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diff --git a/.cache/clangd/index/tests.c.3B15EE5601FF7AEE.idx b/.cache/clangd/index/tests.c.3B15EE5601FF7AEE.idx
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diff --git a/.clangd b/.clangd
deleted file mode 100644
index dc8cd69..0000000
--- a/.clangd
+++ /dev/null
@@ -1,24 +0,0 @@
-CompileFlags:
-  Add:
-    - -xc
-    - -std=c11
-    - -Wno-unused-includes
-    - -IE:/dev/hf_again/src
-    - -IE:/lib/intel_mkl/mkl/2025.3/include
-    - -include
-    - E:/dev/hf_again/src/base/base_inc.h
-    - -include
-    - E:/dev/hf_again/src/os/os_inc.h
-    - -include
-    - E:/dev/hf_again/src/hf/bsplines_and_grid.h
-    - -include
-    - E:/dev/hf_again/src/hf/file_io.h
-    - -include
-    - E:/dev/hf_again/src/hf/hf_base.h
-    - -include
-    - E:/dev/hf_again/src/hf/hf_tests.c
-  Remove: [-xobjective-c++-header]
-  Compiler: clang
-
-Index:
-  Background: Build
diff --git a/build.bat b/build.bat
index 516b875..f827564 100644
--- a/build.bat
+++ b/build.bat
@@ -32,16 +32,6 @@ cl %CommonCompilerFlags% %Sources% /I"%mkl_root%\include" ^
 set LastError=%ERRORLEVEL%
 popd
 
-(
-  echo [
-  echo   {
-  echo     "directory": "E:/dev/hf_again/src",
-  echo     "command": "clang -xc -std=c11 -g -O0 -Wno-unused-includes -IE:/dev/hf_again/src -I%mkl_root%/include main.c",
-  echo     "file": "E:/dev/hf_again/src/main.c"
-  echo   }
-  echo ]
-) > compile_commands.json
-
 
