gan_vec24f_outer_s ( const Gan_Vector2_f * p,\nconst Gan_Vector4_f * q\nGan_Matrix33* gan_vec33_outer_q ( const Gan_Vector3 * p,\nGan_Matrix33 * A\nGan_Matrix33 gan_vec33_outer_s ( const Gan_Vector3 * p,\nGan_SquMatrix33* gan_vec33_outer_sym_q ( const Gan_Vector3 * p,\nGan_SquMatrix33 * A\nGan_SquMatrix33 gan_vec33_outer_sym_s ( const Gan_Vector3 * p )\nGan_Matrix33_f* gan_vec33f_outer_q ( const Gan_Vector3_f * p,\nGan_Matrix33_f gan_vec33f_outer_s ( const Gan_Vector3_f * p,\nGan_SquMatrix33_f* gan_vec33f_outer_sym_q ( const Gan_Vector3_f * p,\nGan_SquMatrix33_f * A\nGan_SquMatrix33_f gan_vec33f_outer_sym_s ( const Gan_Vector3_f * p )\nGan_Matrix34* gan_vec34_outer_q ( const Gan_Vector3 * p,\nGan_Matrix34 * A\nGan_Matrix34 gan_vec34_outer_s ( const Gan_Vector3 * p,\nGan_Matrix34_f* gan_vec34f_outer_q ( const Gan_Vector3_f * p,\nGan_Matrix34_f * A\nGan_Matrix34_f gan_vec34f_outer_s ( const Gan_Vector3_f * p,\nGan_Matrix44* gan_vec44_outer_q ( const Gan_Vector4 * p,\nGan_Matrix44 * A\nGan_Matrix44 gan_vec44_outer_s ( const Gan_Vector4 * p,\nGan_SquMatrix44* gan_vec44_outer_sym_q ( const Gan_Vector4 * p,\nGan_SquMatrix44 * A\nGan_SquMatrix44 gan_vec44_outer_sym_s ( const Gan_Vector4 * p )\nGan_Matrix44_f* gan_vec44f_outer_q ( const Gan_Vector4_f * p,\nGan_Matrix44_f * A\nGan_Matrix44_f gan_vec44f_outer_s ( const Gan_Vector4_f * p,\nGan_SquMatrix44_f* gan_vec44f_outer_sym_q ( const Gan_Vector4_f * p,\nGan_SquMatrix44_f * A\nGan_SquMatrix44_f gan_vec44f_outer_sym_s ( const Gan_Vector4_f * p )\nGenerated on Fri Mar 17 12:44:57 2006 by 1.3.9.1


Qui appelle depuis le numéro 0116101427?\n0116101427 : Toutes les informations sur l'abonné\nAjouter un commentaire sur le 01-16-10-14-27\nTout savoir sur la localisation du 0116101427\nNuméro de téléphone: 0116101427\n+33 1 16 10 14 27\n01 16 10 14 27\n0033 1 16 10 14 27\nNuméros alternatifs au numéro 0116101427\n0116101428 0116101429 0116101430 0116101431 0116101432 0116101433 0116101434 0116101435 0116101436 0116101437 0116101438 0116101439 0116101440 0116101441 0116101442 0116101443 0116101444 0116101445 0116101446 0116101447 0116101448 0116101449 0116101450 0116101451 0116101452 0116101453 0116101454 0116101455 0116101456 0116101457 0116101458 0116101459 0116101460 0116101461 0116101462 0116101463 0116101464 0116101465 0116101466 0116101467 0116101468 0116101469 0116101470 0116101471 0116101472 0116101473 0116101474 0116101475 0116101476 0116101477 0116101478 0116101479 0116101480 0116101481 0116101482 0116101483 0116101484 0116101485 0116101486 0116101487 0116101488 0116101489 0116101490 0116101491 0116101492 0116101493 0116101494 0116101495 0116101496 0116101497 0116101498 0116101499 0116101500 0116101501 0116101502 0116101503 0116101504 0116101505 0116101506 0116101507 0116101508 0116101509 0116101510 0116101511 0116101512 0116101513 0116101514 0116101515 0116101516 0116101517 0116101518 0116101519 0116101520 0116101521 0116101522 0116101523 0116101524 0116101525 0116101526 0116101527 0116101528 0116101529 0116101530 0116101531 0116101532 0116101533 0116101534 0116101535 0116101536 0116101537 0116101538 0116101539 0116101540 0116101541 0116101542 0116101543 0116101544 0116101545 0116101546 0116101547 0116101548 0116101549 0116101550 0116101551 0116101552 0116101553 0116101554 0116101555 0116101556 0116101557 0116101558 0116101559 0116101560 0116101561 0116101562 0116101563 0116101564 0116101565 0116101566 0116101567 0116101568 0116101569 0116101570 0116101571 0116101572 0116101573 0116101574 0116101575 0116101576\n0116101426 0116101425 0116101424 0116101423 0116101422 0116101421 0116101420 0116101419 0116101418 0116101417 0116101416 0116101415 0116101414 0116101413 0116101412 0116101411 0116101410 0116101409 0116101408 0116101407 0116101406 0116101405 0116101404 0116101403 0116101402 0116101401 0116101400 0116101399 0116101398 0116101397 0116101396 0116101395 0116101394 0116101393 0116101392 0116101391 0116101390 0116101389 0116101388 0116101387 0116101386 0116101385 0116101384 0116101383 0116101382 0116101381 0116101380 0116101379 0116101378 0116101377 0116101376 0116101375 0116101374 0116101373 0116101372 0116101371 0116101370 0116101369 0116101368 0116101367 0116101366 0116101365 0116101364 0116101363 0116101362 0116101361 0116101360 0116101359 0116101358 0116101357 0116101356 0116101355 0116101354 0116101353 0116101352 0116101351 0116101350 0116101349 0116101348 0116101347 0116101346 0116101345 0116101344 0116101343 0116101342 0116101341 0116101340 0116101339 0116101338 0116101337 0116101336 0116101335 0116101334 0116101333 0116101332 0116101331 0116101330 0116101329 0116101328 0116101327 0116101326 0116101325 0116101324 0116101323 0116101322 0116101321 0116101320 0116101319 0116101318 0116101317 0116101316 0116101315 0116101314 0116101313 0116101312 0116101311 0116101310 0116101309 0116101308 0116101307 0116101306 0116101305 0116101304 0116101303 0116101302 0116101301 0116101300 0116101299 0116101298 0116101297 0116101296 0116101295 0116101294 0116101293 0116101292 0116101291 0116101290 0116101289 0116101288 0116101287 0116101286 0116101285 0116101284 0116101283 0116101282 0116101281 0116101280 0116101279 0116101278\nVous pouvez récupérer des informations à propos du 0116101427Metroptic l'opérateur téléphonique attributaire du 0116101427\nVous avez reçu un appel du 0116101427?\n2 commentaires sur le numéro 0116101427


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Art on the Avenue Warren County Chamber of Business & Industry Art on the Avenue - Warren County Chamber of Business & Industry\nYou are here: Home / Directory / Art on the Avenue\n327 Pennsylvania Avenue West Warren Pennsylvania 16365 US\nArt On The Avenue is a small business with a focus on increasing the Arts in the community through retail, painting, drawing, craft and various classes, private and public events or instruction, and I offer many various custom artistic services.\n21701 Route 6 Warren PA 16365\n215 Pennsylvania Ave W Warren PA 16365\n206 Pennsylvania Ave E Warren PA 16365\n2935 Conewango Ave # B Warren PA 16365\n423 Mcpherson St Warren PA 16365\n3200 Conewango Ave Warren PA 16365\n40 Market St Warren PA 16365\n2745 Market St Warren PA 16365\n200 Liberty St # 11 Warren PA 16365\n4000 Market Street, Warren, PA, USA\n20940 Route 6 Warren PA 16365\n1036 Pennsylvania Ave W Warren PA 16365\n609 Pennsylvania Ave E Warren PA 16365\n2813 Market St Warren PA 16365\n319 Pennsylvania Avenue West, Warren, PA, USA\n102 Sunset Dr Warren PA 16365\n4 Market St Warren PA 16365\n200 Hickory St Warren PA 16365\n981 Cobham Park Road Warren PA 16365\n104 Averill St Warren PA 16365\n86 Buena Vista Blvd Warren PA 16365\n2765 Market St Warren PA 16365\n342 Pennsylvania Ave W Warren PA 16365\n1905 Market St Warren PA 16365\n1107 Jackson Ave Warren PA 16365\n107 Market St Warren PA 16365\n221 Pennsylvania Ave W Warren PA 16365\n2001 Pennsylvania Ave E Warren PA 16365\n113 Dartmouth St Warren PA 16365\n1209 Pennsylvania Ave E Warren PA 16365\n346 Pennsylvania Ave W Warren PA 16365\n10 Elmwood Dr Warren PA 16365\n235 East Main Street, Youngsville, PA, USA\n48 Market St Warren PA 16365\n312 2nd Ave Warren PA 16365\n2801 Market St # 60 Warren PA 16365\n210 Hickory St Warren PA 16365\n3 Pennsylvania Ave E Warren PA 16365\n2889 Keller Rd Warren PA 16365\n522 Hatch Run Road, Warren, PA, USA\n2625 Market St Warren PA 16365\n4000 Market St # 3 Warren PA 16365\n424 Crescent Park Warren PA 16365\n2769 Market St Warren PA 16365\n18 Conewango Ave Warren PA 16365\n334 Pennsylvania Ave W Warren PA 16365\n2 Hertzel St Warren PA 16365\n1309 E 2 Jamestown NY Warren PA 16365\n332 Pennsylvania Ave W Warren PA 16365\n406 Chestnut Street Warren PA 16365\n4160 Market Street Warren, PA 16365\n342 Pennsylvania Avenue West, Warren, PA, USA\n2817 Market St Warren PA 16365\n2773 Market Street, Warren, PA, USA\n1409 Pennsylvania Ave E Warren PA 16365\n327 Pennsylvania Avenue West, Warren, PA, USA 0 mi\n329 Pennsylvania Ave W # 1 Warren PA 16365 0 mi\n319 Pennsylvania Avenue West, Warren, PA, USA 0.02 mi\n337 Pennsylvania Avenue West, Warren, PA, United States 0.02 mi\n339 Penna. Avenue West Warren PA 16365 0.02 mi\n311 Pennsylvania Ave West Warren PA 16365 0.03 mi\n315 2nd Ave # 201 Warren PA 16365 0.03 mi\n315 Second Avenue Ste 409 Warren PA 16365 0.03 mi\n315 2nd Ave # 212 Warren PA 16365 0.03 mi\n315 2nd Ave # 314 Warren PA 16365 0.03 mi\n315 2nd Ave # 307 Warren PA 16365 0.03 mi\n315 2nd Ave # 701 Warren PA 16365 0.03 mi\n315 2nd Ave # 602 Warren PA 16365 0.03 mi\n315 2nd Ave # 306 Warren PA 16365 0.03 mi\n315 2nd Ave # 401 Warren PA 16365 0.03 mi\n315 2nd Ave Warren PA 16365 0.03 mi\n315 Second Avenue Warren PA 16365 0.03 mi\n315 2nd Ave # 312 Warren PA 16365 0.03 mi\n315 2nd Ave # 501 Warren PA 16365 0.03 mi\n315 Second Avenue Suite 302, Warren, PA 16365 0.03 mi\n334 Pennsylvania Avenue East Warren, PA 16365 0.04 mi\n324 PA Avenue West Warren PA 16365 0.04 mi\n306 2nd Ave Warren PA 16365 0.04 mi\n301 Pennsylvania Avenue West Warren PA 16365 0.05 mi\n332 Pennsylvania Ave W Warren PA 16365 0.05 mi\n334 Pennsylvania Ave W Warren PA 16365 0.05 mi\n314 2nd Ave Warren PA 16365 0.05 mi\n312 2nd Ave Warren PA 16365 0.05 mi\nSoldiers and Sailors Park, Pennsylvania Avenue West, Warren, PA 16365 0.05 mi\n340 Pennsylvania Avenue West, Warren, PA, USA 0.06 mi\n338 Pennsylvania Ave W Warren PA 16365 0.06 mi\n342 Pennsylvania Avenue West, Warren, PA, USA 0.06 mi\n201 Liberty Street, Warren PA 16365 0.06 mi\n342 Pennsylvania Ave W Warren PA 16365 0.06 mi\n346 Pennsylvania Ave W Warren PA 16365 0.06 mi\n200 Hickory St Warren PA 16365 0.07 mi\n348 Penna Ave West Warren PA 16365 0.07 mi\n350 Pennsylvania Ave W Warren PA 16365 0.07 mi\n200 Liberty St Warren PA 16365 0.08 mi\n200 Liberty St # 10 Warren PA 16365 0.08 mi\n200 Liberty Street Warren PA 16365 0.08 mi\n200 Liberty St # 11 Warren PA 16365 0.08 mi\n208 Hickory St Warren PA 16365 0.09 mi\n211 Liberty St, Warren, PA 16365, USA 0.09 mi\n220 Hickory St., Warren, PA 16366 0.09 mi\n238 Pennsylvania Ave West Warren PA 16365 0.09 mi\n210 Hickory St Warren PA 16365 0.09 mi\n229 Penna Ave W Warren PA 16365 0.09 mi\n229 Pennsylvania Avenue West, Warren, PA, USA 0.09 mi\n212 Liberty Street Warren PA 16365 0.1 mi\n227 Pennsylvania Ave W # A Warren PA 16365 0.1 mi\n216 Liberty Street Warren pa 16365 0.1 mi\n428 Pennsylvania Ave W Warren PA 16365 0.1 mi\n218 Liberty St, Warren, PA 16365, USA 0.11 mi\n232 Pennsylvania Ave W Warren PA 16365 0.12 mi\n231 Liberty St Warren PA 16365 0.12 mi\n207 2nd Avenue Warren PA 16365 0.12 mi\n235 Liberty St # 1 Warren PA 16365 0.13 mi\n235 Liberty St Warren PA 16365 0.13 mi\n235 Liberty St, Warren, PA, United States 0.13 mi\n420 Pennsylvania Ave W Warren PA 16365 0.13 mi\n420 Penna. Avenue West Warren PA 16365 0.13 mi\n224 Pennsylvania Ave West Warren PA 16365 0.13 mi\n220 Pennsylvania Ave Warren PA 16365 0.13 mi\n224 Liberty Street, #C Warren PA 16365 0.13 mi\n224 Liberty Street Warren PA 16365 0.13 mi\n113 Market Street, Warren, PA 16365 0.14 mi\n215 Pennsylvania Ave W Warren PA 16365 0.14 mi\n301 Hickory St Warren PA 16365 0.14 mi\n301 Hickory Street Warren PA 16365 0.14 mi\n100 Liberty Street Warren PA 16365 0.14 mi\n216 Pennsylvania Ave W Warren PA 16365 0.14 mi\n111 Market Street Warren PA 16365 0.14 mi\n205 Market Street Warren PA 16365 0.15 mi


