diff --git a/MeshLoader.cpp b/MeshLoader.cpp
index 86bd93803ee0c3f8e8c38c7b4e51a234c0887562..1e1e467edd271dec36f2b368e23728629af8dc69 100644
--- a/MeshLoader.cpp
+++ b/MeshLoader.cpp
@@ -216,69 +216,67 @@ void MeshLoader::printSmallAngles(const std::string& filepath)
    
     std::ofstream file(filepath);
     
-    int counter = 1; //!!! Нарушено условие за один pipeline. Есть std::ranges::take
+    //!!! Нарушено условие за один pipeline. Есть std::ranges::take  ~~~исправил
 
-    std::ranges::copy_if(FiniteElements |
+    std::ranges::copy(FiniteElements |
         std::ranges::views::transform([](const FiniteElement& elem) {
-            return elem.nodesId; }),
-        std::ostream_iterator<std::vector<unsigned int>>(file),
-        [&](const std::vector<unsigned int>& elem)
-            {
-                if (counter > 10)
-                {
-                    return false;
-                }
-                std::vector<std::vector<int>> planesNodes{ {0, 1, 2}, {0, 2, 3}, {0, 1, 3}, {1, 2, 3} };
-                std::vector<std::vector<double>> planesCords;
-                for (auto& plane : planesNodes)
+            return elem.nodesId; }) | std::ranges::views::filter([&](const std::vector<unsigned int>& elem)
                 {
-                    auto& node1Cords = findNodeRanges(elem[plane[0]]);
-                    auto& node2Cords = findNodeRanges(elem[plane[1]]);
-                    auto& node3Cords = findNodeRanges(elem[plane[2]]);
-
-                    // Найдем уравнение плоскости по трем точкам
-                    double A = node1Cords[1] * (node2Cords[2] - node3Cords[2]) +
-                        node2Cords[1] * (node3Cords[2] - node1Cords[2]) +
-                        node3Cords[1] * (node1Cords[2] - node2Cords[2]);
-
-                    double B = node1Cords[2] * (node2Cords[0] - node3Cords[0]) +
-                        node2Cords[2] * (node3Cords[0] - node1Cords[0]) +
-                        node3Cords[2] * (node1Cords[0] - node2Cords[0]);
-
-                    double C = node1Cords[0] * (node2Cords[1] - node3Cords[1]) +
-                        node2Cords[0] * (node3Cords[1] - node1Cords[1]) +
-                        node3Cords[0] * (node1Cords[1] - node2Cords[1]);
+                    if (counter > 10)
+                    {
+                        return false;
+                    }
+                    std::vector<std::vector<int>> planesNodes{ {0, 1, 2}, {0, 2, 3}, {0, 1, 3}, {1, 2, 3} };
+                    std::vector<std::vector<double>> planesCords;
+                    for (auto& plane : planesNodes)
+                    {
+                        auto& node1Cords = findNodeRanges(elem[plane[0]]);
+                        auto& node2Cords = findNodeRanges(elem[plane[1]]);
+                        auto& node3Cords = findNodeRanges(elem[plane[2]]);
 
-                    planesCords.push_back({ A,B,C });
-                }
+                        // Найдем уравнение плоскости по трем точкам
+                        double A = node1Cords[1] * (node2Cords[2] - node3Cords[2]) +
+                            node2Cords[1] * (node3Cords[2] - node1Cords[2]) +
+                            node3Cords[1] * (node1Cords[2] - node2Cords[2]);
 
-                // Пройдемся по всем парам плоскостей и вычислим двугранные углы
-                for (int i = 0; i < 4; i++)
-                    for (int j = i + 1; j < 4; j++)
-                    {
-                        auto& plane1 = planesCords[i];
-                        auto& plane2 = planesCords[j];
+                        double B = node1Cords[2] * (node2Cords[0] - node3Cords[0]) +
+                            node2Cords[2] * (node3Cords[0] - node1Cords[0]) +
+                            node3Cords[2] * (node1Cords[0] - node2Cords[0]);
 
-                        double numerator = abs(plane1[0] * plane2[0] +
-                            plane1[1] * plane2[1] +
-                            plane1[2] * plane2[2]);
-                        double denominator = sqrt(plane1[0] * plane1[0] +
-                            plane1[1] * plane1[1] +
-                            plane1[2] * plane1[2]) *
-                            sqrt(plane2[0] * plane2[0] +
-                                plane2[1] * plane2[1] +
-                                plane2[2] * plane2[2]);
+                        double C = node1Cords[0] * (node2Cords[1] - node3Cords[1]) +
+                            node2Cords[0] * (node3Cords[1] - node1Cords[1]) +
+                            node3Cords[0] * (node1Cords[1] - node2Cords[1]);
 
+                        planesCords.push_back({ A,B,C });
+                    }
 
-                        if (acos(numerator / denominator) * 180 / PI < 10)
+                    // Пройдемся по всем парам плоскостей и вычислим двугранные углы
+                    for (int i = 0; i < 4; i++)
+                        for (int j = i + 1; j < 4; j++)
                         {
-                            counter++;
-                            
-                            return true;
+                            auto& plane1 = planesCords[i];
+                            auto& plane2 = planesCords[j];
+
+                            double numerator = abs(plane1[0] * plane2[0] +
+                                plane1[1] * plane2[1] +
+                                plane1[2] * plane2[2]);
+                            double denominator = sqrt(plane1[0] * plane1[0] +
+                                plane1[1] * plane1[1] +
+                                plane1[2] * plane1[2]) *
+                                sqrt(plane2[0] * plane2[0] +
+                                    plane2[1] * plane2[1] +
+                                    plane2[2] * plane2[2]);
+
+
+                            if (acos(numerator / denominator) * 180 / PI < 10)
+                            {
+                                return true;
+                            }
                         }
-                    }
-                return false;
-            });
+                    return false;
+                }) |
+            std::ranges::views::take(10),
+                std::ostream_iterator<std::vector<unsigned int>>(file));
 }