 echo Build complete
 
diff --git a/compile_commands.json b/compile_commands.json
deleted file mode 100644
index 06c0796..0000000
--- a/compile_commands.json
+++ /dev/null
@@ -1,7 +0,0 @@
-[
-  {
-    "directory": "E:/dev/hf_again/src",
-    "command": "clang -xc -std=c11 -g -O0 -Wno-unused-includes -IE:/dev/hf_again/src -IE:/lib/intel_mkl/mkl/2025.3/include main.c",
-    "file": "E:/dev/hf_again/src/main.c"
-  }
-]
diff --git a/notebook/hf_again.ipynb b/notebook/hf_again.ipynb
index 7f7f0e9..5e44cfc 100644
--- a/notebook/hf_again.ipynb
+++ b/notebook/hf_again.ipynb
@@ -9,7 +9,7 @@
     {
      "data": {
       "text/plain": [
-       "[<matplotlib.lines.Line2D at 0x1fc292bd310>]"
+       "[<matplotlib.lines.Line2D at 0x29fffd5e7b0>]"
       ]
      },
      "execution_count": 1,
@@ -18,7 +18,7 @@
     },
     {
      "data": {
-      "image/png": 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",
+      "image/png": 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",
       "text/plain": [
        "<Figure size 640x480 with 1 Axes>"
       ]
@@ -194,7 +194,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 4,
+   "execution_count": 5,
    "id": "1b259290-0cde-4671-b4e0-122dcda63ad9",
    "metadata": {},
    "outputs": [
@@ -202,19 +202,18 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "['../out\\\\eigvec_n1_l0.dat', '../out\\\\eigvec_n2_l0.dat', '../out\\\\eigvec_n2_l1.dat', '../out\\\\eigvec_n2_l2.dat', '../out\\\\eigvec_n3_l0.dat', '../out\\\\eigvec_n3_l1.dat', '../out\\\\eigvec_n3_l2.dat', '../out\\\\eigvec_n4_l0.dat', '../out\\\\eigvec_n4_l1.dat', '../out\\\\eigvec_n4_l2.dat', '../out\\\\eigvec_n5_l0.dat', '../out\\\\eigvec_n5_l1.dat', '../out\\\\eigvec_n5_l2.dat', '../out\\\\eigvec_n6_l0.dat', '../out\\\\eigvec_n6_l1.dat', '../out\\\\eigvec_n6_l2.dat', '../out\\\\eigvec_n7_l0.dat', '../out\\\\eigvec_n7_l1.dat']\n",
+      "['../out\\\\eigvec_n1_l0.dat', '../out\\\\eigvec_n2_l0.dat', '../out\\\\eigvec_n2_l1.dat', '../out\\\\eigvec_n2_l2.dat', '../out\\\\eigvec_n3_l0.dat', '../out\\\\eigvec_n3_l1.dat', '../out\\\\eigvec_n3_l2.dat', '../out\\\\eigvec_n4_l0.dat', '../out\\\\eigvec_n4_l1.dat', '../out\\\\eigvec_n4_l2.dat', '../out\\\\eigvec_n5_l0.dat', '../out\\\\eigvec_n5_l1.dat', '../out\\\\eigvec_n5_l2.dat', '../out\\\\eigvec_n6_l0.dat', '../out\\\\eigvec_n6_l1.dat']\n",
       "0.9057779751578006\n",
       "1.143877952167778\n",
       "1.1743290046205583\n",
       "1.1827087771300517\n",
       "1.1603802289714296\n",
-      "1.1243543744112374\n",
-      "1.0943493939170792\n"
+      "1.1243543744112374\n"
      ]
     },
     {
      "data": {
-      "image/png": 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",
+      "image/png": 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",
       "text/plain": [
        "<Figure size 640x480 with 1 Axes>"
       ]
@@ -235,8 +234,11 @@
     "        rwf2 = radialwf*radialwf\n",
     "        dx = grid[11] - grid[10]\n",
     "        norm = np.sum(rwf2*dx)\n",
+    "        nlevel_str = fn.split('_')[1]\n",
     "        print(norm)\n",
-    "        plt.plot(grid, radialwf)\n",
+    "        plt.plot(grid, radialwf, label=nlevel_str)\n",
+    "        plt.title(\"l = 0 (s)\")\n",
+    "        plt.legend()\n",
     "    \n",
     "#for i in range(3):\n",
     "#  coeffs = np.loadtxt(\"../out/eigvec_\" + str(i) + \".dat\")\n",
@@ -354,7 +356,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.12.3"
+   "version": "3.14.2"
   }
  },
  "nbformat": 4,
diff --git a/out/bspline0.dat b/out/bspline0.dat