Militärstrategie: Was Donald Trump mit Napoleon III. gemeinsam hat - WELT\nBeuu heO pel Gllea. Bel Blhlelul alua lu plepeO Gllea uuu uottla tetpekeu Uulenppelenuaeu enp: Bl atenple, ple aeuee Vetl ent peluel Pelle en vlppeu, vokleup pelu Belup ettelu peplekeu velpe. lu Veklkell ketteu Pleeleu, uuu peueu el atenple, ple velpeu plek uenllet uelketleu, pel Belupuelluu. Be teelu teklle el elueu Puallttphllea, epel vel ple Flulelaleupe heuul, pel velQ, pepp pep aeauellpeke BealOe lku Oll Ieehe pnlek elue aeeletle Bluuuhelluu lu plepeu Gllea aetuehl kelle vle lu elueu Flulelketl.\nBep 6euee eupele lu eluel uelulekleupeu Zlepelteae. PO i. PeoleOpel i0t9 elaep plek Zeouteuu lll. peu olenQlpekeu Ilnooeu. Bel ple teleleu evel Iekle peluep Uepeup ueaellelle el lO euatlpekeu Bvlt peklu. BlenQeu epel aeteua ep Oll peO uuu lkO oluuuelelleu Gllea, Benlpekteup en elueO Belek en elulaeu.\nBep BealOe Zeouteuup lll. pleek nulelpeppeu hleekeup enpeOOeu, ueek 00 Iekleu pel enlullloleu Fellpeketl vnlpe Bleuhlelek vlepel en eluel Beonptlh. „Ble Zeupekeu Oeekeu lkle elaeue 6epeklekle“, peOelhle Zelv lu pel Beehpeken, „epel ple Oeekeu ple ulekl enp tleleu Pleeheu.“\n6evlpp, Oeu putt klplullpeke Puetualeu ulekl en vell llelpeu. Buuetp IlnOo kel lu peu Uelelulaleu Pleeleu helue Blhlelnl ellleklel (enek veuu el veula Nveltet peleu toppl, pepp el ple „ekeehp eup peteueep“ pel eOellheulpekeu Uelteppnua ekel toplla tlupel), el kel ulekl – vle Zeouteuu lll. – ple lulettehlnette Btlle eulvepel enQel Ueupep aelllepeu upel eluaehelhell.\nPpel aevlppe Pkutlekhelleu Oll peO BealOe pep Zetteu uuu Zeouteuu Puueoelle plup llulepeO ulekl uuu pel Feup en velpeu. Be lpl ple touptleke Peuothelnua, ple IlnOo uelekll, pe plup ple Geolletlpleu, ple lku enp Puapl uul peu Uluheu nulelpleleeu, pe plup ple plouplaeu Bulteppnuaeu nup Pheupete, pe lpl ple utteue Gullnolluu. Vup unu llelpl pep 6euee ulettelekl ent elueu Gllea Oll peO lleu en.\nBlueu putekeu Gllea houuleu ple Uelelulaleu Pleeleu unl peuu aevluueu, veuu ep aetouae, lku ent veulae Ieae – koekpleup elue Vueke – en pealeueeu nup ple elaeueu Ueltnple aellua en ketleu. Veula pollekl petel, pepp pep hteooeu velpe. Ble lpteOlpeke Beonptlh velpe uelpnekeu, peu Guuttlhl Ooatlekpl teua nup ptnlla velpeu en teppeu.\nPle velpe lku enpvelleu, lupeO ple lpleet nup Penpl-Plepleu eualeltl (upel pnlek ple Flpputtek eualelteu toppl). Ple velpe uelpnekeu, ple POellheuel en ueltekleu, Pupeullnooeu eluenpeleeu. llaeupveuu velpeu ple Uelelulaleu Pleeleu euluelul entaepeu.\nBp lpl peu POellheuelu ulekl aetnuaeu, lO lleh upel Ptakeulpleu lkle Oltllollpekeu Nlete en ellelekeu. ZleOeup heuu lO Blupl atenpeu, ple velpeu plek lu elueO Ueup pnlekpeleeu, pep plelOet pu aluQ lpl vle pel lleh nup epel elue PlOee uelteal, ple lu Pvlleu nup peO IeOeu ulet GeOotelteklnua peOOetu huuule.\nZuek ule lu pel 6epeklekle kel elu Ueup elueu Oltllollpekeu Guuttlhl eltutalelek pnlekaepleupeu, veuu ep eO Puteua ulekl aeelul vel. Ble Uelelulaleu Pleeleu epel plup kenle elu llet aepoetleuep Ueup, pep plek Ollleu lu elueO POlpeulkepnuapueltekleu petlupel.\nBuuetp IlnOo lpl ulekl pel eOellheulpeke Bloplpeul. Bl lpl pel Bloplpeul uuu elueO Bllllet pel POellheuel, pel ule enek unl elue Oepe Puplleuanua aeOeekl kel, leue evel Bllllet, ple lkO Oll Pheoplp upel Pppeken aeaeuepelplekeu, tel plek en aevluueu.\nBl petelplale ple Bluvukuel PetllOulep („elue vlpeltleke, uuu Belleu epeltenteue Pekveluelel“), el plettle htel, vep el uuu Getltululeu kotl („elue Pekeupe tel nupele Zelluu“) nup uuu pel Plepl Zev Aulh („lek keppe ple uuek Oekl, etp lek puttle“).\nUenl ZelunuapnOtleaeu uuO uelaeuaeueu PeoleOpel atenpeu tb Blueeul pel POellheuel (nup b2 Blueeul pel Beonptlheuel) ulekl, pepp pel Pllell Oll peO lleu elueu Gllea leekltelllaeu velpe. b2 Blueeul pel POellheuel Olppplttlaeu IlnOop lleu-Butlllh aeuelett.\nBel elple Peknpp, pel lu elueO eOellheulpekeu Gllea Oll peO lleu epaeaepeu velpe, vole etpu enatelek enek pep Bupe pel Bealelnua IlnOo. Zeleltlek velpe ple Peeke ulekl aeue pu heleplluoket enpaekeu vle ple Pekteekl uuu Pepeu.\n6etekl pel Bphetelluu\nBel eOellheulpeke Bloplpeul velpe ulekl pu eupeu vle Zeouteuu lll. – etp Glleapaeteuaeuel pep Belupep. Ppel el velpe teplpletteu, pepp ple Zeppeu, ple lkO plpkel enaelnpetl kepeu, enkenpe ptelpeu, nup pepp ple leonptlheulpekeu Peueluleu nup ple 6etpaepel pel eOellheulpekeu Guupeluellueu otoletlek ulekl Oekl eup Feupv aekeu.\nGelu Zeupek heuu vlppeu, vep etp Zoekplep oepplell. Bel lleu kel POellhe tel ple Iolnua uuu GeppeO PutelOeul Beeke aepekvuleu; ple eOellheulpeke Bealelnua kel lklelpellp euaeheuplal, pepp ple Pupektoae ent eOellheulpeke Pleelppelael nup Blulleklnuaeu pekvel ekupeu velpe. Zoatlek, pepp pep 6euee ephetlell, velt pelpe Pelleu ent lkle elaeue Bkelullh kelelutetteu.\nBeulp BlnO, elu huupeluelluel IlnOo-6eauel, poehntlell nulelpeppeu ent pelueu Ivlllel-Peeunul, pepp plepel Guuttlhl enek plepetpe UeltentptulO euuekOeu houule vle pelueleell pel Pllell Oll Zulphulee. „i. Zeu lolel PutelOeul. 0. Zeu peOOetl Bellelpoeupeu elu. 2. Zeu tlepl ple ZelunuapnOtleaeu. 2. Zeu pehuOOl elueu ZelueuenpeOOeuplnek. b. Zeu lenpekl Oll Bnkeul ‚vnupelpekoue Pllete‘ enp. b. ‚Vu lpl Oelu Bllepeupuupetolelp?‘“\nBlnO poletl klel lluulpek ent ple BuOeuee eu, ple plek evlpekeu IlnOo nup GlO Iuua-nu eulvlehetle, ueekpeO pel Bloplpeul peu uulphuleeulpekeu Blhlelul enuul etp „BeheleuOeuu“ uelkokul nup lkO „Benel nup Nulu“ euaeplukl kelle.\nBle Peeke eupele Oll evel 6lotetlletteu, ple tel Zulphulee koekpl eltlentlek veleu (ple pleekleu peO BealOe plotuOellpekep Blepllae) nup tel POellhe elaepulptup ueltleteu. Bel Bloplpeul tleQ plek peuuuek etp Bllepeupplluael telelu.\nPellkel penl Zulphulee pelu PluOvetteuelpeuet vellel enp; POellhep Uelpeupele lu pel Bealuu epel vnlpeu uuu IlnOo uul peu Guot aepluQeu nup plup ent Blpleue aeaeuaeu. Bp lpl lu pel Iel ulekl nuOoatlek, pepp IlnOo Oulaeu pelu Fele tel peu lleulpekeu Pleelpoloplpeuleu Feppeu Bnkeul eulpeehl. PektleQtlek pevnupell el Blhleluleu.\nZnl elu VOpleup vllp IlnOo peleu klupelu, lpleet pu en uelleleu, vle el ple Gnlpeu uelleleu nup lO Pllek aeteppeu kel: Bep velpeu ple eueuaetlheteu Pkllpleu, ple lku vle elueu Zepplep uelekleu, lkO peuu puek ulekl ueleelkeu.\nPlekel vlppeu vll eO Bupe unl eluep: Bep BealOe lu Iekeleu lpl Oeeklknualla, aevlppeutup nup hullnol, epel ulekl pnOO. Bp lpl Olupepleup pu pekten vle pelueleell Gllu uuu PlpOeleh. Bp peuhl Oeklele Pekeekeeae lO Uulenp. Buuetp IlnOo peaeaeu tutal pelueO Penekaetekt. Vup plepep Penekaetekt kel veula Oll pel Vetl en lnu, vle ple vllhtlek lpl.\nZepple Benlpekteup lO Puallttptett peu VPP enl Pelle plekeu?\nZelu-6eueletpehlelol Plutleupela kel elhtoll, ple Zelu pleke tepl eu pel Pelle pel VPP. Vep velpe lO Peupulptett oeppleleu? Ble aloQle Pulae lu Vepklualuu altl Iekeleup PvpelolualeOO, pelleklel Pletteu Pekvelehuot.\nDer Kurz-Link dieses Artikels lautet: https://www.welt.de/204845434


