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| 2 | · | 2 | ·3c8a73a31ff74c63866a141a833b0250·714764·python·optional·python3-minieigen_0.50.3+dfsg1-13_armhf.deb |
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| 1 | Package:·python3-minieigen | 1 | Package:·python3-minieigen |
| 2 | Source:·minieigen | 2 | Source:·minieigen |
| 3 | Version:·0.50.3+dfsg1-13 | 3 | Version:·0.50.3+dfsg1-13 |
| 4 | Architecture:·armhf | 4 | Architecture:·armhf |
| 5 | Maintainer:·Debian·Science·Maintainers·<debian-science-maintainers@lists.alioth.debian.org> | 5 | Maintainer:·Debian·Science·Maintainers·<debian-science-maintainers@lists.alioth.debian.org> |
| 6 | Installed-Size:· | 6 | Installed-Size:·6409 |
| 7 | Depends:·python3·(<<·3.14),·python3·(>=·3.12~),·libboost-python1.83.0·(>=·1.83.0),·libboost-python1.83.0-py312,·libboost-python1.83.0-py313,·libc6·(>=·2.32),·libdouble-conversion3·(>=·2.0.0),·libgcc-s1·(>=·4.0),·libstdc++6·(>=·5.2),·libjs-sphinxdoc·(>=·7.4) | 7 | Depends:·python3·(<<·3.14),·python3·(>=·3.12~),·libboost-python1.83.0·(>=·1.83.0),·libboost-python1.83.0-py312,·libboost-python1.83.0-py313,·libc6·(>=·2.32),·libdouble-conversion3·(>=·2.0.0),·libgcc-s1·(>=·4.0),·libstdc++6·(>=·5.2),·libjs-sphinxdoc·(>=·7.4) |
| 8 | Recommends:·libeigen3-dev | 8 | Recommends:·libeigen3-dev |
| 9 | Section:·python | 9 | Section:·python |
| 10 | Priority:·optional | 10 | Priority:·optional |
| 11 | Homepage:·http://www.launchpad.net/minieigen | 11 | Homepage:·http://www.launchpad.net/minieigen |
| 12 | Description:·Wrapper·of·parts·of·the·Eigen·library·(Python·3) | 12 | Description:·Wrapper·of·parts·of·the·Eigen·library·(Python·3) |
| 13 | ·Small·wrapper·for·core·parts·of·Eigen,·c++·library·for·linear·algebra. | 13 | ·Small·wrapper·for·core·parts·of·Eigen,·c++·library·for·linear·algebra. |
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| 31 | ········<div·class="bodywrapper"> | 31 | ········<div·class="bodywrapper"> |
| 32 | ··········<div·class="body"·role="main"> | 32 | ··········<div·class="body"·role="main"> |
| 33 | ············ | 33 | ············ |
| 34 | <h1·id="index">Index</h1> | 34 | <h1·id="index">Index</h1> |
| 35 | <div·class="genindex-jumpbox"> | 35 | <div·class="genindex-jumpbox"> |
| 36 | ·<a·href="#A"><strong>A</strong></a> | ||
| 37 | ·|·<a·href="#C"><strong>C</strong></a> | ||
| 38 | ·|·<a·href="#D"><strong>D</strong></a> | ||
| 39 | ·|·<a·href="#E"><strong>E</strong></a> | ||
| 40 | ·|·<a·href="#F"><strong>F</strong></a> | ||
| 41 | ·|·<a·href="#H"><strong>H</strong></a> | ||
| 42 | ·|·<a·href="#I"><strong>I</strong></a> | ||
| 43 | ·|·<a·href="#J"><strong>J</strong></a> | ||
| 44 | ·|·<a·href="#L"><strong>L</strong></a> | ||
| 45 | ·|·<a·href="#M"><strong>M</strong></a> | ||
| 46 | ·|·<a·href="#N"><strong>N</strong></a> | ||
| 47 | ·|·<a·href="#O"><strong>O</strong></a> | ||
| 48 | ·|·<a·href="#P"><strong>P</strong></a> | ||
| 49 | ·|·<a·href="#Q"><strong>Q</strong></a> | ||
| 50 | ·|·<a·href="#R"><strong>R</strong></a> | ||
| 51 | ·|·<a·href="#S"><strong>S</strong></a> | ||
| 52 | ·|·<a·href="#T"><strong>T</strong></a> | ||
| 53 | ·|·<a·href="#U"><strong>U</strong></a> | ||
| 54 | ·|·<a·href="#V"><strong>V</strong></a> | ||
| 55 | ·|·<a·href="#X"><strong>X</strong></a> | ||
| 56 | ·|·<a·href="#Y"><strong>Y</strong></a> | ||
| 57 | ·|·<a·href="#Z"><strong>Z</strong></a> | ||
| 58 | · | 36 | · |
| 59 | </div> | 37 | </div> |
| 60 | <h2·id="A">A</h2> | ||
| 61 | <table·style="width:·100%"·class="indextable·genindextable"><tr> | ||
| 62 | ··<td·style="width:·33%;·vertical-align:·top;"><ul> | ||
| 63 | ······<li><a·href="index.html#minieigen.AlignedBox2">AlignedBox2·(class·in·minieigen)</a> | ||
| 64 | </li> | ||
| 65 | ······<li><a·href="index.html#minieigen.AlignedBox3">AlignedBox3·(class·in·minieigen)</a> | ||
| 66 | </li> | ||
| 67 | ······<li><a·href="index.html#minieigen.Quaternion.angularDistance">angularDistance()·(minieigen.Quaternion·method)</a> | ||
| 68 | </li> | ||
| 69 | ······<li><a·href="index.html#minieigen.Vector2.asDiagonal">asDiagonal()·(minieigen.Vector2·method)</a> | ||
| 70 | ······<ul> | ||
| 71 | ········<li><a·href="index.html#minieigen.Vector2c.asDiagonal">(minieigen.Vector2c·method)</a> | ||
| 72 | </li> | ||
| 73 | ········<li><a·href="index.html#minieigen.Vector2i.asDiagonal">(minieigen.Vector2i·method)</a> | ||
| 74 | </li> | ||
| 75 | ········<li><a·href="index.html#minieigen.Vector3.asDiagonal">(minieigen.Vector3·method)</a> | ||
| 76 | </li> | ||
| 77 | ········<li><a·href="index.html#minieigen.Vector3c.asDiagonal">(minieigen.Vector3c·method)</a> | ||
| 78 | </li> | ||
| 79 | ········<li><a·href="index.html#minieigen.Vector3i.asDiagonal">(minieigen.Vector3i·method)</a> | ||
| 80 | </li> | ||
| 81 | ········<li><a·href="index.html#minieigen.Vector4.asDiagonal">(minieigen.Vector4·method)</a> | ||
| 82 | </li> | ||
| 83 | ········<li><a·href="index.html#minieigen.Vector6.asDiagonal">(minieigen.Vector6·method)</a> | ||
| 84 | </li> | ||
| 85 | ········<li><a·href="index.html#minieigen.Vector6c.asDiagonal">(minieigen.Vector6c·method)</a> | ||
| 86 | </li> | ||
| 87 | ········<li><a·href="index.html#minieigen.Vector6i.asDiagonal">(minieigen.Vector6i·method)</a> | ||
| 88 | </li> | ||
| 89 | ········<li><a·href="index.html#minieigen.VectorX.asDiagonal">(minieigen.VectorX·method)</a> | ||
| 90 | </li> | ||
| 91 | ········<li><a·href="index.html#minieigen.VectorXc.asDiagonal">(minieigen.VectorXc·method)</a> | ||
| 92 | </li> | ||
| 93 | ······</ul></li> | ||
| 94 | ··</ul></td> | ||
| 95 | </tr></table> | ||
| 96 | <h2·id="C">C</h2> | ||
| 97 | <table·style="width:·100%"·class="indextable·genindextable"><tr> | ||
| 98 | ··<td·style="width:·33%;·vertical-align:·top;"><ul> | ||
| 99 | ······<li><a·href="index.html#minieigen.AlignedBox2.center">center()·(minieigen.AlignedBox2·method)</a> | ||
| 100 | ······<ul> | ||
| 101 | ········<li><a·href="index.html#minieigen.AlignedBox3.center">(minieigen.AlignedBox3·method)</a> | ||
| 102 | </li> | ||
| 103 | ······</ul></li> | ||
| 104 | ······<li><a·href="index.html#minieigen.AlignedBox2.clamp">clamp()·(minieigen.AlignedBox2·method)</a> | ||
| 105 | ······<ul> | ||
| 106 | ········<li><a·href="index.html#minieigen.AlignedBox3.clamp">(minieigen.AlignedBox3·method)</a> | ||
| 107 | </li> | ||
| 108 | ······</ul></li> | ||
| 109 | ······<li><a·href="index.html#minieigen.Matrix3.col">col()·(minieigen.Matrix3·method)</a> | ||
| 110 | ······<ul> | ||
| 111 | ········<li><a·href="index.html#minieigen.Matrix3c.col">(minieigen.Matrix3c·method)</a> | ||
| 112 | </li> | ||
| 113 | ········<li><a·href="index.html#minieigen.Matrix6.col">(minieigen.Matrix6·method)</a> | ||
| 114 | </li> | ||
| 115 | ········<li><a·href="index.html#minieigen.Matrix6c.col">(minieigen.Matrix6c·method)</a> | ||
| 116 | </li> | ||
| 117 | ········<li><a·href="index.html#minieigen.MatrixX.col">(minieigen.MatrixX·method)</a> | ||
| 118 | </li> | ||
| 119 | ········<li><a·href="index.html#minieigen.MatrixXc.col">(minieigen.MatrixXc·method)</a> | ||
| 120 | </li> | ||
| 121 | ······</ul></li> | ||
| 122 | ······<li><a·href="index.html#minieigen.Matrix3.cols">cols()·(minieigen.Matrix3·method)</a> | ||
| 123 | ······<ul> | ||
| 124 | ········<li><a·href="index.html#minieigen.Matrix3c.cols">(minieigen.Matrix3c·method)</a> | ||
| 125 | </li> | ||
| 126 | ········<li><a·href="index.html#minieigen.Matrix6.cols">(minieigen.Matrix6·method)</a> | ||
| 127 | </li> | ||
| 128 | ········<li><a·href="index.html#minieigen.Matrix6c.cols">(minieigen.Matrix6c·method)</a> | ||
| 129 | </li> | ||
| 130 | ········<li><a·href="index.html#minieigen.MatrixX.cols">(minieigen.MatrixX·method)</a> | ||
| 131 | </li> | ||
| 132 | ········<li><a·href="index.html#minieigen.MatrixXc.cols">(minieigen.MatrixXc·method)</a> | ||
| 133 | </li> | ||
| 134 | ········<li><a·href="index.html#minieigen.Vector2.cols">(minieigen.Vector2·method)</a> | ||
| 135 | </li> | ||
| 136 | ········<li><a·href="index.html#minieigen.Vector2c.cols">(minieigen.Vector2c·method)</a> | ||
| 137 | </li> | ||
| 138 | ········<li><a·href="index.html#minieigen.Vector2i.cols">(minieigen.Vector2i·method)</a> | ||
| 139 | </li> | ||
| 140 | ········<li><a·href="index.html#minieigen.Vector3.cols">(minieigen.Vector3·method)</a> | ||
| 141 | </li> | ||
| 142 | ········<li><a·href="index.html#minieigen.Vector3c.cols">(minieigen.Vector3c·method)</a> | ||
| 143 | </li> | ||
| 144 | ········<li><a·href="index.html#minieigen.Vector3i.cols">(minieigen.Vector3i·method)</a> | ||
| 145 | </li> | ||
| 146 | ········<li><a·href="index.html#minieigen.Vector4.cols">(minieigen.Vector4·method)</a> | ||
| 147 | </li> | ||
| 148 | ········<li><a·href="index.html#minieigen.Vector6.cols">(minieigen.Vector6·method)</a> | ||
| 149 | </li> | ||
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| 1 | *\x8**\x8**\x8**\x8*·N\x8Na\x8av\x8vi\x8ig\x8ga\x8at\x8ti\x8io\x8on\x8n·*\x8**\x8**\x8**\x8* | 1 | *\x8**\x8**\x8**\x8*·N\x8Na\x8av\x8vi\x8ig\x8ga\x8at\x8ti\x8io\x8on\x8n·*\x8**\x8**\x8**\x8* |
| 2 | ····*·_\x8i_\x8n_\x8d_\x8e_\x8x | 2 | ····*·_\x8i_\x8n_\x8d_\x8e_\x8x |
| 3 | ····*·_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8·_\x80_\x8._\x84_\x8-_\x81_\x8·_\x8d_\x8o_\x8c_\x8u_\x8m_\x8e_\x8n_\x8t_\x8a_\x8t_\x8i_\x8o_\x8n·» | 3 | ····*·_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8·_\x80_\x8._\x84_\x8-_\x81_\x8·_\x8d_\x8o_\x8c_\x8u_\x8m_\x8e_\x8n_\x8t_\x8a_\x8t_\x8i_\x8o_\x8n·» |
| 4 | ····*·Index | 4 | ····*·Index |
| 5 | *\x8**\x8**\x8**\x8**\x8**\x8*·I\x8In\x8nd\x8de\x8ex\x8x·*\x8**\x8**\x8**\x8**\x8**\x8* | 5 | *\x8**\x8**\x8**\x8**\x8**\x8*·I\x8In\x8nd\x8de\x8ex\x8x·*\x8**\x8**\x8**\x8**\x8**\x8* |
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| 7 | _\x8Y\x8Y·|·_\x8Z\x8Z | ||
| 8 | *\x8**\x8**\x8**\x8**\x8*·A\x8A·*\x8**\x8**\x8**\x8**\x8* | ||
| 9 | ····*·_\x8A_\x8l_\x8i_\x8g_\x8n_\x8e_\x8d_\x8B_\x8o_\x8x_\x82_\x8·_\x8(_\x8c_\x8l_\x8a_\x8s_\x8s_\x8·_\x8i_\x8n_\x8·_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8) | ||