new file mode 100644
index 0000000..24479b3
--- /dev/null
+++ b/out/bspline0.dat
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new file mode 100644
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--- /dev/null
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diff --git a/out/bspline9.dat b/out/bspline9.dat
new file mode 100644
index 0000000..045a746
--- /dev/null
+++ b/out/bspline9.dat
@@ -0,0 +1,300 @@
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diff --git a/out/bsplines_grid.dat b/out/bsplines_grid.dat
new file mode 100644
index 0000000..888cd62
--- /dev/null
+++ b/out/bsplines_grid.dat
@@ -0,0 +1,301 @@
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diff --git a/out/bsplines_knots.dat b/out/bsplines_knots.dat
new file mode 100644
index 0000000..f0ea976
--- /dev/null
+++ b/out/bsplines_knots.dat
@@ -0,0 +1,41 @@
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diff --git a/out/dBsplines_grid.dat b/out/dBsplines_grid.dat
new file mode 100644
index 0000000..5009e6f
--- /dev/null
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diff --git a/out/dBsplines_knots.dat b/out/dBsplines_knots.dat
new file mode 100644
index 0000000..012cedd
--- /dev/null
+++ b/out/dBsplines_knots.dat
@@ -0,0 +1,41 @@
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diff --git a/out/eigvec_n1_l0.dat b/out/eigvec_n1_l0.dat
new file mode 100644
index 0000000..dd3943a
--- /dev/null
+++ b/out/eigvec_n1_l0.dat
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diff --git a/out/eigvec_n2_l0.dat b/out/eigvec_n2_l0.dat
new file mode 100644
index 0000000..fb86bba
--- /dev/null
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new file mode 100644
index 0000000..898a089
--- /dev/null
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diff --git a/out/eigvec_n2_l2.dat b/out/eigvec_n2_l2.dat
new file mode 100644
index 0000000..38aa2e6
--- /dev/null
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diff --git a/out/eigvec_n3_l0.dat b/out/eigvec_n3_l0.dat
new file mode 100644
index 0000000..134eb72
--- /dev/null
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new file mode 100644
index 0000000..ed21f9a
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+-3.635198e-04
diff --git a/out/eigvec_n3_l2.dat b/out/eigvec_n3_l2.dat
new file mode 100644
index 0000000..f3c86a0
--- /dev/null
+++ b/out/eigvec_n3_l2.dat
@@ -0,0 +1,34 @@
+ 2.052795e-03
+ 1.409798e-02
+ 5.320203e-02
+ 1.082929e-01
+ 1.595481e-01
+ 1.904361e-01
+ 1.933109e-01
+ 1.684463e-01
+ 1.212309e-01
+ 5.940421e-02
+-9.021441e-03
+-7.704423e-02
+-1.392939e-01
+-1.921809e-01
+-2.337545e-01
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+-2.034357e-01
+-1.801115e-01
+-1.568004e-01
+-1.340053e-01
+-1.120532e-01
+-9.111955e-02
+-7.125225e-02
+-5.239235e-02
+-3.439146e-02
+-1.532991e-02
+-5.084455e-03
diff --git a/out/eigvec_n4_l0.dat b/out/eigvec_n4_l0.dat
new file mode 100644
index 0000000..cf62cc3
--- /dev/null
+++ b/out/eigvec_n4_l0.dat
@@ -0,0 +1,34 @@
+ 3.823086e-02
+ 2.775873e-02
+-5.382039e-02
+-1.274489e-01
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+-4.181822e-02
+ 5.304292e-02
+ 1.345192e-01
+ 1.834605e-01
+ 1.941481e-01
+ 1.700828e-01
+ 1.197272e-01
+ 5.320353e-02
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+-2.096379e-01
+-2.505293e-01
+-2.783254e-01
+-2.936910e-01
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+-2.928442e-01
+-2.801591e-01
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+-1.589737e-01
+-1.312095e-01
+-1.038133e-01