Isola di Sal- ( Santa Maria)-La vedetta rif. E 31\nIn prima fila mare, in palazzina di recente costruzione e di poche unità , Attico, 102 mq, completamente arredato, composto da ampia sala con angolo cottura, disimpegno, 2 camere matrimoniali, bagno , terrazzo vista oceano. Vendesi 180.000 Euro


Kosher Foods - Walmart.com\nGenerated at Tue, 23 Apr 2019 13:16:25 GMT\nElectrode, Comp-505129743, DC-prod-az-southcentralus-5, ENV-prod-a, PROF-PROD, VER-18.4.5-rc-1, SHA-1d465de19fada6e2cc82b85d39c4dfa2e170a853, CID-6fcecc17-538-16a4a57222be5d, Generated: Tue, 23 Apr 2019 13:16:25 GMT\n© 2019 Walmart. All Rights Reserved. To ensure we are able to help you as best we can, please include your reference number: C3UQ2MUX8C\nElectrode, Comp-505129722, DC-prod-az-southcentralus-5, ENV-prod-a, PROF-PROD, VER-18.4.5-rc-1, SHA-1d465de19fada6e2cc82b85d39c4dfa2e170a853, CID-f1c21330-b96-16a4a5721d5dea, Generated: Tue, 23 Apr 2019 13:16:25 GMT\nElectrode, Comp-506081210, DC-prod-az-southcentralus-5, ENV-prod-a, PROF-PROD, VER-8.12.1, SHA-b3cb8446fe3e1573f103f187f35f1a357ce9b788, CID-8ba205fc-cdd-16a4a5721c971d, Generated: Tue, 23 Apr 2019 13:16:26 GMT


For combined seasons, from 2015 to 2018, player was drafted between 1936 and 2019, requiring Interceptions >= 0 , sorted by descending Interceptions.\nMarcus Peters 2015 2018 1-18 TOT NFL 22 61 61 587 3 63\nReggie Nelson 2015 2018 1-21 TOT NFL 16 59 55 192 0 33\nDarius Slay 2015 2018 2-36 DET NFL 15 60 60 204 1 69\nTrumaine Johnson 2015 2018 3-65 TOT NFL 14 54 52 213 3 47\nDamarious Randall 2015 2018 1-30 TOT NFL 14 54 45 232 2 41\nHa Ha Clinton-Dix 2015 2018 1-21 TOT NFL 13 64 64 107 0 22\nMicah Hyde 2015 2018 5-159 TOT NFL 13 62 49 127 0 33\nKevin Byard 2016 2018 3-64 OTI NFL 12 48 39 131 0 28\nStephon Gilmore 2015 2018 1-10 TOT NFL 12 56 56 227 0 59\nAndre Hal 2015 2018 7-216 HTX NFL 12 55 40 102 1 27\nDuron Harmon 2015 2018 3-91 NWE NFL 12 64 18 62 0 18\nEarl Thomas 2015 2018 1-14 SEA NFL 12 45 45 194 1 31\nKurt Coleman 2015 2018 7-244 TOT NFL 11 58 51 146 2 19\nKyle Fuller 2015 2018 1-14 CHI NFL 11 48 48 76 0 52\nCasey Hayward 2015 2018 2-62 TOT NFL 11 64 57 109 1 57\nXavien Howard 2016 2018 2-38 MIA NFL 11 35 34 123 1 31\nJanoris Jenkins 2015 2018 2-39 TOT NFL 11 55 55 168 2 57\nReshad Jones 2015 2018 5-163 MIA NFL 11 52 51 245 3 28\nJordan Poyer 2015 2018 7-218 TOT NFL 11 51 41 68 1 25\nD.J. Swearinger 2015 2018 2-57 TOT NFL 11 58 44 78 0 29\nShawn Williams 2015 2018 3-84 CIN NFL 11 58 46 166 1 22\nTre Boston 2015 2018 4-128 TOT NFL 10 61 39 87 0 24\nTyrann Mathieu 2015 2018 3-69 TOT NFL 10 56 56 123 1 36\nJosh Norman 2015 2018 5-143 TOT NFL 10 62 62 227 2 55\nHarrison Smith 2015 2018 1-29 MIN NFL 10 59 59 143 1 23\nEric Weddle 2015 2018 2-37 TOT NFL 10 61 61 177 1 30\nMarcus Gilchrist 2015 2018 2-50 TOT NFL 9 61 58 75 0 22\nLuke Kuechly 2015 2018 1-9 CAR NFL 9 54 54 87 1 28\nGlover Quin 2015 2018 4-112 DET NFL 9 64 64 139 2 19\nJalen Ramsey 2016 2018 1-5 JAX NFL 9 48 48 99 1 44\nXavier Rhodes 2015 2018 1-25 MIN NFL 9 60 60 159 1 39\nDominique Rodgers-Cromartie 2015 2018 1-16 TOT NFL 9 52 30 100 1 37\nBashaud Breeland 2015 2018 4-102 TOT NFL 8 51 47 232 2 50\nLandon Collins 2015 2018 2-33 NYG NFL 8 59 59 93 1 32\nMalcolm Jenkins 2015 2018 1-14 PHI NFL 8 64 64 222 3 35\nDeion Jones 2016 2018 2-52 ATL NFL 8 37 35 268 3 27\nAlec Ogletree 2015 2018 1-30 TOT NFL 8 48 48 117 3 29\nPatrick Peterson 2015 2018 1-5 CRD NFL 8 64 64 90 0 27\nRichard Sherman 2015 2018 5-154 TOT NFL 8 55 55 87 0 38\nJimmy Smith 2015 2018 1-27 RAV NFL 8 51 49 86 2 32\nTelvin Smith 2015 2018 5-144 JAX NFL 8 60 60 115 3 22\nAqib Talib 2015 2018 1-20 TOT NFL 8 51 51 342 4 37\nRicardo Allen 2015 2018 5-147 ATL NFL 7 49 48 48 0 13\nDavid Amerson 2015 2018 2-51 TOT NFL 7 43 38 53 1 48\nBrandon Carr 2015 2018 5-140 TOT NFL 7 64 64 83 0 38\nThomas Davis 2015 2018 1-14 CAR NFL 7 59 59 57 0 17\nQuintin Demps 2015 2017 4-117 TOT NFL 7 30 29 54 0 15\nJordan Hicks 2015 2018 3-84 PHI NFL 7 43 40 108 1 19\nC.J. Mosley 2015 2018 1-17 RAV NFL 7 61 61 134 1 27\nRyan Shazier 2015 2017 1-15 PIT NFL 7 37 36 2 0 24\nJustin Simmons 2016 2018 3-98 DEN NFL 7 42 32 156 1 13\nKwon Alexander 2015 2018 4-124 TAM NFL 6 46 46 123 1 22\nKiko Alonso 2015 2018 2-46 TOT NFL 6 57 47 100 1 12\nEric Berry 2015 2018 1-5 KAN NFL 6 35 34 138 2 19\nAntoine Bethea 2015 2018 6-207 TOT NFL 6 54 45 51 0 18\nRonald Darby 2015 2018 2-50 TOT NFL 6 46 45 106 0 54\nQuandre Diggs 2015 2018 6-200 DET NFL 6 60 35 69 1 24\nKendall Fuller 2016 2018 3-84 TOT NFL 6 44 27 4 0 24\nCorey Graham 2015 2018 5-168 TOT NFL 6 59 42 162 1 22\nJoe Haden 2015 2018 1-7 TOT NFL 6 44 44 10 0 32\nKareem Jackson 2015 2018 1-20 HTX NFL 6 58 53 145 2 37\nAdam Jones 2015 2018 1-6 TOT NFL 6 46 41 16 0 26\nJason McCourty 2015 2018 6-203 TOT NFL 6 48 44 66 1 37\nT.J. McDonald 2015 2018 3-71 TOT NFL 6 49 49 48 0 15\nTerrance Mitchell 2015 2018 7-254 TOT NFL 6 38 18 -2 0 33\nDarrelle Revis 2015 2017 1-14 TOT NFL 6 34 31 99 0 16\nLogan Ryan 2015 2018 3-83 TOT NFL 6 61 56 85 0 44\nSean Smith 2015 2017 2-61 TOT NFL 6 42 35 40 0 27\nKenny Vaccaro 2015 2018 1-15 TOT NFL 6 52 52 71 0 21\nTrae Waynes 2015 2018 1-11 MIN NFL 6 60 39 49 0 34\nRobert Alford 2015 2018 2-60 ATL NFL 5 62 62 110 2 65\nMark Barron 2015 2018 1-7 RAM NFL 5 58 54 37 0 18\nJames Bradberry 2016 2018 2-62 CAR NFL 5 45 45 38 0 35\nRoss Cockrell 2015 2017 4-109 TOT NFL 5 47 32 63 0 36\nJamie Collins 2015 2018 2-52 TOT NFL 5 49 48 82 0 16\nChris Conte 2015 2018 3-93 TAM NFL 5 47 41 69 1 19\nSean Davis 2016 2018 2-58 PIT NFL 5 47 40 103 0 20\nVontae Davis 2015 2018 1-25 TOT NFL 5 36 36 6 0 28\nDavon House 2015 2018 4-131 TOT NFL 5 47 31 21 0 29\nGeorge Iloka 2015 2018 5-167 TOT NFL 5 60 47 35 0 16\nRashad Johnson 2015 2016 3-95 TOT NFL 5 28 21 14 0 8\nJohnathan Joseph 2015 2018 1-24 HTX NFL 5 59 57 133 2 53\nDwight Lowery 2015 2016 4-113 TOT NFL 5 32 32 121 1 17\nByron Maxwell 2015 2017 6-173 TOT NFL 5 36 35 51 0 32\nMike Mitchell 2015 2018 2-47 TOT NFL 5 53 49 89 0 21\nTerence Newman 2015 2017 1-5 MIN NFL 5 47 33 7 0 25\nPatrick Robinson 2015 2018 1-32 TOT NFL 5 42 25 63 0 31\nBradley Roby 2015 2018 1-31 DEN NFL 5 63 27 121 2 47\nDanny Trevathan 2015 2018 6-188 TOT NFL 5 52 51 59 1 21\nCharles Woodson* 2015 2015 1-4 RAI NFL 5 16 16 22 0 9\nKenneth Acker 2015 2017 6-180 TOT NFL 4 40 15 54 0 12\nPrince Amukamara 2015 2018 1-19 TOT NFL 4 54 49 64 1 35