| 10 | ····*·_\x8A_\x8l_\x8i_\x8g_\x8n_\x8e_\x8d_\x8B_\x8o_\x8x_\x83_\x8·_\x8(_\x8c_\x8l_\x8a_\x8s_\x8s_\x8·_\x8i_\x8n_\x8·_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8) | ||
| 11 | ····*·_\x8a_\x8n_\x8g_\x8u_\x8l_\x8a_\x8r_\x8D_\x8i_\x8s_\x8t_\x8a_\x8n_\x8c_\x8e_\x8(_\x8)_\x8·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8Q_\x8u_\x8a_\x8t_\x8e_\x8r_\x8n_\x8i_\x8o_\x8n_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 12 | ····*·_\x8a_\x8s_\x8D_\x8i_\x8a_\x8g_\x8o_\x8n_\x8a_\x8l_\x8(_\x8)_\x8·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x82_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 13 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x82_\x8c_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 14 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x82_\x8i_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 15 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x83_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 16 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x83_\x8c_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 17 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x83_\x8i_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 18 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x84_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 19 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x86_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 20 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x86_\x8c_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 21 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x86_\x8i_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 22 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x8X_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 23 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x8X_\x8c_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 24 | *\x8**\x8**\x8**\x8**\x8*·C\x8C·*\x8**\x8**\x8**\x8**\x8* | ||
| 25 | ····*·_\x8c_\x8e_\x8n_\x8t_\x8e_\x8r_\x8(_\x8)_\x8·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8A_\x8l_\x8i_\x8g_\x8n_\x8e_\x8d_\x8B_\x8o_\x8x_\x82·······*·_\x8c_\x8o_\x8m_\x8p_\x8u_\x8t_\x8e_\x8U_\x8n_\x8i_\x8t_\x8a_\x8r_\x8y_\x8P_\x8o_\x8s_\x8i_\x8t_\x8i_\x8v_\x8e_\x8(_\x8)_\x8· | ||
| 26 | ······_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8)·································_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8M_\x8a_\x8t_\x8r_\x8i_\x8x_\x83_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 27 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8A_\x8l_\x8i_\x8g_\x8n_\x8e_\x8d_\x8B_\x8o_\x8x_\x83················o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8M_\x8a_\x8t_\x8r_\x8i_\x8x_\x86_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 28 | ············_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8)·······························o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8M_\x8a_\x8t_\x8r_\x8i_\x8x_\x8X_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 29 | ····*·_\x8c_\x8l_\x8a_\x8m_\x8p_\x8(_\x8)_\x8·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8A_\x8l_\x8i_\x8g_\x8n_\x8e_\x8d_\x8B_\x8o_\x8x_\x82········*·_\x8c_\x8o_\x8n_\x8j_\x8u_\x8g_\x8a_\x8t_\x8e_\x8(_\x8)_\x8·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8Q_\x8u_\x8a_\x8t_\x8e_\x8r_\x8n_\x8i_\x8o_\x8n | ||
| 30 | ······_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8)·································_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 31 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8A_\x8l_\x8i_\x8g_\x8n_\x8e_\x8d_\x8B_\x8o_\x8x_\x83··········*·_\x8c_\x8o_\x8n_\x8t_\x8a_\x8i_\x8n_\x8s_\x8(_\x8)_\x8·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8A_\x8l_\x8i_\x8g_\x8n_\x8e_\x8d_\x8B_\x8o_\x8x_\x82 | ||
| 32 | ············_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8)···························_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 33 | ····*·_\x8c_\x8o_\x8l_\x8(_\x8)_\x8·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8M_\x8a_\x8t_\x8r_\x8i_\x8x_\x83_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8)············o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8A_\x8l_\x8i_\x8g_\x8n_\x8e_\x8d_\x8B_\x8o_\x8x_\x83 | ||
| 34 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8M_\x8a_\x8t_\x8r_\x8i_\x8x_\x83_\x8c_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8)·············_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 35 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8M_\x8a_\x8t_\x8r_\x8i_\x8x_\x86_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8)······*·_\x8c_\x8r_\x8o_\x8s_\x8s_\x8(_\x8)_\x8·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x83 | ||
| 36 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8M_\x8a_\x8t_\x8r_\x8i_\x8x_\x86_\x8c_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8)·······_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 37 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8M_\x8a_\x8t_\x8r_\x8i_\x8x_\x8X_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8)············o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x83_\x8c_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 38 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8M_\x8a_\x8t_\x8r_\x8i_\x8x_\x8X_\x8c_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8)···········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x83_\x8i_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 39 | ····*·_\x8c_\x8o_\x8l_\x8s_\x8(_\x8)_\x8·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8M_\x8a_\x8t_\x8r_\x8i_\x8x_\x83_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 40 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8M_\x8a_\x8t_\x8r_\x8i_\x8x_\x83_\x8c_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 41 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8M_\x8a_\x8t_\x8r_\x8i_\x8x_\x86_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 42 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8M_\x8a_\x8t_\x8r_\x8i_\x8x_\x86_\x8c_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 43 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8M_\x8a_\x8t_\x8r_\x8i_\x8x_\x8X_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 44 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8M_\x8a_\x8t_\x8r_\x8i_\x8x_\x8X_\x8c_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 45 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x82_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 46 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x82_\x8c_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 47 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x82_\x8i_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 48 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x83_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 49 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x83_\x8c_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 50 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x83_\x8i_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 51 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x84_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 52 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x86_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 53 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x86_\x8c_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 54 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x86_\x8i_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 55 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x8X_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 56 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x8X_\x8c_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 57 | *\x8**\x8**\x8**\x8**\x8*·D\x8D·*\x8**\x8**\x8**\x8**\x8* | ||
| 58 | ····*·_\x8d_\x8e_\x8t_\x8e_\x8r_\x8m_\x8i_\x8n_\x8a_\x8n_\x8t_\x8(_\x8)_\x8·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8M_\x8a_\x8t_\x8r_\x8i_\x8x_\x83······*·_\x8d_\x8o_\x8t_\x8(_\x8)_\x8·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x82_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 59 | ······_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8)·····································o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x82_\x8c_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 60 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8M_\x8a_\x8t_\x8r_\x8i_\x8x_\x83_\x8c_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8)···········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x82_\x8i_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 61 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8M_\x8a_\x8t_\x8r_\x8i_\x8x_\x86_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8)············o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x83_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 62 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8M_\x8a_\x8t_\x8r_\x8i_\x8x_\x86_\x8c_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8)···········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x83_\x8c_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 63 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8M_\x8a_\x8t_\x8r_\x8i_\x8x_\x8X_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8)············o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x83_\x8i_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 64 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8M_\x8a_\x8t_\x8r_\x8i_\x8x_\x8X_\x8c_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8)···········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x84_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 65 | ····*·_\x8d_\x8i_\x8a_\x8g_\x8o_\x8n_\x8a_\x8l_\x8(_\x8)_\x8·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8M_\x8a_\x8t_\x8r_\x8i_\x8x_\x83···············o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x86_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 66 | ······_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8)·····································o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x86_\x8c_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 67 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8M_\x8a_\x8t_\x8r_\x8i_\x8x_\x83_\x8c_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8)···········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x86_\x8i_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 68 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8M_\x8a_\x8t_\x8r_\x8i_\x8x_\x86_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8)············o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x8X_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 69 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8M_\x8a_\x8t_\x8r_\x8i_\x8x_\x86_\x8c_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8)···········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x8X_\x8c_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 70 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8M_\x8a_\x8t_\x8r_\x8i_\x8x_\x8X_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 71 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8M_\x8a_\x8t_\x8r_\x8i_\x8x_\x8X_\x8c_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 72 | *\x8**\x8**\x8**\x8**\x8*·E\x8E·*\x8**\x8**\x8**\x8**\x8* | ||
| 73 | ····*·_\x8e_\x8m_\x8p_\x8t_\x8y_\x8(_\x8)_\x8·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8A_\x8l_\x8i_\x8g_\x8n_\x8e_\x8d_\x8B_\x8o_\x8x_\x82·····*·_\x8e_\x8x_\x8t_\x8e_\x8n_\x8d_\x8(_\x8)_\x8·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8A_\x8l_\x8i_\x8g_\x8n_\x8e_\x8d_\x8B_\x8o_\x8x_\x82 | ||
| 74 | ······_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8)······························_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 75 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8A_\x8l_\x8i_\x8g_\x8n_\x8e_\x8d_\x8B_\x8o_\x8x_\x83·············o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8A_\x8l_\x8i_\x8g_\x8n_\x8e_\x8d_\x8B_\x8o_\x8x_\x83_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 76 | ············_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 77 | *\x8**\x8**\x8**\x8**\x8*·F\x8F·*\x8**\x8**\x8**\x8**\x8* | ||
| 78 | ····*·_\x8f_\x8l_\x8o_\x8a_\x8t_\x82_\x8s_\x8t_\x8r_\x8(_\x8)_\x8·_\x8(_\x8i_\x8n_\x8·_\x8m_\x8o_\x8d_\x8u_\x8l_\x8e_\x8·_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8) | ||
| 79 | *\x8**\x8**\x8**\x8**\x8*·H\x8H·*\x8**\x8**\x8**\x8**\x8* | ||
| 80 | ····*·_\x8h_\x8e_\x8a_\x8d_\x8(_\x8)_\x8·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x86_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 81 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x86_\x8c_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 82 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x86_\x8i_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 83 | *\x8**\x8**\x8**\x8**\x8*·I\x8I·*\x8**\x8**\x8**\x8**\x8* | ||
| 84 | ····*·_\x8I_\x8d_\x8e_\x8n_\x8t_\x8i_\x8t_\x8y_\x8·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8M_\x8a_\x8t_\x8r_\x8i_\x8x_\x83···········*·_\x8i_\x8s_\x8A_\x8p_\x8p_\x8r_\x8o_\x8x_\x8(_\x8)_\x8·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8M_\x8a_\x8t_\x8r_\x8i_\x8x_\x83 | ||
| 85 | ······_\x8a_\x8t_\x8t_\x8r_\x8i_\x8b_\x8u_\x8t_\x8e_\x8)······························_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 86 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8M_\x8a_\x8t_\x8r_\x8i_\x8x_\x83_\x8c···················o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8M_\x8a_\x8t_\x8r_\x8i_\x8x_\x83_\x8c_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 87 | ············_\x8a_\x8t_\x8t_\x8r_\x8i_\x8b_\x8u_\x8t_\x8e_\x8)····························o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8M_\x8a_\x8t_\x8r_\x8i_\x8x_\x86_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 88 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8M_\x8a_\x8t_\x8r_\x8i_\x8x_\x86····················o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8M_\x8a_\x8t_\x8r_\x8i_\x8x_\x86_\x8c_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 89 | ············_\x8a_\x8t_\x8t_\x8r_\x8i_\x8b_\x8u_\x8t_\x8e_\x8)····························o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8M_\x8a_\x8t_\x8r_\x8i_\x8x_\x8X_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 90 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8M_\x8a_\x8t_\x8r_\x8i_\x8x_\x86_\x8c···················o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8M_\x8a_\x8t_\x8r_\x8i_\x8x_\x8X_\x8c_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 91 | ············_\x8a_\x8t_\x8t_\x8r_\x8i_\x8b_\x8u_\x8t_\x8e_\x8)····························o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x82_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 92 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8Q_\x8u_\x8a_\x8t_\x8e_\x8r_\x8n_\x8i_\x8o_\x8n·················o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x82_\x8c_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 93 | ············_\x8a_\x8t_\x8t_\x8r_\x8i_\x8b_\x8u_\x8t_\x8e_\x8)····························o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x82_\x8i_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 94 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x82····················o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x83_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 95 | ············_\x8a_\x8t_\x8t_\x8r_\x8i_\x8b_\x8u_\x8t_\x8e_\x8)····························o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x83_\x8c_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 96 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x82_\x8c···················o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x83_\x8i_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 97 | ············_\x8a_\x8t_\x8t_\x8r_\x8i_\x8b_\x8u_\x8t_\x8e_\x8)····························o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x84_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 98 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x82_\x8i···················o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x86_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 99 | ············_\x8a_\x8t_\x8t_\x8r_\x8i_\x8b_\x8u_\x8t_\x8e_\x8)····························o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x86_\x8c_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 100 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x83····················o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x86_\x8i_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 101 | ············_\x8a_\x8t_\x8t_\x8r_\x8i_\x8b_\x8u_\x8t_\x8e_\x8)····························o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x8X_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 102 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x83_\x8c···················o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x8X_\x8c_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 103 | ············_\x8a_\x8t_\x8t_\x8r_\x8i_\x8b_\x8u_\x8t_\x8e_\x8) | ||
| 104 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x83_\x8i | ||
| 105 | ············_\x8a_\x8t_\x8t_\x8r_\x8i_\x8b_\x8u_\x8t_\x8e_\x8) | ||
| 106 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x84 | ||
| 107 | ············_\x8a_\x8t_\x8t_\x8r_\x8i_\x8b_\x8u_\x8t_\x8e_\x8) | ||
| 108 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x86 | ||
| 109 | ············_\x8a_\x8t_\x8t_\x8r_\x8i_\x8b_\x8u_\x8t_\x8e_\x8) | ||
| 110 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x86_\x8c | ||
| 111 | ············_\x8a_\x8t_\x8t_\x8r_\x8i_\x8b_\x8u_\x8t_\x8e_\x8) | ||
| 112 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x86_\x8i | ||
| 113 | ············_\x8a_\x8t_\x8t_\x8r_\x8i_\x8b_\x8u_\x8t_\x8e_\x8) | ||
| 114 | ····*·_\x8I_\x8d_\x8e_\x8n_\x8t_\x8i_\x8t_\x8y_\x8(_\x8)_\x8·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8M_\x8a_\x8t_\x8r_\x8i_\x8x_\x8X | ||
| 115 | ······_\x8s_\x8t_\x8a_\x8t_\x8i_\x8c_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 116 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8M_\x8a_\x8t_\x8r_\x8i_\x8x_\x8X_\x8c_\x8·_\x8s_\x8t_\x8a_\x8t_\x8i_\x8c | ||
| 117 | ············_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 118 | ····*·_\x8i_\x8n_\x8t_\x8e_\x8r_\x8s_\x8e_\x8c_\x8t_\x8i_\x8o_\x8n_\x8(_\x8)_\x8· | ||
| 119 | ······_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8A_\x8l_\x8i_\x8g_\x8n_\x8e_\x8d_\x8B_\x8o_\x8x_\x82_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 120 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8A_\x8l_\x8i_\x8g_\x8n_\x8e_\x8d_\x8B_\x8o_\x8x_\x83 | ||
| 121 | ············_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 122 | ····*·_\x8i_\x8n_\x8v_\x8e_\x8r_\x8s_\x8e_\x8(_\x8)_\x8·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8M_\x8a_\x8t_\x8r_\x8i_\x8x_\x83 | ||
| 123 | ······_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 124 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8M_\x8a_\x8t_\x8r_\x8i_\x8x_\x83_\x8c_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 125 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8M_\x8a_\x8t_\x8r_\x8i_\x8x_\x86_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 126 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8M_\x8a_\x8t_\x8r_\x8i_\x8x_\x86_\x8c_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
