Deep-MI
diff --git a/‎dev/api/generated/lapy.diffgeo.html
+1-1 b/‎dev/api/generated/lapy.diffgeo.html
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diff --git a/‎dev/tutorials/examples/Test_Plot.html
+4-4 b/‎dev/tutorials/examples/Test_Plot.html
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diff --git a/‎dev/tutorials/examples/Test_Plot.ipynb
+32-32 b/‎dev/tutorials/examples/Test_Plot.ipynb
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diff --git a/‎dev/tutorials/examples/Test_TetMesh_Geodesics.html
+7-7 b/‎dev/tutorials/examples/Test_TetMesh_Geodesics.html
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diff --git a/‎dev/tutorials/examples/Test_TetMesh_Geodesics.ipynb
+71-71 b/‎dev/tutorials/examples/Test_TetMesh_Geodesics.ipynb
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diff --git a/‎dev/tutorials/examples/Test_TriaMesh_Geodesics.html
+9-9 b/‎dev/tutorials/examples/Test_TriaMesh_Geodesics.html
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diff --git a/‎dev/tutorials/examples/Test_TriaMesh_Geodesics.ipynb
+104-98 b/‎dev/tutorials/examples/Test_TriaMesh_Geodesics.ipynb
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@@ -432,7 +432,7 @@
 <p>For a tetrahedron <span class="math notranslate nohighlight">\((v_i, v_j, v_k, v_h)\)</span> with volume V we have:</p>
 <div class="math-wrapper docutils container">
 <div class="math notranslate nohighlight">
-\[\begin{split}grad(f) = \left[ &amp;  (f_j - f_i) (v_i-v_k) \times (v_h-v_k) \\
+\[\begin{split}grad(f) &amp;= \left[ (f_j - f_i) (v_i-v_k) \times (v_h-v_k) \\
         &amp;   + (f_k - f_i) (v_i-v_h) \times (v_j-v_h) \\
         &amp;   + (f_h - f_i) (v_k-v_i) \times (v_j-v_i) \right] / (6 V).\end{split}\]</div>
 </div>