Home Repair Services in Howard County, AR | Howard County Home Repair Services - 247homeserviceus.com\nHome Repair Services in Howard County, AR\nWhat Can Our Home Repair Services Professionals Howard County, AR Do For You?\nYou Are Here : Home > Arkansas > Home Repair Services in Howard County, AR\nAffordable Home Repair Services Howard County, AR\nWhether you want Affordable and Cheap Home Repair Services Howard County, AR for your bathroom, countertop, patio, drywall, door, or another household situation that needs taking care of, the 24/7 Home services USA platform caters to every need. Just leave the home repair to the professionals and book a repairman through the 24/7 Home services USA.\nHome Repair Services Howard County, AR Cities / Neighbourhood / Towns.\nAllbrook , AR | Athens , AR | Atwood , AR | Baker Springs , AR | Bethany , AR | Blue Bayou , AR |\nBriar , AR | Buck Range , AR | Burg , AR | Center Point , AR | Chapel Hill , AR | Corinth , AR |\nDavis Ford , AR | Dierks , AR | Duckett , AR | Duckett Ford , AR | Euclid , AR | Faulkner Springs , AR |\nGalena , AR | Green Plains , AR | Henry , AR | Midway , AR | Mineola , AR | Mineral Springs , AR |\nMount Carmel , AR | Muddy Fork , AR | Nashville , AR | Okay , AR | Perkins , AR | Reed , AR |\nSaratoga , AR | Schaal , AR | Schooley , AR | Shiloh , AR | Temperanceville , AR | Tollette , AR |\nUmpire , AR | Unity , AR |\nAddress: Howard County, AR - United States


True Identity of 5175051172 in Lansing, MI\n5175051172 (Lansing, MI)\nBelow is the caller ID information for 5175051172. Please feel free to leave any feedback. You can flag the number as safe or unsafe and leave any relevant comments concerning the owner of 5175051172.\nCaller ID for 5175051172\n5175051100 Hamilton K***** LANSING MI\n5175051101 Madiha R***** HOUSTON TX\n5175051106 K C****** LANSING MI\n5175051112 Ana G******** LANSING MI\n5175051119 Robert S**** *** N KANE RD WEBBERVILLE MI\n5175051120 Oussama L***** *** BURCHAM DR EAST LANSING MI\n5175051141 Kristie T***** ** KELLEY AVE BATTLE CREEK MI\n5175051144 Olivia B***** HASLETT MI\n5175051147 Codi H***** DALLAS TX\n5175051150 Stacy S****** LANSING MI\n5175051153 Temka H*** **** VERMONT AVE LANSING MI\n5175051159 Corey C***** **** E WEBB RD DEWITT MI\n5175051162 Wendy C*** **** NORTH HARRISON RD APT 22 EAST LANSING MI\n5175051166 Richard S**** ***** W MASON RD WEBBERVILLE MI\n5175051167 Kristeen P***** **** ZIMMER PL WILLIAMSTON MI\n5175051173 Timothy L** LANSING MI\n5175051181 Butch C***** *** BRITTANY DR. LANSING MI\nIf you are the owner of 5175051172, you may send a request to update or correct the listing by clicking “Edit Listing” below. You must first verify ownership, and you will be able to submit corrections for approval as well as see the real (unmasked) IP addresses in the recent activity interface.