| 127 | ··········o·_\x8(_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8M_\x8a_\x8t_\x8r_\x8i_\x8x_\x8X_\x8·_\x8m_\x8e_\x8t_\x8h_\x8o_\x8d_\x8) | ||
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| 41 | <p>Something·concise·here.</p> | 41 | <p>Something·concise·here.</p> |
| 42 | </div> | 42 | </div> |
| 43 | </section> | 43 | </section> |
| 44 | <section·id="examples"> | 44 | <section·id="examples"> |
| 45 | <h2>Examples<a·class="headerlink"·href="#examples"·title="Link·to·this·heading">¶</a></h2> | 45 | <h2>Examples<a·class="headerlink"·href="#examples"·title="Link·to·this·heading">¶</a></h2> |
| 46 | <div·class="admonition-todo·admonition"·id="id2"> | 46 | <div·class="admonition-todo·admonition"·id="id2"> |
| 47 | <p·class="admonition-title">Todo</p> | 47 | <p·class="admonition-title">Todo</p> |
| 48 | <p>Some·examples·of·what·can·be·done·with·< | 48 | <p>Some·examples·of·what·can·be·done·with·<code·class="xref·py·py-obj·docutils·literal·notranslate"><span·class="pre">minieigen</span></code>.</p> |
| 49 | </div> | 49 | </div> |
| 50 | </section> | 50 | </section> |
| 51 | <section·id="naming-conventions"> | 51 | <section·id="naming-conventions"> |
| 52 | <h2>Naming·conventions<a·class="headerlink"·href="#naming-conventions"·title="Link·to·this·heading">¶</a></h2> | 52 | <h2>Naming·conventions<a·class="headerlink"·href="#naming-conventions"·title="Link·to·this·heading">¶</a></h2> |
| 53 | <ul·class="simple"> | 53 | <ul·class="simple"> |
| 54 | <li><p>Classes·are·suffixed·with·number·indicating·size·where·it·makes·sense·(it·does·not·make·sense·for·< | 54 | <li><p>Classes·are·suffixed·with·number·indicating·size·where·it·makes·sense·(it·does·not·make·sense·for·<code·class="xref·py·py-obj·docutils·literal·notranslate"><span·class="pre">minieigen.Quaternion</span></code>):</p> |
| 55 | <ul> | 55 | <ul> |
| 56 | <li><p>< | 56 | <li><p><code·class="xref·py·py-obj·docutils·literal·notranslate"><span·class="pre">minieigen.Vector3</span></code>·is·a·3-vector·(column·vector);</p></li> |
| 57 | <li><p>< | 57 | <li><p><code·class="xref·py·py-obj·docutils·literal·notranslate"><span·class="pre">minieigen.Matrix3</span></code>·is·a·3×3·matrix;</p></li> |
| 58 | <li><p>< | 58 | <li><p><code·class="xref·py·py-obj·docutils·literal·notranslate"><span·class="pre">minieigen.AlignedBox3</span></code>·is·aligned·box·in·3d;</p></li> |
| 59 | <li><p><code·class="docutils·literal·notranslate"><span·class="pre">X</span></code>·indicates·dynamic-sized·types,·such·as·< | 59 | <li><p><code·class="docutils·literal·notranslate"><span·class="pre">X</span></code>·indicates·dynamic-sized·types,·such·as·<code·class="xref·py·py-obj·docutils·literal·notranslate"><span·class="pre">minieigen.VectorX</span></code>·or·<code·class="xref·py·py-obj·docutils·literal·notranslate"><span·class="pre">minieigen.MatrixX</span></code>.</p></li> |
| 60 | </ul> | 60 | </ul> |
| 61 | </li> | 61 | </li> |
| 62 | <li><p>Scalar·(element)·type·is·suffixed·at·the·end:</p> | 62 | <li><p>Scalar·(element)·type·is·suffixed·at·the·end:</p> |
| 63 | <ul> | 63 | <ul> |
| 64 | <li><p>nothing·is·suffixed·for·floats·(< | 64 | <li><p>nothing·is·suffixed·for·floats·(<code·class="xref·py·py-obj·docutils·literal·notranslate"><span·class="pre">minieigen.Matrix3</span></code>);</p></li> |
| 65 | <li><p><code·class="docutils·literal·notranslate"><span·class="pre">i</span></code>·indicates·integers·(<code·class="xref·py·py-obj·docutils·literal·notranslate"><span·class="pre">minieigen.Matrix3i</span></code>);</p></li> | 65 | <li><p><code·class="docutils·literal·notranslate"><span·class="pre">i</span></code>·indicates·integers·(<code·class="xref·py·py-obj·docutils·literal·notranslate"><span·class="pre">minieigen.Matrix3i</span></code>);</p></li> |
| 66 | <li><p><code·class="docutils·literal·notranslate"><span·class="pre">c</span></code>·indicates·complex·numbers·(< | 66 | <li><p><code·class="docutils·literal·notranslate"><span·class="pre">c</span></code>·indicates·complex·numbers·(<code·class="xref·py·py-obj·docutils·literal·notranslate"><span·class="pre">minieigen.Matrix3c</span></code>).</p></li> |
| 67 | </ul> | 67 | </ul> |
| 68 | </li> | 68 | </li> |
| 69 | <li><p>Methods·are·named·as·follows:</p> | 69 | <li><p>Methods·are·named·as·follows:</p> |
| 70 | <ul> | 70 | <ul> |
| 71 | <li><p>static·methods·are·upper-case·(as·in·c++),·e.g.·< | 71 | <li><p>static·methods·are·upper-case·(as·in·c++),·e.g.·<code·class="xref·py·py-obj·docutils·literal·notranslate"><span·class="pre">minieigen.Matrix3.Random</span></code>;</p> |
| 72 | <ul> | 72 | <ul> |
| 73 | <li><p>nullary·static·methods·are·exposed·as·properties,·if·they·return·a·constant·(e.g.·< | 73 | <li><p>nullary·static·methods·are·exposed·as·properties,·if·they·return·a·constant·(e.g.·<code·class="xref·py·py-obj·docutils·literal·notranslate"><span·class="pre">minieigen.Matrix3.Identity</span></code>);·if·they·don’t,·they·are·exposed·as·methods·(<code·class="xref·py·py-obj·docutils·literal·notranslate"><span·class="pre">minieigen.Matrix3.[·...·truncated·by·diffoscope;·len:·19,·SHA:·5385beccb098e4ab67cdd81ec3a03bf4322b01a540ce4a427be749def68250fb·...·]>);·the·idea·is·that·the·necessity·to·call·the·method·(<code·class="docutils·literal·notranslate"><span·class="pre">Matrix3.Random()</span></code>)·singifies·that·there·is·some·computation·going·on,·whereas·constants·behave·like·immutable·singletons.</p></li> |
| 74 | </ul> | 74 | </ul> |
| 75 | </li> | 75 | </li> |
| 76 | <li><p>non-static·methods·are·lower-case·(as·in·c++),·e.g.·< | 76 | <li><p>non-static·methods·are·lower-case·(as·in·c++),·e.g.·<code·class="xref·py·py-obj·docutils·literal·notranslate"><span·class="pre">minieigen.Matrix3.inverse</span></code>.</p></li> |
| 77 | </ul> | 77 | </ul> |
| 78 | </li> | 78 | </li> |
| 79 | <li><p>Return·types:</p> | 79 | <li><p>Return·types:</p> |
| 80 | <ul> | 80 | <ul> |
| 81 | <li><p>methods·modifying·the·instance·in-place·return·<code·class="docutils·literal·notranslate"><span·class="pre">None</span></code>·(e.g.·< | 81 | <li><p>methods·modifying·the·instance·in-place·return·<code·class="docutils·literal·notranslate"><span·class="pre">None</span></code>·(e.g.·<code·class="xref·py·py-obj·docutils·literal·notranslate"><span·class="pre">minieigen.Vector3.normalize</span></code>);·some·methods·in·c++·(e.g.·<a·class="reference·external"·href="http://eigen.tuxfamily.org/dox-devel/classEigen_1_1QuaternionBase.html#ac35[·...·truncated·by·diffoscope;·len:·296,·SHA:·525eb033154d80be500b5b0d010c6c07a97d08b23883ffd3e922d097fafbd850·...·]>);</p></li> |
| 82 | <li><p>methods·returning·another·object·(e.g.·< | 82 | <li><p>methods·returning·another·object·(e.g.·<code·class="xref·py·py-obj·docutils·literal·notranslate"><span·class="pre">minieigen.Vector3.normalized</span></code>)·do·not·modify·the·instance;</p></li> |
| 83 | <li><p>methods·returning·(non-const)·references·return·by·value·in·python</p></li> | 83 | <li><p>methods·returning·(non-const)·references·return·by·value·in·python</p></li> |
| 84 | </ul> | 84 | </ul> |
| 85 | </li> | 85 | </li> |
| 86 | </ul> | 86 | </ul> |
| 87 | </section> | 87 | </section> |
| 88 | <section·id="limitations"> | 88 | <section·id="limitations"> |
| 89 | <h2>Limitations<a·class="headerlink"·href="#limitations"·title="Link·to·this·heading">¶</a></h2> | 89 | <h2>Limitations<a·class="headerlink"·href="#limitations"·title="Link·to·this·heading">¶</a></h2> |
| Offset 112, 2989 lines modified | Offset 112, 14 lines modified | ||
| 112 | </section> | 112 | </section> |
| 113 | <section·id="documentation"> | 113 | <section·id="documentation"> |
| 114 | <h2>Documentation<a·class="headerlink"·href="#documentation"·title="Link·to·this·heading">¶</a></h2> | 114 | <h2>Documentation<a·class="headerlink"·href="#documentation"·title="Link·to·this·heading">¶</a></h2> |
| 115 | <ul·class="simple"> | 115 | <ul·class="simple"> |
| 116 | <li><p><a·class="reference·internal"·href="genindex.html"><span·class="std·std-ref">Index</span></a></p></li> | 116 | <li><p><a·class="reference·internal"·href="genindex.html"><span·class="std·std-ref">Index</span></a></p></li> |
| 117 | <li><p><a·class="reference·internal"·href="search.html"><span·class="std·std-ref">Search·Page</span></a></p></li> | 117 | <li><p><a·class="reference·internal"·href="search.html"><span·class="std·std-ref">Search·Page</span></a></p></li> |
| 118 | </ul> | 118 | </ul> |
| 119 | <p·id="module-minieigen">miniEigen·is·wrapper·for·a·small·part·of·the·<a·class="reference·external"·href="http://eigen.tuxfamily.org">Eigen</a>·library.·Refer·to·its·documentation·for·details.·All·classes·in·this·module·support·pickling.</p> | ||
| 120 | <dl·class="py·class"> | ||
| 121 | <dt·class="sig·sig-object·py"·id="minieigen.AlignedBox2"> | ||
| 122 | <em·class="property"><span·class="pre">class</span><span·class="w">·</span></em><span·class="sig-prename·descclassname"><span·class="pre">minieigen.</span></span><span·class="sig-name·descname"><span·class="pre">AlignedBox2</span></span><a·class="headerlink"·href="#minieigen.AlignedBox2"·title="Link·to·this·definition">¶</a></dt> | ||
| 123 | <dd><p>Axis-aligned·box·object·in·2d,·defined·by·its·minimum·and·maximum·corners</p> | ||
| 124 | <dl·class="py·method"> | ||
| 125 | <dt·class="sig·sig-object·py"·id="minieigen.AlignedBox2.center"> | ||
| 126 | <span·class="sig-name·descname"><span·class="pre">center</span></span><span·class="sig-paren">(</span><em·class="sig-param"><span·class="n"><span·class="pre">(AlignedBox2)arg1</span></span></em><span·class="sig-paren">)</span>·<span·class="sig-return"><span·class="sig-return-icon">→</span>·<span·class="sig-return-typehint"><a·class="reference·internal"·href="#minieigen.Vector2"·title="minieigen.Vector2"><span·class="pre">Vector2</span></a><span·class="p"><span·class="pre">[</span></span><span·class="pre">STATIC</span><span·class="p"><span·class="pre">]</span></span></span></span><a·class="headerlink"·href="#minieigen.AlignedBox2.center"·title="Link·to·this·definition">¶</a></dt> | ||