+-7.701350e-02
+-5.086481e-02
+-2.275063e-02
+-7.558317e-03
diff --git a/out/eigvec_n4_l1.dat b/out/eigvec_n4_l1.dat
new file mode 100644
index 0000000..24ac9ae
--- /dev/null
+++ b/out/eigvec_n4_l1.dat
@@ -0,0 +1,34 @@
+-1.861078e-02
+-6.623201e-02
+-1.298685e-01
+-1.200704e-01
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+ 4.198582e-02
+ 1.244960e-01
+ 1.768737e-01
+ 1.921407e-01
+ 1.727260e-01
+ 1.263726e-01
+ 6.282282e-02
+-8.421685e-03
+-7.936593e-02
+-1.440522e-01
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+-9.261920e-02
+-6.849989e-02
+-4.514624e-02
+-2.016905e-02
+-6.696793e-03
diff --git a/out/eigvec_n4_l2.dat b/out/eigvec_n4_l2.dat
new file mode 100644
index 0000000..c0ae6d6
--- /dev/null
+++ b/out/eigvec_n4_l2.dat
@@ -0,0 +1,34 @@
+ 2.397900e-03
+ 1.635451e-02
+ 6.091003e-02
+ 1.209947e-01
+ 1.712237e-01
+ 1.915618e-01
+ 1.745845e-01
+ 1.240843e-01
+ 5.092879e-02
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+ 2.365449e-01
+ 1.994640e-01
+ 1.554264e-01
+ 1.063124e-01
+ 4.851276e-02
+ 1.627974e-02
diff --git a/out/eigvec_n5_l0.dat b/out/eigvec_n5_l0.dat
new file mode 100644
index 0000000..e5d1850
--- /dev/null
+++ b/out/eigvec_n5_l0.dat
@@ -0,0 +1,34 @@
+-4.265229e-02
+-2.969724e-02
+ 6.272303e-02
+ 1.401480e-01
+ 1.159669e-01
+ 2.176849e-02
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+ 1.529467e-01
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+ 1.232214e-02
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+-5.959242e-02
+-2.007025e-02
diff --git a/out/eigvec_n5_l1.dat b/out/eigvec_n5_l1.dat
new file mode 100644
index 0000000..f456503
--- /dev/null
+++ b/out/eigvec_n5_l1.dat
@@ -0,0 +1,34 @@
+ 2.084811e-02
+ 7.341177e-02
+ 1.403775e-01
+ 1.208297e-01
+ 3.452322e-02
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diff --git a/out/eigvec_n5_l2.dat b/out/eigvec_n5_l2.dat
new file mode 100644
index 0000000..216059c
--- /dev/null
+++ b/out/eigvec_n5_l2.dat
@@ -0,0 +1,34 @@
+ 3.194588e-03
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diff --git a/out/eigvec_n6_l0.dat b/out/eigvec_n6_l0.dat
new file mode 100644
index 0000000..bca9db3
--- /dev/null
+++ b/out/eigvec_n6_l0.dat
@@ -0,0 +1,34 @@
+ 4.988324e-02
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diff --git a/out/eigvec_n6_l1.dat b/out/eigvec_n6_l1.dat
new file mode 100644
index 0000000..47cc227
--- /dev/null
+++ b/out/eigvec_n6_l1.dat
@@ -0,0 +1,34 @@
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diff --git a/out/grid.bin b/out/grid.bin
new file mode 100644
index 0000000..98f183a
Binary files /dev/null and b/out/grid.bin differ
diff --git a/out/grid.dat b/out/grid.dat
new file mode 100644
index 0000000..461979e
--- /dev/null
+++ b/out/grid.dat
@@ -0,0 +1,300 @@
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diff --git a/out/knotpoints.dat b/out/knotpoints.dat
new file mode 100644
index 0000000..d4346ea
--- /dev/null
+++ b/out/knotpoints.dat
@@ -0,0 +1,40 @@
+ 0.000000e+00
+ 0.000000e+00
+ 0.000000e+00
+ 0.000000e+00
+ 1.212121e+00
+ 2.424242e+00
+ 3.636364e+00
+ 4.848485e+00
+ 6.060606e+00
+ 7.272727e+00
+ 8.484848e+00
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+ 1.333333e+01
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+ 4.000000e+01
diff --git a/src/hf/bsplines_and_grid.c b/src/hf/bsplines_and_grid.c
index 5944e4a..318df67 100644
--- a/src/hf/bsplines_and_grid.c
+++ b/src/hf/bsplines_and_grid.c
@@ -2,15 +2,15 @@ global BSplineCtx g_bspline_ctx = {0};
 global Grid g_grid = {0};
 global U32 g_debug_bspline_matrix = 0;
 