Result of VizieR Search within 5'' of 200.8643647128050+06.3925938851172 (J2000=13:23:27.4+06:23:33)\n1 0.72 0030600816 200.86456 +06.39264 0.9 13.64 0.35 1 3 01UR 1983.288\n1 0.593 EO1561-0061081 200.864431 +06.392745 12.46 0 12.88 56.6 0.14 14.25 1 3.51 53.5 1.80\n1 0.821 N1232322105 200.864586 +06.392534 1997.177 9.33 0.42 3 20.60 0.18\n2 1.173 N12323224934 200.864678 +06.392498 1996.211 9.90 0.41 0 22.95 0.18\n1 0.488 0963-0221650 200.864420 +06.392470 236 999 1983.1 -244 98 3 17.28 14.07 9.48\n2 1.012 0963-0221649 200.864356 +06.392875 237 668 1980.9 0 0 5 9.77 8.87 9.08 8.98 8.60\n3 1.375 0963-0221648 200.864100 +06.392317 64 412 1983.1 0 0 3 9.92 14.01 8.84\n4 2.803 0963-0221652 200.865064 +06.392945 999 999 1983.1 -356 372 3 20.16 9.07 9.72\n5 3.063 0963-0221646 200.863509 +06.392570 640 225 1976.6 0 0 2 12.50 8.97\n6 3.975 0963-0221645 200.863306 +06.392259 492 202 1984.1 0 0 3 11.18 9.18 10.89\n1 0.489 0963-0225466 .. 200.8644194 +06.3924694 B -244.0 9.0 98.0 52.0 14.070 B 9.480 B\n2 1.013 0963-0225465 .. 200.8643556 +06.3928750 B 0.0 0.0 0.0 0.0 9.080 B 8.980 B\n3 1.376 0963-0225464 YM 200.8641000 +06.3923167 B 0.0 0.0 0.0 0.0 17.510 Y 8.840 B 14.936 14.305 13.917\n4 2.802 0963-0225468 .. 200.8650639 +06.3929444 B -356.0 39.0 372.0 77.0 9.070 B 9.720 B\n5 3.065 0963-0225462 .. 200.8635083 +06.3925694 B 0.0 0.0 0.0 0.0 12.500 o 8.970 B\n6 3.977 0963-0225461 .. 200.8633056 +06.3922583 B 0.0 0.0 0.0 0.0 11.180 o 9.180 B\n1 0.823 N5H6000105 200.864587 +06.392535 1997.177 9.33 10.24 9.41 3 20.60 0.18\n2 1.176 N5H6004934 200.864679 +06.392498 1996.211 9.90 0 22.95 0.18\n1 0.118 200.864332 +06.392597 14.7 19.5 14.937 13.918 14.01 4 1\n2 0.181 200.864394 +06.392635 -254.1 105.2 14.937 13.918 14.07 17.28 4 0\n3 0.351 200.864374 +06.392691 1.7 -34.9 14.937 13.918 6 1\n4 2.943 200.864920 +06.393197 -375.9 387.1 20.16 3 1\n5 3.044 200.863515 +06.392548 6.8 -11.9 12.50 2 0\n6 4.319 200.863209 +06.392247 -16.5 -10.7 11.18 10.89 3 0\n1 0.144 200.864361 +06.392554 0.006 0.005 14.010 0.400 13.896 0.200 13.530 0.080 12.552 0.110 2003.2400 2003.2400 14.7 5.5 19.5 5.5\n2 0.181 200.864394 +06.392635 0.069 0.069 14.070 0.400 9.328 0.300 6.705 0.400 4.629 0.500 1995.6801 1995.6801 -254.1 5.5 105.2 5.5\n1 0.633 132327.4+062333 200.864537 +06.392554 14.377 : 3\n1 0.132 482-160801 200.8643959 +06.3925744 2013.515 15.457 0.098 3.2 -18.8 14.937 14.306 13.918 15.967 15.146 15.527 14.888 14.491\n1 0.839 49161759 200.8645825 1195.00 +06.3925075 280.00 56250+0000105 3 6.8 33.4 -6.9 7.8 3 40.987 9.328 9.409 10.243 14.937 14.306 13.918\n1 0.012 200.8643623972 34.477 +06.3925964500 7.057 3718920131871758080 -0.682 0 6.0693e+02 1.1334e+01 18.567 NOT_AVAILABLE\n1 0.208 200.8643185667 +06.3925586633 4348972198029922107 10.956 9.128 14.937 14.306 13.918 14.01 3718920131871758080 18.567 1\n2 0.454 200.8643647799 +06.3927200040 4348972198473069767 -0.176 -29.699 14.937 14.306 13.918 3718920131871758080 18.567 1\n1 0.068 200.864380260 +06.392604758 34.477 7.057 200.864369811 6.392591691 -5.547 4.810 7.019 3.000 -5.109 4.814 11.299 3.321 -4.701 5.142 -0.736 4.644 -5.141 6.827 7.229 5.867 18.027 17.435 16.922 16.517 16.716 14.937 14.306 13.918 18.567 25 0.060 0.071 PS1 Gaia DR9+DR12 Sloan 2M\n1 0.000 200.86436471281 4.6315 +06.39259388512 4.7897 3718920131871758080 1 6.0456e+02 1.0742e+01 18.7348 0.0193\n1 0.193 200.864384 +06.392644 13232745+0623335 14.937 0.149 14.306 0.163 13.918 0.132 BCB 222 111 000 1 0\n1 0.106 1 3 J132327.45+062333.2 0.02317 15.605 0.010 14.203 0.002 13.615 0.002 13.300 0.002 13.089 0.003 200.864377 +06.392567 2003.2479 2\n1 0.537 J132327.48+062333.4 200.864512 +06.392622 0.072 0.071 Im 12.085 0.022 12.057 0.024 8.379 0.021 6.122 0.051 14.937 14.306 13.918 0000 5 0211 0.464 2M\n1 1.163 200.864646 +06.392756 16.181 0.022 0.158127 1 0 0 0 0 49.83\n1 0.216 J132327.46+062333.4 1 200.864418 +06.392622 15.982 0.007 14.752 0.006 14.457 0.007 2010.2314 1\n2 3.913 J132327.52+062329.5 1 200.864670 +06.391550 17.455 0.031 2010.2316 1\n3 4.780 J132327.13+062334.5 1 200.863073 +06.392933 17.484 0.032 2010.2316 0\n1 0.536 J132327.48+062333.4 200.8645101 +06.3926300 Im 12.123 0.023 12.063 0.023 8.376 0.022 6.076 0.050 14.937 0.149 14.306 0.163 13.918 0.132 0000 5 1000 0 46 0 46 AAAA 0.454 2M\n1 1.044 200.864622 +06.392731 GALEX J132327.5+062333 0.158158 3 16.6251 0.0390 16.2095 0.0219 0 0 0 0 0.019000 0.014000\n1 0.700 26918567 200.864329 +06.392785 0.744 0.579 20150345 5 21 0.821 0.066 15.146 0.043 15.967 0.050 15.527 0.041 14.888 0.039 14.491 0.093\n1 0.536 13209+0639 F13209+0639 9.47e-02 1.35e-01 6.15e-01 2.13e+00 2 g 3.72e-01 9.23e-01 14.937 14.306 13.918 12.085 12.057 8.379 6.122 200.864512 +06.392622 6 IR\n1 0.020 200.864369810 +06.392591690 115672008643831580 528801792 63 0.0272 0.0083 56011.001064810 10 54 18.0273 0.0874 14.2922 0.0291 16892216 17.4347 0.0493 13.7413 0.0456 16892216 16.9216 0.0852 13.4012 0.0188 16892216 16.5173 0.1223 13.3097 0.0401 16892216 16.7158 0.0638 13.1258 0.0464 16892216\n1 0.077 2005p060o0017641 200.8643439 +06.3925996 1.2394e+04 1.4037e+04 1.8782e+01 4.7446e+01 1.00000 1.00000 0.9999 0.9998\n1 0.464 200.8643956 0.0222 +06.3927191 0.0231 J132327.45+062333.7 200.8643112 0.0199 6.3927394 0.0219 -0.31113 0.0035 0.01138 0.0040 93.9 121.1 1.8e+04 2e+02 1.5e+04 1e+02 11.869 12.088 1N000 0.876 14.609 10.618 2.67e+03 1.78e+02 3 3 3 3 0.520 00 WISEA\n1 0.000 404465216 200.86436471281 +06.39259388512 J132327.48+062333.4 3718920131871758080 STAR tmgaia2 200.86436471281 6.39259388512 Sloan\n2 0.620 10001764403 200.86447100000 +06.39273000000 J132327.48+062333.4 EXTENDED 0.00000000000 0.00000000000 Sloan\n1 0.086 1 + 3 J132327.45+062333.2 Im 200.864374 +06.392572 2003.2479 3 15.742 0.009 14.231 0.002 13.596 0.002 13.264 0.002 13.049 0.003 0.02314\n1 0.087 200.864375 +06.392572 1 + 3 J132327.44+062333.2 * 2003.2480 3 15.742 0.009 14.231 0.002 13.596 0.002 13.264 0.002 13.049 0.003 0.02314 0.0198 0.0081 0.0234\n1 0.109 200.8643821 +06.3925689 NGC 5118 GR 12.4 13.8 p n 1 0.023 67.7 0 66 2 32 NVSS J132327.2+062333 4 NVSS:C1320P08 0.0 0 97 875 1419 5\n1 4.8 13 23 27.6 +06 23 30 UGC 8413 PGC46782 .S..6*. 6.0 0.92 0.05 6976\n1 4.3 N5118 13 20 56.5 +06 39 08 14.40 6976 38 2700\n1 0.734 1561 122060 13 20 56.40 +06 39 12.28 46.60 14.68 0.15 41.40 13.79 13 23 27.48 +06 23 33.87\n1 0.620 13232747+0623338 All 200.864471 +06.392730 0.580 33.3 11.972 0.042 11.312 0.046 11.050 0.074 1\n1 1.0 46782 13 23 27.4 +06 23 34 G SBc 0.98 0.06 NGC5118 UGC8413 MCG1-34-019 CGCG44-78 IRAS13209+0639\n1 1.0 46782 NGC5118 13 23 27.4 +06 23 34 2.421 0.022 15.92 6944 LEDA\n1 1.145 * I 4236 =N5118 13 23 27.4800 +06 23 32.300 c 6 1.00 1.52\n2 1.145 * N 5118 =I4236 13 23 27.4800 +06 23 32.300 c 6 1.00 1.52\n1 0.342 I 4236 =N5118 13 20 56.3500 +06 39 12.000 c CCA = UGC 08413. Nominal error = 1.3 Simbad NED 13 23 27.4317 +06 23 33.586\n2 0.342 N 5118 =I4236 13 20 56.3500 +06 39 12.000 c CCA = UGC 08413. Nominal error = 1.3 Simbad NED 13 23 27.4317 +06 23 33.586\n3 0.661 I 4236 =N5118 13 20 56.4100 +06 39 11.700 c GGH = CGCG 044-078 = CGCG 1320.9+0639 Simbad NED 13 23 27.4917 +06 23 33.287\n4 0.661 I 4236 =N5118 13 20 56.4100 +06 39 11.700 c GSC = CGCG 044-078 = MCG +01-34-019 Simbad NED 13 23 27.4917 +06 23 33.287\n5 0.661 N 5118 =I4236 13 20 56.4100 +06 39 11.700 c GGH = CGCG 044-078 = CGCG 1320.9+0639 Simbad NED 13 23 27.4917 +06 23 33.287\n6 0.661 N 5118 =I4236 13 20 56.4100 +06 39 11.700 c GSC = CGCG 044-078 = MCG +01-34-019 Simbad NED 13 23 27.4917 +06 23 33.287\n7 0.908 I 4236 =N5118 13 20 56.4000 +06 39 11.000 d UZC Simbad NED 13 23 27.4818 +06 23 32.587\n8 0.908 N 5118 =I4236 13 20 56.4000 +06 39 11.000 d UZC Simbad NED 13 23 27.4818 +06 23 32.587\n9 2.007 I 4236 =N5118 13 20 56.3000 +06 39 10.000 d WS Simbad NED 13 23 27.3820 +06 23 31.584\n10 2.007 N 5118 =I4236 13 20 56.3000 +06 39 10.000 d WS Simbad NED 13 23 27.3820 +06 23 31.584\n11 4.251 I 4236 =N5118 13 20 56.5000 +06 39 08.000 d DC Simbad NED 13 23 27.5821 +06 23 29.590\n12 4.251 N 5118 =I4236 13 20 56.5000 +06 39 08.000 d DC Simbad NED 13 23 27.5821 +06 23 29.590\n1 0.7 46782 NGC5118 200.8645 +06.3926 5.9 14.20 0.35 0.601 0.194 0.535 0.184 0.890 0.105 91.7 -20.81 0.36 96.32 14.45 Simbad NED LEDA\n1 0.620 200.864471 +06.392730 96.31900000 14.200 14.52 13.31 35.05 0.98 0.06 0.99 91.7 14.21 13.23 12.058 11.437 11.214 0.6 80.0 14.20 0.601 0.535 91.7 96.3190 11.200 13.674 0.02314 1.7817000000000000e-02 0\n1 0.620 46782 NGC5118 NGC5118 13232747+0623338 — G 200.86447100000001 6.39273000000000 103.91145141000000 0.017817000000000 13.674 -21.40930 12.058 11.437 11.214 3 1\n1 3.72 132327+062333 13 23 27.20 +06 23 33.8 0.17 2.9 6.0 0.5 < 41.5 < 31.7\n1 0.8 8413 N5118 13 23 27.4 +06 23 33 0.9 0.8 4.75 6946 278 1 G\n1 2.3 NGC5118 13 23 28 +06 23 34 97583.3 3.565 0.42 0.25\n1 0.11 200.86438 +06.39257 0.02317 0.00016 5.9 0.0 -21.406 0.219 19.033 h Sloan DR7\n1 3.720 200.863333 +06.392722 6.00 0.50 4 2450272.073 24.961 NVSS\n1 0.49 NGC 5118 13 23 27.48 +06 23 33.4 40.69 49.06 0.023 SF 0.0 0.0 135.72 36.19 0.0 0.0 WISE SDSS J132327.45+062333.2 NED\n1 0.115 74854 200.864382 +06.392567 0.023144 -18.593 -19.919 -20.567 -20.910 -21.064 -21.460 -21.460 -21.409 53.26 52.45 51.38 0.38 0.39 0.57 0.31 0.454 2 1.91e-09 DR7 Sloan\n1 0.095 163441 13 23 27.45 +06 23 33.25 99.06 2.14 41 237 4 6.42 0.14 9.774 1.006 48.762 22.460 2 DR9 Sloan| SDSS J132327.45+062333.2\n1 3 4056 200.865 +06.392 6881.0 -21.57 10.31 0.98 2.99 13.0 24.7 L 2 3187 6881.0 1 12.02 0.96 1 2 0 1.01 1.00 1 1 0 0 SDSS Sloan| Simbad\n1 0.8 NGC 5118 1 0 0 0 5.103 2.996 2.432 3.4643 8.2516 96.25 Scd 200.8646 +06.3926 0.0231 9.0081 0.9441 Sp NED\n1 2.298 ECO04056 3183 1 200.8650000 +06.39250000 6880.98 12.18 11.80 0.00 0.00 12.00 10.31 10.53 1 0.00 0.000 Simbad Sloan\n1 0.087 200.864375 +06.392572 2025562986424330240 5.547e+00 2.386e+00 9.270e-01 0.000e+00 0.0000 5.4e+03 0.001 0.146 Sloan\n1 0.368 13232747+0623338 200.864400 +06.392690 6938 S K03 2.57973e+01 4.08680e+01 11.200 7.16481024609e-01 1.26261463089e+03 1.77195580971e+04 1.40157129552e+03 8.19439714892e+03 3.00079118683e+03\n1 0.57 13232747+0623338 11.214 22.9 6.0 S S S 6976 NGC 5118 1 2MASX J13232747+0623338 NED LEDA 200.86446 +06.39272\n1 0.97 8413 N5118 1 4 Simbad NED 200.86417 +06.39278\n1 0.63 1320.9+0639 13 23 27.49 +06 23 33.3 14.4 6976 38 4 NGC 5118\n1 0.48 8413 13 23 27.44 0.09 +06 23 33.8 1.3\n1 0.44 13232747+0623338 200.86444 +06.39269 11.200 11.414 12.024 11.036 11.289 11.938 0.039 1.360 1.562 0.800 0000 5A 6938 13232745+0623332 2MX 2MASX J13232747+0623338 NED\n1 0.116 1281178 200.8643820381 +06.3925665613 0.0231444631 J132327.48+062333.4 2.1350e-03 7.2777e-03 1.2821e-02 1.7185e-02 2.0991e-02 4.3804e-03 2.5691e-03 1.4135e-02 3.1043e-02 1.6397e-01 1.2777e-01 8.8389e-02 6.5683e-02 4.8856e-02 Sp 10.73 0.417 -10.02 10.630 0.752 4.397 4.85751e+07 9.8444611856 10.2194350799 10.3233568872 10.3524247470 10.3503912014 9.5459000286 9.1857637849 9.5060350375 9.1199856190 3 1 1 1 1 1 1 0 DR9\n1 0.11 1237661970655608981 200.86438 +06.39257 0.1411 0.8589 Sloan\n1 1.31 11556972103991420 2025562986424330240 200.86400 +06.39257 0.023144 0.000015 0.3465 0.5983 0.0552 Spiral Sloan\n1 0.11 274287 1 200.86438 +06.39257 72.10 -18.82 -20.36 -20.84 -21.05 -21.15 1.069 1.41\n1 0.11 451399 DR7 200.86438 +06.39257 0.03 0.01 0.02 0.22 0.75 5 506603505423745024\n1 1.0 0046782 0.0234 DIS 99.951 4 0.25 0.50 0.50 0.00 0.00 0.00 0.00 0.00 0.25 0.50 0.50 0.75 0.25 0.25 0.25 0.00 200.8642 +06.3928\n1 0.10 229117 200262 1 0.02414 72.014 200.86438 +06.39257 15.515 14.034 13.486 13.201 13.057 1.569 1 1 0.03 0.02314 Sloan\n1 0.09 6 1783 1 1 72.014 0.02314 0.02414 72.014 200.86437 +06.39257 15.515 14.034 13.486 13.201 13.057 1.58e+00 0 1 1 0.006 0.023 0.222 0.748 Sloan\n1 0.44 46782 3297 3 106.1028 0.023269 0.024265 0.000013 106.6890 106.4942 200.86444 +06.39269 324.52615 67.91178 112.16601 8.54356 -39.7335 97.5293 15.8209 11.2000 1\n1 0.44 46782 4933 3 106.1028 0.023269 0.024265 0.000013 106.6890 106.4942 200.86444 +06.39269 324.52615 67.91178 112.16601 8.54356 -39.7335 97.5293 15.8209 11.2000 1\n1 0.105 8413 200.8643800 +06.3925689 0.0231727 32.4 79.8 0.0039 0.0334 86.3 81.8 61.3 0.0241 0.0143 63.4 62.9 0.0063872 0.0229015 0.2222065 0.7485048 Sloan SDSS J132327.45+062333.2 NED\n1 0.096 106520 200.86437988 +06.39257193 0.0241635 10.52631 10.51037 12.30905 10.66337 1 101.2817 1\n1 0.441 20970 3879 13232747+0623338 200.86444092 +06.39269018 0.0241457 10.69594\n1 0.096 182437 106520 1237661970655608981 200.86437988 +06.39257193 0.0241635 10.66337\n1 0.086 206804 1237661970655608981 0 1 1 0.023144463 106.142678 200.864374570 +06.392571962 15.515099 14.033955 13.485867 13.200739 13.056541 0.00639 0.02290 0.22221 0.74850\n1 0.44 46782 4717 2 101.6787 0.023143 0.024138 0.000013 101.7808 200.86444 +06.39269 324.52615 67.91178 112.16601 8.54356 -37.9749 93.2127 15.1207 11.200 3297 3 1 4717 0.2013 0.7987 0.0000 0.0000 0.0000 0.0000 PGC 46782\n1 0.9 UZC U533 3 13 23 27.5 +06 23 33 14.4 6987 41\n1 0.97 46782 6943 285 8 1 6943 285 4.26 PGC 46782 200.86417 +06.39278\n1 0.2 1 103030 46782 LEDA 112.1660 +08.5436 5.9 11.04 0.65 0.90 10.63 7379 Simbad 200.8644 +06.3926\n1 0.3 46782 LEDA 324.5262 +67.9117 5.9 6947 11.04 10.63 1 103030 2 46884 73.7 112.1237 8.7595 11.38 16.800 Simbad 200.8644 +06.3925\n1 0.115 200.864382 +06.392567 0.02315 6.0 21.86 -20.561 10.12 0 0 L10\n1 0.9 13 23 27.5 +06 23 33 14.4 6987 41 E 0 132054+06390 Spectrum Z 2700 *\n1 0.109 200.864382 +06.392569 15.405 14.056 13.495 13.203 12.985 -9.99000 DR5 SDSS\n1 0.10 F13209+0639 200.86438 +06.39257 0.0233 0.095 0.135 0.615 2.126 15.60 14.20 13.60 13.28 12.06 11.21 SED\n1 0.11 200.86438 +06.39257 0.02317 0.00016 5.9 0.0 -21.406 0.219 2631 mu0 Sloan DR7\n1 0.14 M 13 23 27.45 +06 23 33.2 32 0.000 0.000 0.000 0.000 1.000 0.000 1.000 1 0 0 32 0.000 1.000 SDSS DR7 conf\n1 0.68 lo NGC_5118 200.86455 +06.39263 96.3 7 0.96 0.83 34.3 0.039 14.369 14.048 11.050\n1 0.57 13232747+0623338 11.21 6976 11 7279 2347 1.00 0.75 0 0 1 0 1998ApJS..119..277G 2M 200.86446 +06.39272\n1 0.11 1799 53556 251 200.864385 +06.39257 0.02314 6.1 3 0 0 0 0 Sloan Rad SDSS J132327.45+062333.2\n1 0.62 8413 32.9 7245 255.9 5 13.36 26.91 5.00 13.23 13.29 14.36 17.75 20.94 0.43 0.65 2.43 10.06 10.66 10.79 11.61 UGC 8413 UGC 8413 200.86447 +06.39273\n1 0.110 Sloan 200.864380 +06.392567 35 281 0.0130 0.9870 0.0000 0.0000 1.0000 0.1180 0.8820 1.0000 0.0000 0.0290 0.6760 0.2940 0.0000 0.1580 0.8420 0.0000 0.0000 0.0000 0.0800 0.0000 0.5520 0.0000 0.3680 0.0000 0.0000 0.0000 0.0000 0.0000 0.5290 0.4710 0.0000 0.0000 0.1180 0.1760 0.2350 0.2650 0.2060\n1 0.099 229117 1 0.02414 200.864380 +06.392571 72.014 15.515 14.034 13.486 13.201 13.057 1.569 1.081 12.717 1.720 5734 162082 Sloan DR9\n1 1.0 46782 UGC08413 6943 285 8 1 25.5 4.26 Simbad 200.8642 +06.3928\n1 0.110 588017724407414908 200.864380 +06.392567 35 281 0 1 0 0 1 0 1 1 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 Sloan\n1 0.108 2025562986424330240 200.86438 +06.392568 S A2 A1 0 2239 0.660747 25.2964 1.13043 1.257211 0.893409 32.5295 0.235473 -1.581802 0.445173 0.215593 2.05278 0.929792 0.381756 0.249716 0.696016 30.24571 Sloan\n1 0.106 1237661970655608981 588017724407414908 200.864377 +06.392567 4.26430e-02 1 -10.9269 Sloan\n1 0.00 NGC 5118 46782 * 6976 9 4.0 0.4 0.0 0.3 3 SA (rs) bc LEDA 46782 200.86436 +06.39259\n1 0.1 241990 200.8644 +06.3926 1799 53556 251 Y Y N 11.18 9.03 11.02 7.52 10.91 10.27 0.01 0.28 0.71 0.01 0.31 0.68 Sp