| 127 | <dd></dd></dl> | ||
| 128 | <dl·class="py·method"> | ||
| 129 | <dt·class="sig·sig-object·py"·id="minieigen.AlignedBox2.clamp"> | ||
| 130 | <span·class="sig-name·descname"><span·class="pre">clamp</span></span><span·class="sig-paren">(</span><em·class="sig-param"><span·class="n"><span·class="pre">(AlignedBox2)arg1</span></span></em>,·<em·class="sig-param"><span·class="n"><span·class="pre">(AlignedBox2)arg2</span></span></em><span·class="sig-paren">)</span>·<span·class="sig-return"><span·class="sig-return-icon">→</span>·<span·class="sig-return-typehint"><span·class="pre">None</span><span·class="p"><span·class="pre">[</span></span><span·class="pre">STATIC</span><span·class="p"><span·class="pre">]</span></span></span></span><a·class="headerlink"·href="#minieigen.AlignedBox2.clamp"·title="Link·to·this·definition">¶</a></dt> | ||
| 131 | <dd></dd></dl> | ||
| 132 | <dl·class="py·method"> | ||
| 133 | <dt·class="sig·sig-object·py"·id="minieigen.AlignedBox2.contains"> | ||
| 134 | <span·class="sig-name·descname"><span·class="pre">contains</span></span><span·class="sig-paren">(</span><em·class="sig-param"><span·class="n"><span·class="pre">(AlignedBox2)arg1</span></span></em>,·<em·class="sig-param"><span·class="n"><span·class="pre">(Vector2)arg2</span></span></em><span·class="sig-paren">)</span>·<span·class="sig-return"><span·class="sig-return-icon">→</span>·<span·class="sig-return-typehint"><span·class="pre">bool</span><span·class="p"><span·class="pre">[</span></span><span·class="pre">STATIC</span><span·class="p"><span·class="pre">]</span></span></span></span><a·class="headerlink"·href="#minieigen.AlignedBox2.contains"·title="Link·to·this·definition">¶</a></dt> | ||
| 135 | <dd><p>contains(·(AlignedBox2)arg1,·(AlignedBox2)arg2)·→·bool</p> | ||
| 136 | </dd></dl> | ||
| 137 | <dl·class="py·method"> | ||
| 138 | <dt·class="sig·sig-object·py"·id="minieigen.AlignedBox2.empty"> | ||
| 139 | <span·class="sig-name·descname"><span·class="pre">empty</span></span><span·class="sig-paren">(</span><em·class="sig-param"><span·class="n"><span·class="pre">(AlignedBox2)arg1</span></span></em><span·class="sig-paren">)</span>·<span·class="sig-return"><span·class="sig-return-icon">→</span>·<span·class="sig-return-typehint"><span·class="pre">bool</span><span·class="p"><span·class="pre">[</span></span><span·class="pre">STATIC</span><span·class="p"><span·class="pre">]</span></span></span></span><a·class="headerlink"·href="#minieigen.AlignedBox2.empty"·title="Link·to·this·definition">¶</a></dt> | ||
| 140 | <dd></dd></dl> | ||
| 141 | <dl·class="py·method"> | ||
| 142 | <dt·class="sig·sig-object·py"·id="minieigen.AlignedBox2.extend"> | ||
| 143 | <span·class="sig-name·descname"><span·class="pre">extend</span></span><span·class="sig-paren">(</span><em·class="sig-param"><span·class="n"><span·class="pre">(AlignedBox2)arg1</span></span></em>,·<em·class="sig-param"><span·class="n"><span·class="pre">(Vector2)arg2</span></span></em><span·class="sig-paren">)</span>·<span·class="sig-return"><span·class="sig-return-icon">→</span>·<span·class="sig-return-typehint"><span·class="pre">None</span><span·class="p"><span·class="pre">[</span></span><span·class="pre">STATIC</span><span·class="p"><span·class="pre">]</span></span></span></span><a·class="headerlink"·href="#minieigen.AlignedBox2.extend"·title="Link·to·this·definition">¶</a></dt> | ||
| 144 | <dd><p>extend(·(AlignedBox2)arg1,·(AlignedBox2)arg2)·→·None</p> | ||
| 145 | </dd></dl> | ||
| 146 | <dl·class="py·method"> | ||
| 147 | <dt·class="sig·sig-object·py"·id="minieigen.AlignedBox2.intersection"> | ||
| 148 | <span·class="sig-name·descname"><span·class="pre">intersection</span></span><span·class="sig-paren">(</span><em·class="sig-param"><span·class="n"><span·class="pre">(AlignedBox2)arg1</span></span></em>,·<em·class="sig-param"><span·class="n"><span·class="pre">(AlignedBox2)arg2</span></span></em><span·class="sig-paren">)</span>·<span·class="sig-return"><span·class="sig-return-icon">→</span>·<span·class="sig-return-typehint"><a·class="reference·internal"·href="#minieigen.AlignedBox2"·title="minieigen.AlignedBox2"><span·class="pre">AlignedBox2</span></a><span·class="p"><span·class="pre">[</span></span><span·class="pre">STATIC</span><span·class="p"><span·class="pre">]</span></span></span></span><a·class="headerlink"·href="#minieigen.AlignedBox2.intersection"·title="Link·to·this·definition">¶</a></dt> | ||
| 149 | <dd></dd></dl> | ||
| 150 | <dl·class="py·property"> | ||
| 151 | <dt·class="sig·sig-object·py"·id="minieigen.AlignedBox2.max"> | ||
| 152 | <em·class="property"><span·class="pre">property</span><span·class="w">·</span></em><span·class="sig-name·descname"><span·class="pre">max</span></span><a·class="headerlink"·href="#minieigen.AlignedBox2.max"·title="Link·to·this·definition">¶</a></dt> | ||
| 153 | <dd></dd></dl> | ||
| 154 | <dl·class="py·method"> | ||
| 155 | <dt·class="sig·sig-object·py"·id="minieigen.AlignedBox2.merged"> | ||
| 156 | <span·class="sig-name·descname"><span·class="pre">merged</span></span><span·class="sig-paren">(</span><em·class="sig-param"><span·class="n"><span·class="pre">(AlignedBox2)arg1</span></span></em>,·<em·class="sig-param"><span·class="n"><span·class="pre">(AlignedBox2)arg2</span></span></em><span·class="sig-paren">)</span>·<span·class="sig-return"><span·class="sig-return-icon">→</span>·<span·class="sig-return-typehint"><a·class="reference·internal"·href="#minieigen.AlignedBox2"·title="minieigen.AlignedBox2"><span·class="pre">AlignedBox2</span></a><span·class="p"><span·class="pre">[</span></span><span·class="pre">STATIC</span><span·class="p"><span·class="pre">]</span></span></span></span><a·class="headerlink"·href="#minieigen.AlignedBox2.merged"·title="Link·to·this·definition">¶</a></dt> | ||
| 157 | <dd></dd></dl> | ||
| 158 | <dl·class="py·property"> | ||
| 159 | <dt·class="sig·sig-object·py"·id="minieigen.AlignedBox2.min"> | ||
| 160 | <em·class="property"><span·class="pre">property</span><span·class="w">·</span></em><span·class="sig-name·descname"><span·class="pre">min</span></span><a·class="headerlink"·href="#minieigen.AlignedBox2.min"·title="Link·to·this·definition">¶</a></dt> | ||
| 161 | <dd></dd></dl> | ||
| 162 | <dl·class="py·method"> | ||
| 163 | <dt·class="sig·sig-object·py"·id="minieigen.AlignedBox2.sizes"> | ||
| 164 | <span·class="sig-name·descname"><span·class="pre">sizes</span></span><span·class="sig-paren">(</span><em·class="sig-param"><span·class="n"><span·class="pre">(AlignedBox2)arg1</span></span></em><span·class="sig-paren">)</span>·<span·class="sig-return"><span·class="sig-return-icon">→</span>·<span·class="sig-return-typehint"><a·class="reference·internal"·href="#minieigen.Vector2"·title="minieigen.Vector2"><span·class="pre">Vector2</span></a><span·class="p"><span·class="pre">[</span></span><span·class="pre">STATIC</span><span·class="p"><span·class="pre">]</span></span></span></span><a·class="headerlink"·href="#minieigen.AlignedBox2.sizes"·title="Link·to·this·definition">¶</a></dt> | ||
| 165 | <dd></dd></dl> | ||
| 166 | <dl·class="py·method"> | ||
| 167 | <dt·class="sig·sig-object·py"·id="minieigen.AlignedBox2.volume"> | ||
| 168 | <span·class="sig-name·descname"><span·class="pre">volume</span></span><span·class="sig-paren">(</span><em·class="sig-param"><span·class="n"><span·class="pre">(AlignedBox2)arg1</span></span></em><span·class="sig-paren">)</span>·<span·class="sig-return"><span·class="sig-return-icon">→</span>·<span·class="sig-return-typehint"><span·class="pre">float</span><span·class="p"><span·class="pre">[</span></span><span·class="pre">STATIC</span><span·class="p"><span·class="pre">]</span></span></span></span><a·class="headerlink"·href="#minieigen.AlignedBox2.volume"·title="Link·to·this·definition">¶</a></dt> | ||
| 169 | <dd></dd></dl> | ||
| 170 | </dd></dl> | ||
| 171 | <dl·class="py·class"> | ||
| 172 | <dt·class="sig·sig-object·py"·id="minieigen.AlignedBox3"> | ||
| 173 | <em·class="property"><span·class="pre">class</span><span·class="w">·</span></em><span·class="sig-prename·descclassname"><span·class="pre">minieigen.</span></span><span·class="sig-name·descname"><span·class="pre">AlignedBox3</span></span><a·class="headerlink"·href="#minieigen.AlignedBox3"·title="Link·to·this·definition">¶</a></dt> | ||
| 174 | <dd><p>Axis-aligned·box·object,·defined·by·its·minimum·and·maximum·corners</p> | ||
| 175 | <dl·class="py·method"> | ||
| 176 | <dt·class="sig·sig-object·py"·id="minieigen.AlignedBox3.center"> | ||
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| 4 | ····*·minieigen·documentation | 4 | ····*·minieigen·documentation |
| 5 | *\x8**\x8**\x8**\x8**\x8**\x8*·m\x8mi\x8in\x8ni\x8ie\x8ei\x8ig\x8ge\x8en\x8n·d\x8do\x8oc\x8cu\x8um\x8me\x8en\x8nt\x8ta\x8at\x8ti\x8io\x8on\x8n_\x8?\x8¶·*\x8**\x8**\x8**\x8**\x8**\x8* | 5 | *\x8**\x8**\x8**\x8**\x8**\x8*·m\x8mi\x8in\x8ni\x8ie\x8ei\x8ig\x8ge\x8en\x8n·d\x8do\x8oc\x8cu\x8um\x8me\x8en\x8nt\x8ta\x8at\x8ti\x8io\x8on\x8n_\x8?\x8¶·*\x8**\x8**\x8**\x8**\x8**\x8* |
| 6 | *\x8**\x8**\x8**\x8**\x8*·O\x8Ov\x8ve\x8er\x8rv\x8vi\x8ie\x8ew\x8w_\x8?\x8¶·*\x8**\x8**\x8**\x8**\x8* | 6 | *\x8**\x8**\x8**\x8**\x8*·O\x8Ov\x8ve\x8er\x8rv\x8vi\x8ie\x8ew\x8w_\x8?\x8¶·*\x8**\x8**\x8**\x8**\x8* |
| 7 | Todo | 7 | Todo |
| 8 | Something·concise·here. | 8 | Something·concise·here. |
| 9 | *\x8**\x8**\x8**\x8**\x8*·E\x8Ex\x8xa\x8am\x8mp\x8pl\x8le\x8es\x8s_\x8?\x8¶·*\x8**\x8**\x8**\x8**\x8* | 9 | *\x8**\x8**\x8**\x8**\x8*·E\x8Ex\x8xa\x8am\x8mp\x8pl\x8le\x8es\x8s_\x8?\x8¶·*\x8**\x8**\x8**\x8**\x8* |
| 10 | Todo | 10 | Todo |
| 11 | Some·examples·of·what·can·be·done·with· | 11 | Some·examples·of·what·can·be·done·with·minieigen. |
| 12 | *\x8**\x8**\x8**\x8**\x8*·N\x8Na\x8am\x8mi\x8in\x8ng\x8g·c\x8co\x8on\x8nv\x8ve\x8en\x8nt\x8ti\x8io\x8on\x8ns\x8s_\x8?\x8¶·*\x8**\x8**\x8**\x8**\x8* | 12 | *\x8**\x8**\x8**\x8**\x8*·N\x8Na\x8am\x8mi\x8in\x8ng\x8g·c\x8co\x8on\x8nv\x8ve\x8en\x8nt\x8ti\x8io\x8on\x8ns\x8s_\x8?\x8¶·*\x8**\x8**\x8**\x8**\x8* |