-
 function F64 
 bspline_recursion(F64 x, U32 k, U32 i)
 {
   F64 *t = g_bspline_ctx.knotpoints;
-
+  
+  F64 tolerance = 1e-14;
   if(k == 1)
   {
-    if(i == g_bspline_ctx.num_bsplines-1 && x == g_grid.end) 
+    if(i == g_bspline_ctx.num_bsplines-1 && fabs(x -g_grid.end) < tolerance ) 
     {
       // TODO(anton):
       // This is like a hack to get the last bspline to be 1 at the last point.
@@ -39,8 +39,6 @@ bspline_recursion(F64 x, U32 k, U32 i)
 
     return term1 + term2;
   }
-
-
 }
 
 
@@ -222,16 +220,16 @@ set_up_bsplines_at_points_and_write_matrix_F64(Arena *arena)
 
     F64 test = compute_bspline_F64(g_grid.points[num_grid_points-1], 9);
 
-    write_array_F64(str8_lit("D:\\dev\\hf_again\\out\\bspline0.dat"), bspl0, num_grid_points, "%13.6e\n");
-    write_array_F64(str8_lit("D:\\dev\\hf_again\\out\\bspline1.dat"), bspl1, num_grid_points, "%13.6e\n");
-    write_array_F64(str8_lit("D:\\dev\\hf_again\\out\\bspline2.dat"), bspl2, num_grid_points, "%13.6e\n");
-    write_array_F64(str8_lit("D:\\dev\\hf_again\\out\\bspline3.dat"), bspl3, num_grid_points, "%13.6e\n");
-    write_array_F64(str8_lit("D:\\dev\\hf_again\\out\\bspline9.dat"), bspl9, num_grid_points, "%13.6e\n");
-    write_array_F64(str8_lit("D:\\dev\\hf_again\\out\\dBspline0.dat"), dBspl0, num_grid_points, "%13.6e\n");
-    write_array_F64(str8_lit("D:\\dev\\hf_again\\out\\dBspline1.dat"), dBspl1, num_grid_points, "%13.6e\n");
-    write_array_F64(str8_lit("D:\\dev\\hf_again\\out\\dBspline2.dat"), dBspl2, num_grid_points, "%13.6e\n");
-    write_array_F64(str8_lit("D:\\dev\\hf_again\\out\\dBspline3.dat"), dBspl3, num_grid_points, "%13.6e\n");
-    write_array_F64(str8_lit("D:\\dev\\hf_again\\out\\dBspline9.dat"), dBspl9, num_grid_points, "%13.6e\n");
+    write_array_F64(str8_lit("E:\\dev\\hf_again\\out\\bspline0.dat"), bspl0, num_grid_points, "%13.6e\n");
+    write_array_F64(str8_lit("E:\\dev\\hf_again\\out\\bspline1.dat"), bspl1, num_grid_points, "%13.6e\n");
+    write_array_F64(str8_lit("E:\\dev\\hf_again\\out\\bspline2.dat"), bspl2, num_grid_points, "%13.6e\n");
+    write_array_F64(str8_lit("E:\\dev\\hf_again\\out\\bspline3.dat"), bspl3, num_grid_points, "%13.6e\n");
+    write_array_F64(str8_lit("E:\\dev\\hf_again\\out\\bspline9.dat"), bspl9, num_grid_points, "%13.6e\n");
+    write_array_F64(str8_lit("E:\\dev\\hf_again\\out\\dBspline0.dat"), dBspl0, num_grid_points, "%13.6e\n");
+    write_array_F64(str8_lit("E:\\dev\\hf_again\\out\\dBspline1.dat"), dBspl1, num_grid_points, "%13.6e\n");
+    write_array_F64(str8_lit("E:\\dev\\hf_again\\out\\dBspline2.dat"), dBspl2, num_grid_points, "%13.6e\n");
+    write_array_F64(str8_lit("E:\\dev\\hf_again\\out\\dBspline3.dat"), dBspl3, num_grid_points, "%13.6e\n");
+    write_array_F64(str8_lit("E:\\dev\\hf_again\\out\\dBspline9.dat"), dBspl9, num_grid_points, "%13.6e\n");
   }
 
   {
diff --git a/src/hf/file_io.h b/src/hf/file_io.h
index 5aefb49..2fcf6d3 100644
--- a/src/hf/file_io.h
+++ b/src/hf/file_io.h
@@ -1,13 +1,13 @@
 #ifndef FILE_IO_H
 #define FILE_IO_H
 
-#define grid_file_path_bin "D:\\dev\\hf_again\\out\\grid.bin"
-#define grid_file_path "D:\\dev\\hf_again\\out\\grid.dat"
-#define knotpoints_file_path "D:\\dev\\hf_again\\out\\knotpoints.dat"
-#define bspline_grid_array_file_path "D:\\dev\\hf_again\\out\\bsplines_grid.dat"
-#define dBspline_grid_array_file_path "D:\\dev\\hf_again\\out\\dBsplines_grid.dat"
-#define bspline_knots_array_file_path "D:\\dev\\hf_again\\out\\bsplines_knots.dat"
-#define dBspline_knots_array_file_path "D:\\dev\\hf_again\\out\\dBsplines_knots.dat"
+#define grid_file_path_bin "E:\\dev\\hf_again\\out\\grid.bin"
+#define grid_file_path "E:\\dev\\hf_again\\out\\grid.dat"
+#define knotpoints_file_path "E:\\dev\\hf_again\\out\\knotpoints.dat"
+#define bspline_grid_array_file_path "E:\\dev\\hf_again\\out\\bsplines_grid.dat"
+#define dBspline_grid_array_file_path "E:\\dev\\hf_again\\out\\dBsplines_grid.dat"
+#define bspline_knots_array_file_path "E:\\dev\\hf_again\\out\\bsplines_knots.dat"
+#define dBspline_knots_array_file_path "E:\\dev\\hf_again\\out\\dBsplines_knots.dat"
 
 
 function void write_string_list_to_file(Arena *arena, String8 path, String8List *list);