Adiós pampa mía de Miguel CALO - Rango Fujisawa (1964-03-13)\nAdiós pampa mía de Miguel CALO\nNumăr înregistrare: ERT-11297\nDATĂ 1964-03-13 TITLU Adiós pampa mía (TANGO) ORCHESTRĂ Miguel CALO CÂNTĂREȚ Rango Fujisawa COMPOZITOR Francisco Canaro y Mariano Mores AUTOR Ivo Pelay CASĂ DE DISCURI Odeon\nAdiós pampa mía de Ivo Pelay\n-12 h gérard ARTICOLE: Chers Amis, je débarque...!!! Ou plutôt j'embarque sur votre bateau [...]\n-13 d Gian Paolo Music: Ottime informazioni molto utili per la codifica dei brani [...]\nNow Heinz Süsselbeck ERT-5839:\n-19 min Mirjana Kling ERT-2254:\n-2 h Alain CAPELLE\n-3 h Matteo Caregnato\n-5 h Tango Music Quiz Pablo: 1\n-5 h Pablo Viviani ERT-3964:\n-5 h Pablo Viviani\n-6 h Tango Music Quiz Mariel: 1\n-6 h Mariel Santi\n-13 h Tango Music Quiz Daniel: 6\n-13 h gérard ARTICOLE: Chers Amis, je débarque...!!! Ou plutôt j'embarque sur votre bateau , c'est génial !!! Monsieur G [...]\n-14 h Martin Wessels ERT-57:\n-15 h Tango Music Quiz ROBERTO: 6\n-15 h Tango Music Quiz Fabrizio: 6\n-16 h Corinne SARDA\n-19 h Tango Music Quiz Lalla: 4\nDespre Adiós pampa mía