| 13 | ····*·Classes·are·suffixed·with·number·indicating·size·where·it·makes·sense·(it | 13 | ····*·Classes·are·suffixed·with·number·indicating·size·where·it·makes·sense·(it |
| 14 | ······does·not·make·sense·for· | 14 | ······does·not·make·sense·for·minieigen.Quaternion): |
| 15 | ··········o· | 15 | ··········o·minieigen.Vector3·is·a·3-vector·(column·vector); |
| 16 | ··········o·_\x8m_\x8i_\x8n_\x8i_\x8e_\x8i_\x8g_\x8e_\x8n_\x8._\x8M_\x8a_\x8t_\x8r_\x8i_\x8x_\x83·is·a·3×3·matrix; | ||
| 17 | ··········o· | 16 | ··········o·minieigen.Matrix3·is·a·3×3·matrix; |
| 17 | ··········o·minieigen.AlignedBox3·is·aligned·box·in·3d; | ||
| 18 | ··········o·X·indicates·dynamic-sized·types,·such·as· | 18 | ··········o·X·indicates·dynamic-sized·types,·such·as·minieigen.VectorX·or |
| 19 | ············ | 19 | ············minieigen.MatrixX. |
| 20 | ····*·Scalar·(element)·type·is·suffixed·at·the·end: | 20 | ····*·Scalar·(element)·type·is·suffixed·at·the·end: |
| 21 | ··········o·nothing·is·suffixed·for·floats·( | 21 | ··········o·nothing·is·suffixed·for·floats·(minieigen.Matrix3); |
| 22 | ··········o·i·indicates·integers·(minieigen.Matrix3i); | 22 | ··········o·i·indicates·integers·(minieigen.Matrix3i); |
| 23 | ··········o·c·indicates·complex·numbers·( | 23 | ··········o·c·indicates·complex·numbers·(minieigen.Matrix3c). |
| 24 | ····*·Methods·are·named·as·follows: | 24 | ····*·Methods·are·named·as·follows: |
| 25 | ··········o·static·methods·are·upper-case·(as·in·c++),·e.g. | 25 | ··········o·static·methods·are·upper-case·(as·in·c++),·e.g. |
| 26 | ············ | 26 | ············minieigen.Matrix3.Random; |
| 27 | ················#·nullary·static·methods·are·exposed·as·properties,·if·they | 27 | ················#·nullary·static·methods·are·exposed·as·properties,·if·they |
| 28 | ··················return·a·constant·(e.g.· | 28 | ··················return·a·constant·(e.g.·minieigen.Matrix3.Identity);·if·they |
| 29 | ··················don’t,·they·are·exposed·as·methods | 29 | ··················don’t,·they·are·exposed·as·methods |
| 30 | ··················( | 30 | ··················(minieigen.Matrix3.Random);·the·idea·is·that·the·necessity·to |
| 31 | ··················call·the·method·(Matrix3.Random())·singifies·that·there·is | 31 | ··················call·the·method·(Matrix3.Random())·singifies·that·there·is |
| 32 | ··················some·computation·going·on,·whereas·constants·behave·like | 32 | ··················some·computation·going·on,·whereas·constants·behave·like |
| 33 | ··················immutable·singletons. | 33 | ··················immutable·singletons. |
| 34 | ··········o·non-static·methods·are·lower-case·(as·in·c++),·e.g. | 34 | ··········o·non-static·methods·are·lower-case·(as·in·c++),·e.g. |
| 35 | ············ | 35 | ············minieigen.Matrix3.inverse. |
| 36 | ····*·Return·types: | 36 | ····*·Return·types: |
| 37 | ··········o·methods·modifying·the·instance·in-place·return·None·(e.g. | 37 | ··········o·methods·modifying·the·instance·in-place·return·None·(e.g. |
| 38 | ············ | 38 | ············minieigen.Vector3.normalize);·some·methods·in·c++·(e.g. |
| 39 | ············_\x8Q_\x8u_\x8a_\x8t_\x8e_\x8r_\x8n_\x8i_\x8o_\x8n_\x8:_\x8:_\x8s_\x8e_\x8t_\x8F_\x8r_\x8o_\x8m_\x8T_\x8w_\x8o_\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x8s)·both·modify·the·instance·a\x8an\x8nd\x8d·return | 39 | ············_\x8Q_\x8u_\x8a_\x8t_\x8e_\x8r_\x8n_\x8i_\x8o_\x8n_\x8:_\x8:_\x8s_\x8e_\x8t_\x8F_\x8r_\x8o_\x8m_\x8T_\x8w_\x8o_\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x8s)·both·modify·the·instance·a\x8an\x8nd\x8d·return |
| 40 | ············the·reference·to·it,·which·we·don’t·want·to·do·in·Python | 40 | ············the·reference·to·it,·which·we·don’t·want·to·do·in·Python |
| 41 | ············( | 41 | ············(minieigen.Quaternion.setFromTwoVectors); |
| 42 | ··········o·methods·returning·another·object·(e.g. | 42 | ··········o·methods·returning·another·object·(e.g. |
| 43 | ············ | 43 | ············minieigen.Vector3.normalized)·do·not·modify·the·instance; |
| 44 | ··········o·methods·returning·(non-const)·references·return·by·value·in·python | 44 | ··········o·methods·returning·(non-const)·references·return·by·value·in·python |
| 45 | *\x8**\x8**\x8**\x8**\x8*·L\x8Li\x8im\x8mi\x8it\x8ta\x8at\x8ti\x8io\x8on\x8ns\x8s_\x8?\x8¶·*\x8**\x8**\x8**\x8**\x8* | 45 | *\x8**\x8**\x8**\x8**\x8*·L\x8Li\x8im\x8mi\x8it\x8ta\x8at\x8ti\x8io\x8on\x8ns\x8s_\x8?\x8¶·*\x8**\x8**\x8**\x8**\x8* |
| 46 | ····*·Type·conversions·(e.g.·float·to·complex)·are·not·supported. | 46 | ····*·Type·conversions·(e.g.·float·to·complex)·are·not·supported. |
| 47 | ····*·Methods·returning·references·in·c++·return·values·in·Python·(so·e.g. | 47 | ····*·Methods·returning·references·in·c++·return·values·in·Python·(so·e.g. |
| 48 | ······Matrix3().diagonal()[2]=0·would·zero·the·last·diagonal·element·in·c++·but | 48 | ······Matrix3().diagonal()[2]=0·would·zero·the·last·diagonal·element·in·c++·but |
| 49 | ······not·in·Python). | 49 | ······not·in·Python). |
| 50 | ····*·Many·methods·are·not·wrapped,·though·they·are·fairly·easy·to·add. | 50 | ····*·Many·methods·are·not·wrapped,·though·they·are·fairly·easy·to·add. |
| Offset 65, 1546 lines modified | Offset 65, 22 lines modified | ||
| 65 | ······by·easy_install) | 65 | ······by·easy_install) |
| 66 | ····*·packages: | 66 | ····*·packages: |
| 67 | ··········o·_\x8D_\x8e_\x8b_\x8i_\x8a_\x8n | 67 | ··········o·_\x8D_\x8e_\x8b_\x8i_\x8a_\x8n |
| 68 | ··········o·Ubuntu:·_\x8d_\x8i_\x8s_\x8t_\x8r_\x8i_\x8b_\x8u_\x8t_\x8i_\x8o_\x8n,·_\x8P_\x8P_\x8A | 68 | ··········o·Ubuntu:·_\x8d_\x8i_\x8s_\x8t_\x8r_\x8i_\x8b_\x8u_\x8t_\x8i_\x8o_\x8n,·_\x8P_\x8P_\x8A |
| 69 | *\x8**\x8**\x8**\x8**\x8*·D\x8Do\x8oc\x8cu\x8um\x8me\x8en\x8nt\x8ta\x8at\x8ti\x8io\x8on\x8n_\x8?\x8¶·*\x8**\x8**\x8**\x8**\x8* | 69 | *\x8**\x8**\x8**\x8**\x8*·D\x8Do\x8oc\x8cu\x8um\x8me\x8en\x8nt\x8ta\x8at\x8ti\x8io\x8on\x8n_\x8?\x8¶·*\x8**\x8**\x8**\x8**\x8* |
| 70 | ····*·_\x8I_\x8n_\x8d_\x8e_\x8x | 70 | ····*·_\x8I_\x8n_\x8d_\x8e_\x8x |
| 71 | ····*·_\x8S_\x8e_\x8a_\x8r_\x8c_\x8h_\x8·_\x8P_\x8a_\x8g_\x8e | 71 | ····*·_\x8S_\x8e_\x8a_\x8r_\x8c_\x8h_\x8·_\x8P_\x8a_\x8g_\x8e |
| 72 | miniEigen·is·wrapper·for·a·small·part·of·the·_\x8E_\x8i_\x8g_\x8e_\x8n·library.·Refer·to·its | ||
| 73 | documentation·for·details.·All·classes·in·this·module·support·pickling. | ||
| 74 | ··c\x8cl\x8la\x8as\x8ss\x8s·minieigen.AlignedBox2_\x8¶ | ||
| 75 | ······Axis-aligned·box·object·in·2d,·defined·by·its·minimum·and·maximum·corners | ||
| 76 | ········center((\x8(A\x8Al\x8li\x8ig\x8gn\x8ne\x8ed\x8dB\x8Bo\x8ox\x8x2\x82)\x8)a\x8ar\x8rg\x8g1\x81)·→·_\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x82[STATIC]_\x8¶ | ||
| 77 | ········clamp((\x8(A\x8Al\x8li\x8ig\x8gn\x8ne\x8ed\x8dB\x8Bo\x8ox\x8x2\x82)\x8)a\x8ar\x8rg\x8g1\x81,·(\x8(A\x8Al\x8li\x8ig\x8gn\x8ne\x8ed\x8dB\x8Bo\x8ox\x8x2\x82)\x8)a\x8ar\x8rg\x8g2\x82)·→·None[STATIC]_\x8¶ | ||
| 78 | ········contains((\x8(A\x8Al\x8li\x8ig\x8gn\x8ne\x8ed\x8dB\x8Bo\x8ox\x8x2\x82)\x8)a\x8ar\x8rg\x8g1\x81,·(\x8(V\x8Ve\x8ec\x8ct\x8to\x8or\x8r2\x82)\x8)a\x8ar\x8rg\x8g2\x82)·→·bool[STATIC]_\x8¶ | ||
| 79 | ············contains(·(AlignedBox2)arg1,·(AlignedBox2)arg2)·→·bool | ||
| 80 | ········empty((\x8(A\x8Al\x8li\x8ig\x8gn\x8ne\x8ed\x8dB\x8Bo\x8ox\x8x2\x82)\x8)a\x8ar\x8rg\x8g1\x81)·→·bool[STATIC]_\x8¶ | ||
| 81 | ········extend((\x8(A\x8Al\x8li\x8ig\x8gn\x8ne\x8ed\x8dB\x8Bo\x8ox\x8x2\x82)\x8)a\x8ar\x8rg\x8g1\x81,·(\x8(V\x8Ve\x8ec\x8ct\x8to\x8or\x8r2\x82)\x8)a\x8ar\x8rg\x8g2\x82)·→·None[STATIC]_\x8¶ | ||
| 82 | ············extend(·(AlignedBox2)arg1,·(AlignedBox2)arg2)·→·None | ||
| 83 | ········intersection((\x8(A\x8Al\x8li\x8ig\x8gn\x8ne\x8ed\x8dB\x8Bo\x8ox\x8x2\x82)\x8)a\x8ar\x8rg\x8g1\x81,·(\x8(A\x8Al\x8li\x8ig\x8gn\x8ne\x8ed\x8dB\x8Bo\x8ox\x8x2\x82)\x8)a\x8ar\x8rg\x8g2\x82)·→·_\x8A_\x8l_\x8i_\x8g_\x8n_\x8e_\x8d_\x8B_\x8o_\x8x_\x82 | ||
| 84 | ········[STATIC]_\x8¶ | ||
| 85 | ········p\x8pr\x8ro\x8op\x8pe\x8er\x8rt\x8ty\x8y·max_\x8¶ | ||
| 86 | ········merged((\x8(A\x8Al\x8li\x8ig\x8gn\x8ne\x8ed\x8dB\x8Bo\x8ox\x8x2\x82)\x8)a\x8ar\x8rg\x8g1\x81,·(\x8(A\x8Al\x8li\x8ig\x8gn\x8ne\x8ed\x8dB\x8Bo\x8ox\x8x2\x82)\x8)a\x8ar\x8rg\x8g2\x82)·→·_\x8A_\x8l_\x8i_\x8g_\x8n_\x8e_\x8d_\x8B_\x8o_\x8x_\x82[STATIC]_\x8¶ | ||
| 87 | ········p\x8pr\x8ro\x8op\x8pe\x8er\x8rt\x8ty\x8y·min_\x8¶ | ||
| 88 | ········sizes((\x8(A\x8Al\x8li\x8ig\x8gn\x8ne\x8ed\x8dB\x8Bo\x8ox\x8x2\x82)\x8)a\x8ar\x8rg\x8g1\x81)·→·_\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x82[STATIC]_\x8¶ | ||
| 89 | ········volume((\x8(A\x8Al\x8li\x8ig\x8gn\x8ne\x8ed\x8dB\x8Bo\x8ox\x8x2\x82)\x8)a\x8ar\x8rg\x8g1\x81)·→·float[STATIC]_\x8¶ | ||
| 90 | ··c\x8cl\x8la\x8as\x8ss\x8s·minieigen.AlignedBox3_\x8¶ | ||
| 91 | ······Axis-aligned·box·object,·defined·by·its·minimum·and·maximum·corners | ||
| 92 | ········center((\x8(A\x8Al\x8li\x8ig\x8gn\x8ne\x8ed\x8dB\x8Bo\x8ox\x8x3\x83)\x8)a\x8ar\x8rg\x8g1\x81)·→·_\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x83[STATIC]_\x8¶ | ||
| 93 | ········clamp((\x8(A\x8Al\x8li\x8ig\x8gn\x8ne\x8ed\x8dB\x8Bo\x8ox\x8x3\x83)\x8)a\x8ar\x8rg\x8g1\x81,·(\x8(A\x8Al\x8li\x8ig\x8gn\x8ne\x8ed\x8dB\x8Bo\x8ox\x8x3\x83)\x8)a\x8ar\x8rg\x8g2\x82)·→·None[STATIC]_\x8¶ | ||
| 94 | ········contains((\x8(A\x8Al\x8li\x8ig\x8gn\x8ne\x8ed\x8dB\x8Bo\x8ox\x8x3\x83)\x8)a\x8ar\x8rg\x8g1\x81,·(\x8(V\x8Ve\x8ec\x8ct\x8to\x8or\x8r3\x83)\x8)a\x8ar\x8rg\x8g2\x82)·→·bool[STATIC]_\x8¶ | ||
| 95 | ············contains(·(AlignedBox3)arg1,·(AlignedBox3)arg2)·→·bool | ||
| 96 | ········empty((\x8(A\x8Al\x8li\x8ig\x8gn\x8ne\x8ed\x8dB\x8Bo\x8ox\x8x3\x83)\x8)a\x8ar\x8rg\x8g1\x81)·→·bool[STATIC]_\x8¶ | ||
| 97 | ········extend((\x8(A\x8Al\x8li\x8ig\x8gn\x8ne\x8ed\x8dB\x8Bo\x8ox\x8x3\x83)\x8)a\x8ar\x8rg\x8g1\x81,·(\x8(V\x8Ve\x8ec\x8ct\x8to\x8or\x8r3\x83)\x8)a\x8ar\x8rg\x8g2\x82)·→·None[STATIC]_\x8¶ | ||
| 98 | ············extend(·(AlignedBox3)arg1,·(AlignedBox3)arg2)·→·None | ||
| 99 | ········intersection((\x8(A\x8Al\x8li\x8ig\x8gn\x8ne\x8ed\x8dB\x8Bo\x8ox\x8x3\x83)\x8)a\x8ar\x8rg\x8g1\x81,·(\x8(A\x8Al\x8li\x8ig\x8gn\x8ne\x8ed\x8dB\x8Bo\x8ox\x8x3\x83)\x8)a\x8ar\x8rg\x8g2\x82)·→·_\x8A_\x8l_\x8i_\x8g_\x8n_\x8e_\x8d_\x8B_\x8o_\x8x_\x83 | ||
| 100 | ········[STATIC]_\x8¶ | ||
| 101 | ········p\x8pr\x8ro\x8op\x8pe\x8er\x8rt\x8ty\x8y·max_\x8¶ | ||
| 102 | ········merged((\x8(A\x8Al\x8li\x8ig\x8gn\x8ne\x8ed\x8dB\x8Bo\x8ox\x8x3\x83)\x8)a\x8ar\x8rg\x8g1\x81,·(\x8(A\x8Al\x8li\x8ig\x8gn\x8ne\x8ed\x8dB\x8Bo\x8ox\x8x3\x83)\x8)a\x8ar\x8rg\x8g2\x82)·→·_\x8A_\x8l_\x8i_\x8g_\x8n_\x8e_\x8d_\x8B_\x8o_\x8x_\x83[STATIC]_\x8¶ | ||
| 103 | ········p\x8pr\x8ro\x8op\x8pe\x8er\x8rt\x8ty\x8y·min_\x8¶ | ||
| 104 | ········sizes((\x8(A\x8Al\x8li\x8ig\x8gn\x8ne\x8ed\x8dB\x8Bo\x8ox\x8x3\x83)\x8)a\x8ar\x8rg\x8g1\x81)·→·_\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x83[STATIC]_\x8¶ | ||
| 105 | ········volume((\x8(A\x8Al\x8li\x8ig\x8gn\x8ne\x8ed\x8dB\x8Bo\x8ox\x8x3\x83)\x8)a\x8ar\x8rg\x8g1\x81)·→·float[STATIC]_\x8¶ | ||
| 106 | ··c\x8cl\x8la\x8as\x8ss\x8s·minieigen.Matrix3_\x8¶ | ||
| 107 | ······3x3·float·matrix. | ||
| 108 | ······Supported·operations·(m·is·a·Matrix3,·f·if·a·float/int,·v·is·a·Vector3): | ||
| 109 | ······-m,·m+m,·m+=m,·m-m,·m-=m,·m*f,·f*m,·m*=f,·m/f,·m/=f,·m*m,·m*=m,·m*v,·v*m, | ||
| 110 | ······m==m,·m!=m. | ||
| 111 | ······Static·attributes:·Zero,·Ones,·Identity. | ||
| 112 | ········Identity·=\x8=·M\x8Ma\x8at\x8tr\x8ri\x8ix\x8x3\x83(\x8(1\x81,\x8,0\x80,\x8,0\x80,\x8,·0\x80,\x8,1\x81,\x8,0\x80,\x8,·0\x80,\x8,0\x80,\x8,1\x81)\x8)_\x8¶ | ||
| 113 | ········Ones·=\x8=·M\x8Ma\x8at\x8tr\x8ri\x8ix\x8x3\x83(\x8(1\x81,\x8,1\x81,\x8,1\x81,\x8,·1\x81,\x8,1\x81,\x8,1\x81,\x8,·1\x81,\x8,1\x81,\x8,1\x81)\x8)_\x8¶ | ||
| 114 | ········s\x8st\x8ta\x8at\x8ti\x8ic\x8c·Random()·→·_\x8M_\x8a_\x8t_\x8r_\x8i_\x8x_\x83[STATIC]_\x8¶ | ||
| 115 | ············Return·an·object·where·all·elements·are·randomly·set·to·values | ||
| 116 | ············between·0·and·1. | ||
| 117 | ········Zero·=\x8=·M\x8Ma\x8at\x8tr\x8ri\x8ix\x8x3\x83(\x8(0\x80,\x8,0\x80,\x8,0\x80,\x8,·0\x80,\x8,0\x80,\x8,0\x80,\x8,·0\x80,\x8,0\x80,\x8,0\x80)\x8)_\x8¶ | ||
| 118 | ········col((\x8(M\x8Ma\x8at\x8tr\x8ri\x8ix\x8x3\x83)\x8)a\x8ar\x8rg\x8g1\x81,·(\x8(i\x8in\x8nt\x8t)\x8)c\x8co\x8ol\x8l)·→·_\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x83[STATIC]_\x8¶ | ||
| 119 | ············Return·column·as·vector. | ||
| 120 | ········cols((\x8(M\x8Ma\x8at\x8tr\x8ri\x8ix\x8x3\x83)\x8)a\x8ar\x8rg\x8g1\x81)·→·int[STATIC]_\x8¶ | ||
| 121 | ············Number·of·columns. | ||
| 122 | ········computeUnitaryPositive((\x8(M\x8Ma\x8at\x8tr\x8ri\x8ix\x8x3\x83)\x8)a\x8ar\x8rg\x8g1\x81)·→·tuple[STATIC]_\x8¶ | ||
| 123 | ············Compute·polar·decomposition·(unitary·matrix·U·and·positive·semi- | ||
| 124 | ············definite·symmetric·matrix·P·such·that·self=U*P). | ||
| 125 | ········determinant((\x8(M\x8Ma\x8at\x8tr\x8ri\x8ix\x8x3\x83)\x8)a\x8ar\x8rg\x8g1\x81)·→·float[STATIC]_\x8¶ | ||
| 126 | ············Return·matrix·determinant. | ||
| 127 | ········diagonal((\x8(M\x8Ma\x8at\x8tr\x8ri\x8ix\x8x3\x83)\x8)a\x8ar\x8rg\x8g1\x81)·→·_\x8V_\x8e_\x8c_\x8t_\x8o_\x8r_\x83[STATIC]_\x8¶ | ||
| 128 | ············Return·diagonal·as·vector. | ||
| 129 | ········inverse((\x8(M\x8Ma\x8at\x8tr\x8ri\x8ix\x8x3\x83)\x8)a\x8ar\x8rg\x8g1\x81)·→·_\x8M_\x8a_\x8t_\x8r_\x8i_\x8x_\x83[STATIC]_\x8¶ | ||
| 130 | ············Return·inverted·matrix. | ||
| 131 | ········isApprox((\x8(M\x8Ma\x8at\x8tr\x8ri\x8ix\x8x3\x83)\x8)a\x8ar\x8rg\x8g1\x81,·(\x8(M\x8Ma\x8at\x8tr\x8ri\x8ix\x8x3\x83)\x8)o\x8ot\x8th\x8he\x8er\x8r[,·(\x8(f\x8fl\x8lo\x8oa\x8at\x8t)\x8)p\x8pr\x8re\x8ec\x8c=\x8=1\x81e\x8e-\x8-1\x812\x82])·→·bool | ||
| 132 | ········[STATIC]_\x8¶ | ||
| 133 | ············Approximate·comparison·with·precision·p\x8pr\x8re\x8ec\x8c. | ||
| 134 | ········jacobiSVD((\x8(M\x8Ma\x8at\x8tr\x8ri\x8ix\x8x3\x83)\x8)a\x8ar\x8rg\x8g1\x81)·→·tuple[STATIC]_\x8¶ | ||
| 135 | ············Compute·SVD·decomposition·of·square·matrix,·retuns·(U,S,V)·such | ||
| 136 | ············that·self=U*S*V.transpose() | ||
| 137 | ········maxAbsCoeff((\x8(M\x8Ma\x8at\x8tr\x8ri\x8ix\x8x3\x83)\x8)a\x8ar\x8rg\x8g1\x81)·→·float[STATIC]_\x8¶ | ||
| 138 | ············Maximum·absolute·value·over·all·elements. | ||
| 139 | ········maxCoeff((\x8(M\x8Ma\x8at\x8tr\x8ri\x8ix\x8x3\x83)\x8)a\x8ar\x8rg\x8g1\x81)·→·float[STATIC]_\x8¶ | ||
| 140 | ············Maximum·value·over·all·elements. | ||
| 141 | ········mean((\x8(M\x8Ma\x8at\x8tr\x8ri\x8ix\x8x3\x83)\x8)a\x8ar\x8rg\x8g1\x81)·→·float[STATIC]_\x8¶ | ||
| 142 | ············Mean·value·over·all·elements. | ||
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| 1 | #·Sphinx·inventory·version·2 | 1 | #·Sphinx·inventory·version·2 |
| 2 | #·Project:·minieigen | 2 | #·Project:·minieigen |
| 3 | #·Version:·0.4 | 3 | #·Version:·0.4 |
| 4 | #·The·remainder·of·this·file·is·compressed·using·zlib. | 4 | #·The·remainder·of·this·file·is·compressed·using·zlib. |
| 5 | minieigen·py:module·0·index.html#module-$·- | ||
| 6 | minieigen.AlignedBox2·py:class·1·index.html#$·- | ||
| 7 | minieigen.AlignedBox2.center·py:method·1·index.html#$·- | ||
| 8 | minieigen.AlignedBox2.clamp·py:method·1·index.html#$·- | ||
| 9 | minieigen.AlignedBox2.contains·py:method·1·index.html#$·- | ||
| 10 | minieigen.AlignedBox2.empty·py:method·1·index.html#$·- | ||
| 11 | minieigen.AlignedBox2.extend·py:method·1·index.html#$·- | ||
| 12 | minieigen.AlignedBox2.intersection·py:method·1·index.html#$·- | ||
| 13 | minieigen.AlignedBox2.max·py:property·1·index.html#$·- | ||
| 14 | minieigen.AlignedBox2.merged·py:method·1·index.html#$·- | ||
| 15 | minieigen.AlignedBox2.min·py:property·1·index.html#$·- | ||
| 16 | minieigen.AlignedBox2.sizes·py:method·1·index.html#$·- | ||
| 17 | minieigen.AlignedBox2.volume·py:method·1·index.html#$·- | ||
| 18 | minieigen.AlignedBox3·py:class·1·index.html#$·- | ||
| 19 | minieigen.AlignedBox3.center·py:method·1·index.html#$·- | ||
| 20 | minieigen.AlignedBox3.clamp·py:method·1·index.html#$·- | ||
| 21 | minieigen.AlignedBox3.contains·py:method·1·index.html#$·- | ||
| 22 | minieigen.AlignedBox3.empty·py:method·1·index.html#$·- | ||
| 23 | minieigen.AlignedBox3.extend·py:method·1·index.html#$·- | ||
| 24 | minieigen.AlignedBox3.intersection·py:method·1·index.html#$·- | ||
| 25 | minieigen.AlignedBox3.max·py:property·1·index.html#$·- | ||
| 26 | minieigen.AlignedBox3.merged·py:method·1·index.html#$·- | ||
| 27 | minieigen.AlignedBox3.min·py:property·1·index.html#$·- | ||
| 28 | minieigen.AlignedBox3.sizes·py:method·1·index.html#$·- | ||
| 29 | minieigen.AlignedBox3.volume·py:method·1·index.html#$·- | ||
| 30 | minieigen.Matrix3·py:class·1·index.html#$·- | ||
| 31 | minieigen.Matrix3.Identity·py:attribute·1·index.html#$·- | ||
| 32 | minieigen.Matrix3.Ones·py:attribute·1·index.html#$·- | ||
| 33 | minieigen.Matrix3.Random·py:method·1·index.html#$·- | ||
| 34 | minieigen.Matrix3.Zero·py:attribute·1·index.html#$·- | ||
| 35 | minieigen.Matrix3.col·py:method·1·index.html#$·- | ||
| 36 | minieigen.Matrix3.cols·py:method·1·index.html#$·- | ||
| 37 | minieigen.Matrix3.computeUnitaryPositive·py:method·1·index.html#$·- | ||
| 38 | minieigen.Matrix3.determinant·py:method·1·index.html#$·- | ||
| 39 | minieigen.Matrix3.diagonal·py:method·1·index.html#$·- | ||
| 40 | minieigen.Matrix3.inverse·py:method·1·index.html#$·- | ||
| 41 | minieigen.Matrix3.isApprox·py:method·1·index.html#$·- | ||
| 42 | minieigen.Matrix3.jacobiSVD·py:method·1·index.html#$·- | ||
| 43 | minieigen.Matrix3.maxAbsCoeff·py:method·1·index.html#$·- | ||
| 44 | minieigen.Matrix3.maxCoeff·py:method·1·index.html#$·- | ||
| 45 | minieigen.Matrix3.mean·py:method·1·index.html#$·- | ||
| 46 | minieigen.Matrix3.minCoeff·py:method·1·index.html#$·- | ||
| 47 | minieigen.Matrix3.norm·py:method·1·index.html#$·- | ||
| 48 | minieigen.Matrix3.normalize·py:method·1·index.html#$·- | ||
| 49 | minieigen.Matrix3.normalized·py:method·1·index.html#$·- | ||
| 50 | minieigen.Matrix3.polarDecomposition·py:method·1·index.html#$·- | ||
| 51 | minieigen.Matrix3.prod·py:method·1·index.html#$·- | ||
| 52 | minieigen.Matrix3.pruned·py:method·1·index.html#$·- | ||
| 53 | minieigen.Matrix3.row·py:method·1·index.html#$·- | ||
| 54 | minieigen.Matrix3.rows·py:method·1·index.html#$·- | ||
| 55 | minieigen.Matrix3.selfAdjointEigenDecomposition·py:method·1·index.html#$·- | ||
| 56 | minieigen.Matrix3.spectralDecomposition·py:method·1·index.html#$·- | ||
| 57 | minieigen.Matrix3.squaredNorm·py:method·1·index.html#$·- | ||
| 58 | minieigen.Matrix3.sum·py:method·1·index.html#$·- | ||
| 59 | minieigen.Matrix3.svd·py:method·1·index.html#$·- | ||
| 60 | minieigen.Matrix3.trace·py:method·1·index.html#$·- | ||
| 61 | minieigen.Matrix3.transpose·py:method·1·index.html#$·- | ||
| 62 | minieigen.Matrix3c·py:class·1·index.html#$·- | ||
| 63 | minieigen.Matrix3c.Identity·py:attribute·1·index.html#$·- | ||
| 64 | minieigen.Matrix3c.Ones·py:attribute·1·index.html#$·- | ||
| 65 | minieigen.Matrix3c.Random·py:method·1·index.html#$·- | ||
| 66 | minieigen.Matrix3c.Zero·py:attribute·1·index.html#$·- | ||
| 67 | minieigen.Matrix3c.col·py:method·1·index.html#$·- | ||
| 68 | minieigen.Matrix3c.cols·py:method·1·index.html#$·- | ||
| 69 | minieigen.Matrix3c.determinant·py:method·1·index.html#$·- | ||
| 70 | minieigen.Matrix3c.diagonal·py:method·1·index.html#$·- | ||
| 71 | minieigen.Matrix3c.inverse·py:method·1·index.html#$·- | ||
| 72 | minieigen.Matrix3c.isApprox·py:method·1·index.html#$·- | ||
| 73 | minieigen.Matrix3c.maxAbsCoeff·py:method·1·index.html#$·- | ||
| 74 | minieigen.Matrix3c.mean·py:method·1·index.html#$·- | ||
| 75 | minieigen.Matrix3c.norm·py:method·1·index.html#$·- | ||
| 76 | minieigen.Matrix3c.normalize·py:method·1·index.html#$·- | ||
| 77 | minieigen.Matrix3c.normalized·py:method·1·index.html#$·- | ||