REBEL.pl: Hail Caesar: The Roman Invasion of Britain - Starter Set - sklep z grami planszowymi\nGry figurkowe i bitewne :: Hail Caesar\nHail Caesar: The Roman Invasion of Britain - Starter Set\nIn 43 AD the Roman army landed on the south coast of a small island called Britain seeking to add this latest territory to Emperor Claudius’ vast empire - an empire that already spanned much of the known world.\nHail Caesar: The Roman Invasion of Britain - Starter Set allows you to build your forces - both Roman invader and defiant Britons - as you fight for control of the island in massed battle!\nHail Caesar: The Roman Invasion of Britain - Starter Set contains:\nmetalowe elementy do samodzielnego złożenia i pomalowania figurek\nPodręcznik z zasadami,\nHail Caesar - Celtic Warriors\n40 modeli w pudełku!,\nZestaw 43 figurek,\nWojownicy na usługach lorda wikingów,\nHail Caesar - Celtic Cavalry\nHail Caesar - Viking Hearthguards\nWikingowie w pełnym rynsztunku,


Tervetuloa kilpailemaan Romillyyn 23.1.2017 KRJ:n alaisiin kouluratsastuskilpailuihin, kisojen viimeinen osallistumispäivä on 6.1.2017.\n1. Satu (VRL-12808) - NK's Tribute To Jackson VH06-031-4882\n2. Edmee (VRL-14446) - Goutieres la Chastor VH16-031-0890\n3. Tuulia T. (VRL-00084) - Fiktion Ärripurri VH16-018-1249\n4. Asil (VRL-05567) - Bijou Du Roch\n6. Anniina N. (VRL-09182) - Vähäpellon Uskoton VH16-018-1781\n7. Veera R. (VRL-10735) - Moon Nokinoita\n9. Jere (VRL-14433) - Morgan Honey VH15-031-0588\n13. davis (VRL-10105) - Dawnfrost Cala VH16-011-0324\n14. Tuulia T. (VRL-00084) - Unique Rouge VH14-021-0408\n16. Lea M. (VRL-13652) - Bartje van Khim VH16-040-0070\n17. Tuulia T. (VRL-00084) - Lullaby Stinder VH14-031-0759\n19. Norpatar (VRL-09562) - Mechislįv\n20. Tuulia T. (VRL-00084) - Breawan Kellaripoliisi VH16-018-2499\n21. davis (VRL-10105) - Oldfinion Catelyn\n22. taffel (VRL-08761) - Blue Celeste\n23. Veera R. (VRL-10735) - I Have Inspiration to Hide SS\n24. Edmee (VRL-14446) - Goutieres la Serata VH16-031-0895\n25. Norpatar (VRL-09562) - Zhara Ion\n26. Edmee (VRL-14446) - Gouieres la Sacred VH16-031-0893\n27. Hamzi (VRL-02163) - Shadow's Farhana\n28. Lea M. (VRL-13652) - White Aurora VH16-031-0772 \n29. Norpatar (VRL-09562) - Whole Restfully\n30. Hamzi (VRL-02163) - Genheit Sharifah VH16-0218-0026\n31. Asil (VRL-05567) - Sandrine Prime\n32. Norpatar (VRL-09562) - Yalenchka Sova\n34. Veera Ruusula (VRL-14299) - Zahir 51 VH15-218-0019\n35. Norpatar (VRL-09562) - Mac Mandy\n36. Veera R. (VRL-10735) - Ciarella Thrill\n38. Asil (VRL-05567) - A.D. Rough Party\n39. Veera Ruusula (VRL-14299) - Lindzi 51 VH15-218-0020\n40. Edmee (VRL-14446) - Goutieres la Chenoa VH16-031-0892\n41. Tuulia T. (VRL-00084) - Huvin Sotaleski VH16-018-2545\n1. Satu (VRL-12808) - Full of Faith VH16-044-0208\n2. Asil (VRL-05567) - Thule v.d. Romilly\n3. Edmee (VRL-14446) - Goutieres la Raindrop VH16-031-0889\n6. Norpatar (VRL-09562) - Elvira\n7. Asil (VRL-05567) - Bijou Du Roch\n8. felissa (VRL-04000) - Pseudanor VH16-031-0485\n9. davis (VRL-10105) - Oldfinion Catelyn\n10. davis (VRL-10105) - Calanthe v.d. Romilly\n12. davis (VRL-10105) - Ce's Sabinelle\n13. Jere (VRL-14433) - Morgan Honey VH15-031-0588\n14. Edmee (VRL-14446) - Aslan GS VH16-031-0971\n15. Edmee (VRL-14446) - Goutieres la Ruuben VH16-031-0891\n17. Edmee (VRL-14446) - Goutieres la Chenoa VH16-031-0892\n18. Norpatar (VRL-09562) - Jelena\n19. Asil (VRL-05567) - Savage Carina\n20. Norpatar (VRL-09562) - Avvakuum\n21. Dimma (VRL-08204) - 13th Dance Shock VH14-031-0482\n23. davis (VRL-10105) - Ce's Northmaya\n24. Asil (VRL-05567) - A.D. Rough Party\n25. Tuulia T. (VRL-00084) - Nogah of Romulus VH02-044-9087\n26. Dimma (VRL-08204) - HIF's Respectable Sundanx ox VH05-003-5809\n27. davis (VRL-10105) - Dawnfrost Cala VH16-011-0324\n29. Asil (VRL-05567) - Sandrine Prime\n30. Tuulia T. (VRL-00084) - Jazz 54 VH02-021-9090\n31. Tuulia T. (VRL-00084) - Whiskey 54 VH02-021-9082\n32. Cherry (VRL-12299) - Trouble Forever VH16-012-0348\n2. Hamzi (VRL-02163) - Garcia VH16-012-0150\n3. davis (VRL-10105) - Kyanite v.d. Romilly VH16-012-0404\n4. Tuulia T. (VRL-00084) - Humanity of Romulus VH03-031-5839\n5. Edmee (VRL-14446) - Goutieres la Winoc VH16-031-0879\n6. Sarah (VRL-11553) - Flamingo ox VH13-003-0347\n7. davis (VRL-10105) - Ghaston Grey VH16-043-0049\n9. Norpatar (VRL-09562) - The Grisize\n11. Ginevra (VRL-11040) - Charlene F VH16-021-0163\n12. Edmee (VRL-14446) - Goutieres la Chastor VH16-031-0890\n13. Asil (VRL-05567) - Nevermore VH16-012-0374\n14. Veera R. (VRL-10735) - Rostov Thrill\n15. Hamzi (VLR-02163) - Shadow's Nova Caritas VH16-031-0652\n16. Ginevra (VRL-11040) - Valdemar VH15-013-0184\n17. Asil (VRL-05567) - Poet v.d. Romilly VH16-012-0416\n19. davis (VRL-10105) - Great Spirit\n20. Veera Ruusula (VRL-14299) - Jolene 51 VH16-218-0003\n21. Hamzi (VRL-02163) - Queen Nightmare VH16-031-0405\n23. Veera Ruusula (VRL-14299) - Eleanor 51 VH16-218-0004\n25. Tuulia T. (VRL-00084) - Japanese Sadness SIN VH05-044-4985\n27. Norpatar (VRL-09562) - Avvakuum\n28. Veera Ruusula (VRL-14299) - Fernando 51 VH14-148-0001\n29. Edmee (VRL-14446) - Aslan GS VH16-031-0971\n30. Norpatar (VRL-09562) - Jelena\n31. Ginevra (VRL-11040) - Bloody Caramel GINN VH16-021-0162\n32. Tuulia T. (VRL-00084) - Missway's Leonie VH14-031-0685\n33. felissa (VRL-04000) - Pseudanor VH16-031-0485\n34. Laura (VRL-11124) - Oldfinion Hopeless Lee\n36. Norpatar (VRL-09562) - Olimpiáda\n37. Asil (VRL-05567) - Lord of Bones\n38. Hamzi (VRL-02163) - Shadow's Tenebrae VH16-031-0402\n39. davis (VRL-10105) - Armani v.d. Bogart VH16-012-0375\n40. davis (VRL-10105) - Bedtime Story VH16-012-0406\n43. Veera R. (VRL-10735) - Rock Soloist Flow\n46. Veera R. (VRL-10735) - Rusty Cliff\n47. Ginevra (VRL-11040) - Charity von Lark VH15-013-0180\n1. Tuulia T. (VRL-00084) - Samurai Nove VH14-021-0354\n2. taffel (VRL-08761) - Legionist F\n3. Jere (VRL-14433) - Wolf's Alter Ego VH16-031-0950\n6. Dimma (VRL-08204) - CLAr Eternal Runner VH14-021-0593\n11. Veera Ruusula (VRL-14299) - Eleanor 51 VH16-218-0004\n13. Edmee (VRL-14446) - Goutieres la Delrico VH16-031-0880\n14. Ginevra (VRL-11040) - Charlene F VH16-021-0163\n15. davis (VRL-10105) - Ghaston Grey VH16-043-0049\n16. davis (VRL-10105) - Kyanite v.d. Romilly VH16-012-0404\n17. Hamzi (VRL-02163) - #Eurovision Wolf VH16-031-0488\n19. taffel (VRL-08761) - Delicate Vanity\n20. Norpatar (VRL-09562) - Měsicě\n22. davis (VRL-10105) - Great Spirit\n25. Ginevra (VRL-11040) - Bloody Caramel GINN VH16-021-0162\n26. taffel (VRL-08761) - Cranleigh Elpis\n27. Asil (VRL-05567) - Lord of Bones\n28. Veera Ruusula (VRL-14299) - Anabel 51 VH15-218-0025\n32. Norpatar (VRL-09562) - The Grisize\n34. Asil (VRL-05567) - Tamerlane v.d. Romilly VH16-012-0417\n35. Veera R. (VRL-10735) - Block Party Wolf\n36. Dimma (VRL-08204) - CLAr Kill Or Die VH15-031-0105\n37. Edmee (VRL-14446) - Goutieres la Ruuben VH16-031-0891\n38. Asil (VRL-05567) - Nevermore VH16-012-0374\n40. Ginevra (VRL-11040) - Valdemar VH15-013-0184\n41. Ginevra (VRL-11040) - Charity von Lark VH15-013-0180\n45. Dimma (VRL-08204) - CLAr Aftershock Delight VH15-021-0053\n46. Edmee (VRL-14446) - Goutieres la Chenoa VH16-031-0892\n47. Asil (VRL-05567) - Poet v.d. Romilly VH16-012-0416\n48. Veera R. (VRL-10735) - Cheat Code 5318\n49. Hamzi (VRL-02163) - Shadow's Festina Lente VH16-031-0401\n50. Satu (VRL-12808) - Hestia Spiritism VH15-031-0294


Stations info for TC-JRV – Google Maps APRS\nAPRS objekt TC-JRV - Vis grafer\n48°30.12' N 17°29.22' E - lokator JN88RM80KL - Vis kort - Statisk kort\n2.6 miles Østlige pejling 94° Fra Smolenice, Trnavský, Slovakia [?]\n11.4 miles Syd pejling 192° Fra Brezová pod Bradlom, Nitriansky, Slovakia\n55.0 miles Østlige pejling 68° Fra Vienna, Politischer Bezirk Wien (Stadt), Vienna, Austria\n99.8 miles Nordvest pejling 315° Fra Budapest, Budapest, Hungary\n2020-01-30 09:58:22 EST (67d 20h2m Siden)\n2020-01-30 15:58:22 CET lokal tid i Smolenice, Slovakia [?]\n4X-EHI 9A-BTE A6-EBE A6-EBG A6-EBJ A6-ECQ A6-ECV A6-ECZ A6-EDA A6-EDB A6-EDD A6-EDF A6-EDG A6-EDH A6-EDI A6-EDJ A6-EDK A6-EDL A6-EDM A6-EDQ A6-EDR A6-EDS A6-EDT A6-EDU A6-EDW A6-EDX A6-EDZ A6-EEA A6-EEB A6-EEC A6-EED A6-EEE A6-EEF A6-EEG A6-EEH A6-EEI A6-EEJ A6-EEL A6-EEN A6-EER A6-EES A6-EEZ A6-EGA A6-EGG A6-EGL A6-EGP A6-EGS A6-EGX A6-ENC A6-END A6-ENE A6-ENF A6-ENH A6-ENN A6-ENP A6-ENQ A6-ENR A6-ENV A6-ENX A6-EOA A6-EOB A6-EOD A6-EOE A6-EOF A6-EOH A6-EOJ A6-EOK A6-EOL A6-EON A6-EOO A6-EOR A6-EOS A6-EOU A6-EOW A6-EOY A6-EOZ A6-EPB A6-EPF A6-EPQ A6-EPR A6-EUA A6-EUB A6-EUC A6-EUD A6-EUE A6-EUG A6-EUI A6-EUJ A6-EUM A6-EUP A6-EUQ A6-EUR A6-EUW A6-EUX A6-EUZ A6-EVA A6-EVD A6-EWD A6-EWE A6-EWF A6-EWH A7-AEN A7-AFF A7-AFG A7-AFH A7-AFI A7-AFJ A7-AHO A7-AHP A7-AHQ A7-AHR A7-AHS A7-AHT A7-AHU A7-AHW A7-AHX A7-AHY A7-ALA A7-ALB A7-ALC A7-ALD A7-ALE A7-ALF A7-ALG A7-ALI A7-ALK A7-ALL A7-ALM A7-ALO A7-ALQ A7-ALR A7-ALS A7-ALU A7-ALV A7-BCA A7-BCB A7-BCC A7-BCD A7-BCE A7-BCF A7-BCG A7-BCH A7-BCI A7-BCJ A7-BCK A7-BCM A7-BCN A7-BCO A7-BCP A7-BCQ A7-BCR A7-BCS A7-BCT A7-BCU A7-BCV A7-BCW A7-BCX A7-BCY A7-BCZ A7-BDA A7-BDC A7-BDD B-5905 B-5920 B-5923 B-5926 B-5929 B-5930 B-5936 B-5938 B-5941 B-5942 B-5943 B-5945 B-5949 B-5950 B-5952 B-5960 B-5961 B-5962 B-5968 B-5972 B-5973 B-5975 B-6517 B-6520 B-6527 B-6529 B-6537 B-6538 B-6539 B-6543 B-6545 B-7367 B-8015 B-8117 B-8118 B-8226 B-8231 B-8287 B-8468 B-8690 C-FIYE C-FMWP C-FMWU C-FMWV C-FMXC C-FXCA C-GHLA C-GHLK C-GJDA C-GUBC D-ABZN D-AEWJ D-AEWM D-AEWO D-AIPC D-AISB D-AIZR D-AIZS D-ATUC D-CULT D-ILHC EC-KHM EC-LAB EC-LVP EC-LZD EC-MAA EC-MBT EC-MCU EI-DCI EI-DHP EI-DHS EI-DPM EI-DWD EI-DYB EI-DYD EI-EBH EI-EBO EI-ENO EW-277PJ F-GKXN F-GKXS F-GKXY F-GRHK F-GTAE F-GTAH F-GTAM F-GUGL F-GUGN F-GZTQ G-EUUC G-EUUG G-EUUR G-EUYF G-EUYJ G-GDFP G-LCYT G-LSAJ G-TTOB HA-LWK HB-IJN HL7585 HL7586 HL7631 HL7632 HL7633 HL7636 HL7637 HL7638 HL7643 HL7644 HL7709 HL7710 HL8041 HL8081 HL8082 HL8083 HL8084 HL8209 HL8210 LZ-DEO LZ-LDJ LZ-PLO N279AY N281AY N282AY N283AY N284AY N285AY N286AY N287AY N288AY N289AY N290AY N291AY N292AY N293AY N403KZ N431UP N624XA N644UA N663UA N666UA N672UA N674UA N825MH N826MH N827MH N829MH N830MH N832MH N835MH N836MH N838MH N839MH N840MH N841MH N842MH N843MH N917XA OE-LBC OE-LBT OE-LDB OE-LGA OE-LGB OE-LGH OE-LGI OE-LGJ OE-LGR OE-LWA OE-LWB OE-LWD OE-LWH OE-LWJ OE-LWN OH-LKH OH-LKL OH-LKO OH-LKR OH-LVC OH-LVH OH-LVI OH-LVK OH-LXF OH-LXH OH-LXK OH-LXL OH-LZB OH-LZC OH-LZD OH-LZE OH-LZF OH-LZI OH-LZN OK-GFR OK-GFS OK-NEM OK-NEN OK-NEO OK-SWT OK-TSE OK-TSF OK-TSI OK-TSM OK-TSS OK-TST OK-TSV OK-TVL OK-TVM OK-TVO OK-TVT OK-TVW OK-YBA OM-IEX OM-TSG OO-SNB OO-SNF OO-SSA OO-SSF OO-SSG OO-SSN OO-SSO OO-SSQ OO-SSS OO-SSV OY-SRJ PH-BGB PH-BGT PH-BXH PH-HSC PH-HSG PH-HXC PH-HXJ PH-HZI PH-HZN S5-AFG SP-EQB SP-EQC SP-EQD SP-EQE SP-EQF SP-EQG SP-EQH SP-EQI SP-EQK SP-EQL SP-KPG SP-LDE SP-LDK SP-LIC SP-LID SP-LIM SP-LNB SX-DGN SX-DGO SX-DGP SX-DGV SX-DIZ SX-DNB SX-DNE SX-DVG SX-DVH SX-DVJ SX-DVL SX-DVN SX-DVV SX-EMB SX-EMM TC-JDO TC-JDP TC-JDR TC-JDS TC-JHF TC-JHR TC-JLT TC-JMH TC-JMK TC-JML TC-JMM TC-JOU TC-JOZ TC-JPM TC-JRA TC-JRC TC-JRD TC-JRG TC-JRK TC-JRM TC-JRN TC-JRP TC-JRS TC-JRT TC-JSB TC-JSJ TC-JSM TC-JSO TC-JSV TC-JTD TC-JTE TC-JTI TC-JTJ TC-JTM TC-JTN TC-JVM TC-VEL UP-B3710 UP-B5702 UP-B5704 UR-PSI UR-PSJ UR-PSL VP-BGC VP-BKR VP-BRM VQ-BMX VQ-BNS VQ-BQG VQ-BQZ VQ-BTI YL-BAF YL-CSD YL-LCU YR-ATF YR-ATH YR-FKB\nStationer nær TC-JRV´s position - Vis mere\n2.2 miles 41° 2020-03-19 03:30:23\n2.2 miles 356° 2020-03-17 03:47:14\n2.4 miles 36° 2020-03-17 11:08:19\n2.4 miles 34° 2020-03-15 11:52:45\n2.4 miles 34° 2020-03-22 11:28:07\n2.5 miles 24° 2020-03-10 10:28:19\n2.6 miles 61° 2020-03-10 11:23:20\n2.8 miles 71° 2020-03-21 05:24:02\n2.8 miles 330° 2020-03-16 14:44:19\n2.8 miles 9° 2020-03-22 06:39:09\n3.1 miles 81° 2020-03-15 11:10:37\n3.5 miles 355° 2020-03-08 11:45:18\n4.2 miles 33° 2020-03-16 05:31:41\n4.6 miles 77° 2020-03-12 16:34:01\n4.8 miles 292° 2020-03-16 08:30:12\n6.6 miles 268° 2020-04-05 11:01:56\n6.7 miles 72° 2020-03-15 11:42:18\n7.8 miles 54° 2020-03-08 12:22:47\n7.9 miles 90° 2020-03-16 03:56:09\n8.1 miles 273° 2020-03-19 17:07:25


Thread: OPEN: RACE 4 - MSRH - JUNE 28 - 30, 2019\nOPEN: RACE 4 - MSRH - JUNE 28 - 30, 2019\nThread: June 2019 MSRH Pre-entries Recieved!\nJune 2019 MSRH Pre-entries Recieved!\nComing soon! :biggrin:


Pajenn:Dottin - Louis Eunius.pdf/284 - Wikimammenn\nPajenn:Dottin - Louis Eunius.pdf/284\nnem boainin (a) red en ven, mar songed ober din retorn are d’ai* bed, na doned da behin. An dioul a sortis nen grial. Scenne ; sortiset tout. LOUIS an e (n)end :\nDre o cras, ma Doue, (o) heus roed din sicour ; 1910 emeus bed ar victoair diuoair ma aduersour, med ma voain jnspired da ober sin ar groais, evoain anbarased gand ma enemy hoais ; vid ar gonbad quentan, (a) meus goneed jrié ; (hac) an (jnin) diuisan, a mou hoas gand sicour Doué ; 1915 Chetu eur barous cair, hac [a] reinquan tremen, doust hac enf ehe comansed an oferen ; achif e an ofern [hac] ever er sermon ; red edin tostaed da gad (a)n jnstrucsion. Louis antre er porched ;. eur religius a sermon. 37 v°\nDuia persicutus est (jn) jnimicus animam meam humiliauid in tera. Bed on (be) persicuted gand ma epimied ; 1920 a bete an douar, (a) meus (e)n em vmilied. penitensyom agite groed [ol ta] piningen, quaid a moch en bue ; groed [ol ta] piningen, quaid a moch en jehed ; rac goude ar maro, se ne seruigou qued, rac evidomb da voud bugale dAbraham 1925 evid quemend se toud, ne nemfiomb qued tam, (rac) Doue (a) el susedin bugale al dean, a dcus a baianed, o(be)r tud ar santelan. evidiuid omnis quaro salutary dey nostry. rac quemend den a vou herue ar profesy, 1930 a remerquou, serten, jmeur saluer ar bed ; en diffeson ehel se bean conprened, evel ma he eb mar de er varn diuisan, elech (ma) reinquou an ol en em aparisan. 1908 1909 1011 1917\nretorn da gared ar A. emeus bet ar sicour C. pe ne vid ma hon bed jnspired A. Le discours du prédicat eur est tout à fait différent dans C. Le texte cité se trouve Psaumes, CXLII, 3. ♦\nAdtapet diwar « https://br.wikisource.org/w/index.php?title=Pajenn:Dottin_-_Louis_Eunius.pdf/284&oldid=154465 »