| 78 | minieigen.Matrix3c.prod·py:method·1·index.html#$·- | ||
| 79 | minieigen.Matrix3c.pruned·py:method·1·index.html#$·- | ||
| 80 | minieigen.Matrix3c.row·py:method·1·index.html#$·- | ||
| 81 | minieigen.Matrix3c.rows·py:method·1·index.html#$·- | ||
| 82 | minieigen.Matrix3c.squaredNorm·py:method·1·index.html#$·- | ||
| 83 | minieigen.Matrix3c.sum·py:method·1·index.html#$·- | ||
| 84 | minieigen.Matrix3c.trace·py:method·1·index.html#$·- | ||
| 85 | minieigen.Matrix3c.transpose·py:method·1·index.html#$·- | ||
| 86 | minieigen.Matrix6·py:class·1·index.html#$·- | ||
| 87 | minieigen.Matrix6.Identity·py:attribute·1·index.html#$·- | ||
| 88 | minieigen.Matrix6.Ones·py:attribute·1·index.html#$·- | ||
| 89 | minieigen.Matrix6.Random·py:method·1·index.html#$·- | ||
| 90 | minieigen.Matrix6.Zero·py:attribute·1·index.html#$·- | ||
| 91 | minieigen.Matrix6.col·py:method·1·index.html#$·- | ||
| 92 | minieigen.Matrix6.cols·py:method·1·index.html#$·- | ||
| 93 | minieigen.Matrix6.computeUnitaryPositive·py:method·1·index.html#$·- | ||
| 94 | minieigen.Matrix6.determinant·py:method·1·index.html#$·- | ||
| 95 | minieigen.Matrix6.diagonal·py:method·1·index.html#$·- | ||
| 96 | minieigen.Matrix6.inverse·py:method·1·index.html#$·- | ||
| 97 | minieigen.Matrix6.isApprox·py:method·1·index.html#$·- | ||
| 98 | minieigen.Matrix6.jacobiSVD·py:method·1·index.html#$·- | ||
| 99 | minieigen.Matrix6.ll·py:method·1·index.html#$·- | ||
| 100 | minieigen.Matrix6.lr·py:method·1·index.html#$·- | ||
| 101 | minieigen.Matrix6.maxAbsCoeff·py:method·1·index.html#$·- | ||
| 102 | minieigen.Matrix6.maxCoeff·py:method·1·index.html#$·- | ||
| 103 | minieigen.Matrix6.mean·py:method·1·index.html#$·- | ||
| 104 | minieigen.Matrix6.minCoeff·py:method·1·index.html#$·- | ||
| 105 | minieigen.Matrix6.norm·py:method·1·index.html#$·- | ||
| 106 | minieigen.Matrix6.normalize·py:method·1·index.html#$·- | ||
| 107 | minieigen.Matrix6.normalized·py:method·1·index.html#$·- | ||
| 108 | minieigen.Matrix6.polarDecomposition·py:method·1·index.html#$·- | ||
| 109 | minieigen.Matrix6.prod·py:method·1·index.html#$·- | ||
| 110 | minieigen.Matrix6.pruned·py:method·1·index.html#$·- | ||
| 111 | minieigen.Matrix6.row·py:method·1·index.html#$·- | ||
| 112 | minieigen.Matrix6.rows·py:method·1·index.html#$·- | ||
| 113 | minieigen.Matrix6.selfAdjointEigenDecomposition·py:method·1·index.html#$·- | ||
| 114 | minieigen.Matrix6.spectralDecomposition·py:method·1·index.html#$·- | ||
| 115 | minieigen.Matrix6.squaredNorm·py:method·1·index.html#$·- | ||
| 116 | minieigen.Matrix6.sum·py:method·1·index.html#$·- | ||
| 117 | minieigen.Matrix6.svd·py:method·1·index.html#$·- | ||
| 118 | minieigen.Matrix6.trace·py:method·1·index.html#$·- | ||
| 119 | minieigen.Matrix6.transpose·py:method·1·index.html#$·- | ||
| 120 | minieigen.Matrix6.ul·py:method·1·index.html#$·- | ||
| 121 | minieigen.Matrix6.ur·py:method·1·index.html#$·- | ||
| 122 | minieigen.Matrix6c·py:class·1·index.html#$·- | ||
| 123 | minieigen.Matrix6c.Identity·py:attribute·1·index.html#$·- | ||
| 124 | minieigen.Matrix6c.Ones·py:attribute·1·index.html#$·- | ||
| 125 | minieigen.Matrix6c.Random·py:method·1·index.html#$·- | ||
| 126 | minieigen.Matrix6c.Zero·py:attribute·1·index.html#$·- | ||
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| 38 | ········"sphinx.domains.math":·2, | 38 | ········"sphinx.domains.math":·2, |
| 39 | ········"sphinx.domains.python":·4, | 39 | ········"sphinx.domains.python":·4, |
| 40 | ········"sphinx.domains.rst":·2, | 40 | ········"sphinx.domains.rst":·2, |
| 41 | ········"sphinx.domains.std":·2, | 41 | ········"sphinx.domains.std":·2, |
| 42 | ········"sphinx.ext.todo":·2 | 42 | ········"sphinx.ext.todo":·2 |
| 43 | ····}, | 43 | ····}, | Diff chunk too large, falling back to line-by-line diff (4 lines added, 2125 lines removed) |
| 44 | ····"filenames":·["index.rst"], | 44 | ····"filenames":·["index.rst"], |
| 45 | ····"indexentries":·{ | 45 | ····"indexentries":·{}, |
| 46 | ···· | 46 | ····"objects":·{}, |
| 47 | ···· | 47 | ····"objnames":·{}, |
| 48 | ···· | 48 | ····"objtypes":·{}, |
| 49 | ········"alignedbox3·(class·in·minieigen)":·[ | ||
| 50 | ············[0,·"minieigen.AlignedBox3",·false] | ||
| 51 | ········], | ||
| 52 | ········"angulardistance()·(minieigen.quaternion·method)":·[ | ||
| 53 | ············[0,·"minieigen.Quaternion.angularDistance",·false] | ||
| 54 | ········], | ||
| 55 | ········"asdiagonal()·(minieigen.vector2·method)":·[ | ||
| 56 | ············[0,·"minieigen.Vector2.asDiagonal",·false] | ||
| 57 | ········], | ||
| 58 | ········"asdiagonal()·(minieigen.vector2c·method)":·[ | ||
| 59 | ············[0,·"minieigen.Vector2c.asDiagonal",·false] | ||
| 60 | ········], | ||
| 61 | ········"asdiagonal()·(minieigen.vector2i·method)":·[ | ||
| 62 | ············[0,·"minieigen.Vector2i.asDiagonal",·false] | ||
| 63 | ········], | ||
| 64 | ········"asdiagonal()·(minieigen.vector3·method)":·[ | ||
| 65 | ············[0,·"minieigen.Vector3.asDiagonal",·false] | ||
| 66 | ········], | ||
| 67 | ········"asdiagonal()·(minieigen.vector3c·method)":·[ | ||
| 68 | ············[0,·"minieigen.Vector3c.asDiagonal",·false] | ||
| 69 | ········], | ||
| 70 | ········"asdiagonal()·(minieigen.vector3i·method)":·[ | ||
| 71 | ············[0,·"minieigen.Vector3i.asDiagonal",·false] | ||
| 72 | ········], | ||
| 73 | ········"asdiagonal()·(minieigen.vector4·method)":·[ | ||
| 74 | ············[0,·"minieigen.Vector4.asDiagonal",·false] | ||
| 75 | ········], | ||
| 76 | ········"asdiagonal()·(minieigen.vector6·method)":·[ | ||
| 77 | ············[0,·"minieigen.Vector6.asDiagonal",·false] | ||
| 78 | ········], | ||
| 79 | ········"asdiagonal()·(minieigen.vector6c·method)":·[ | ||
| 80 | ············[0,·"minieigen.Vector6c.asDiagonal",·false] | ||
| 81 | ········], | ||
| 82 | ········"asdiagonal()·(minieigen.vector6i·method)":·[ | ||
| 83 | ············[0,·"minieigen.Vector6i.asDiagonal",·false] | ||
| 84 | ········], | ||
| 85 | ········"asdiagonal()·(minieigen.vectorx·method)":·[ | ||
| 86 | ············[0,·"minieigen.VectorX.asDiagonal",·false] | ||
| 87 | ········], | ||
| 88 | ········"asdiagonal()·(minieigen.vectorxc·method)":·[ | ||
| 89 | ············[0,·"minieigen.VectorXc.asDiagonal",·false] | ||
| 90 | ········], | ||
| 91 | ········"center()·(minieigen.alignedbox2·method)":·[ | ||
| 92 | ············[0,·"minieigen.AlignedBox2.center",·false] | ||
| 93 | ········], | ||
| 94 | ········"center()·(minieigen.alignedbox3·method)":·[ | ||
| 95 | ············[0,·"minieigen.AlignedBox3.center",·false] | ||
| 96 | ········], | ||
| 97 | ········"clamp()·(minieigen.alignedbox2·method)":·[ | ||
| 98 | ············[0,·"minieigen.AlignedBox2.clamp",·false] | ||
| 99 | ········], | ||
| 100 | ········"clamp()·(minieigen.alignedbox3·method)":·[ | ||
| 101 | ············[0,·"minieigen.AlignedBox3.clamp",·false] | ||
| 102 | ········], | ||
| 103 | ········"col()·(minieigen.matrix3·method)":·[ | ||
| 104 | ············[0,·"minieigen.Matrix3.col",·false] | ||
| 105 | ········], | ||
| 106 | ········"col()·(minieigen.matrix3c·method)":·[ | ||
| 107 | ············[0,·"minieigen.Matrix3c.col",·false] | ||
| 108 | ········], | ||
| 109 | ········"col()·(minieigen.matrix6·method)":·[ | ||
| 110 | ············[0,·"minieigen.Matrix6.col",·false] | ||
| 111 | ········], | ||
| 112 | ········"col()·(minieigen.matrix6c·method)":·[ | ||
| 113 | ············[0,·"minieigen.Matrix6c.col",·false] | ||
| 114 | ········], | ||
| 115 | ········"col()·(minieigen.matrixx·method)":·[ | ||
| 116 | ············[0,·"minieigen.MatrixX.col",·false] | ||
| 117 | ········], | ||
| 118 | ········"col()·(minieigen.matrixxc·method)":·[ | ||
| 119 | ············[0,·"minieigen.MatrixXc.col",·false] | ||
| 120 | ········], | ||
| 121 | ········"cols()·(minieigen.matrix3·method)":·[ | ||
| 122 | ············[0,·"minieigen.Matrix3.cols",·false] | ||
| 123 | ········], | ||
| 124 | ········"cols()·(minieigen.matrix3c·method)":·[ | ||
| 125 | ············[0,·"minieigen.Matrix3c.cols",·false] | ||
| 126 | ········], | ||
| 127 | ········"cols()·(minieigen.matrix6·method)":·[ | ||
| 128 | ············[0,·"minieigen.Matrix6.cols",·false] | ||
| 129 | ········], | ||
| 130 | ········"cols()·(minieigen.matrix6c·method)":·[ | ||
| 131 | ············[0,·"minieigen.Matrix6c.cols",·false] | ||
| 132 | ········], | ||
| 133 | ········"cols()·(minieigen.matrixx·method)":·[ | ||
| 134 | ············[0,·"minieigen.MatrixX.cols",·false] | ||
| 135 | ········], | ||
| 136 | ········"cols()·(minieigen.matrixxc·method)":·[ | ||
| 137 | ············[0,·"minieigen.MatrixXc.cols",·false] | ||
| 138 | ········], | ||
| 139 | ········"cols()·(minieigen.vector2·method)":·[ | ||
| 140 | ············[0,·"minieigen.Vector2.cols",·false] | ||
| 141 | ········], | ||
| 142 | ········"cols()·(minieigen.vector2c·method)":·[ | ||
| 143 | ············[0,·"minieigen.Vector2c.cols",·false] | ||
| 144 | ········], | ||
| 145 | ········"cols()·(minieigen.vector2i·method)":·[ | ||
| 146 | ············[0,·"minieigen.Vector2i.cols",·false] | ||
| 147 | ········], | ||
| 148 | ········"cols()·(minieigen.vector3·method)":·[ | ||
| 149 | ············[0,·"minieigen.Vector3.cols",·false] | ||
| 150 | ········], | ||
| 151 | ········"cols()·(minieigen.vector3c·method)":·[ | ||
| 152 | ············[0,·"minieigen.Vector3c.cols",·false] | ||
| 153 | ········], | ||
| 154 | ········"cols()·(minieigen.vector3i·method)":·[ | ||
| 155 | ············[0,·"minieigen.Vector3i.cols",·false] | ||
| 156 | ········], | ||
| 157 | ········"cols()·(minieigen.vector4·method)":·[ | ||
| 158 | ············[0,·"minieigen.Vector4.cols",·false] | ||
| 159 | ········], | ||
| 160 | ········"cols()·(minieigen.vector6·method)":·[ | ||
| 161 | ············[0,·"minieigen.Vector6.cols",·false] | ||
| 162 | ········], | ||
| 163 | ········"cols()·(minieigen.vector6c·method)":·[ | ||
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