--- a
+++ b/Code/Quantum Parallel Architectures Progression/Visualize Quantum Circuits/4Q1L 4RYe kkawchak.ipynb
@@ -0,0 +1,137 @@
+{
+  "cells": [
+    {
+      "cell_type": "code",
+      "execution_count": 19,
+      "metadata": {
+        "id": "D7avgus1L7Ea",
+        "tags": []
+      },
+      "outputs": [],
+      "source": [
+        "# !pip install pennylane --quiet # run once"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 20,
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/",
+          "height": 554
+        },
+        "id": "lcrQHMBnMgTz",
+        "outputId": "1dd1f9c3-3c8a-462b-efbb-972c18ed0e54"
+      },
+      "outputs": [
+        {
+          "output_type": "stream",
+          "name": "stdout",
+          "text": [
+            "(<Figure size 700x500 with 1 Axes>, <Axes: >)\n"
+          ]
+        },
+        {
+          "output_type": "display_data",
+          "data": {
+            "text/plain": [
+              "<Figure size 700x500 with 1 Axes>"
+            ],
+            "image/png": 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\n"
+          },
+          "metadata": {}
+        }
+      ],
+      "source": [
+        "import pennylane as qml\n",
+        "\n",
+        "dev = qml.device(\"default.qubit\", wires=4)\n",
+        "\n",
+        "@qml.qnode(dev)\n",
+        "def circuit(params):\n",
+        "    qml.RY(params[0], wires=0)\n",
+        "    qml.RY(params[0], wires=1)\n",
+        "    qml.RY(params[0], wires=2)\n",
+        "    qml.RY(params[0], wires=3)\n",
+        "    qml.RY(params[0], wires=0)\n",
+        "    qml.RY(params[0], wires=1)\n",
+        "    qml.RY(params[0], wires=2)\n",
+        "    qml.RY(params[0], wires=3)\n",
+        "    qml.RY(params[0], wires=0)\n",
+        "    qml.RY(params[0], wires=1)\n",
+        "    qml.RY(params[0], wires=2)\n",
+        "    qml.RY(params[0], wires=3)\n",
+        "    qml.RY(params[0], wires=0)\n",
+        "    qml.RY(params[0], wires=1)\n",
+        "    qml.RY(params[0], wires=2)\n",
+        "    qml.RY(params[0], wires=3)\n",
+        "    return qml.expval(qml.PauliZ(0)), qml.expval(qml.PauliZ(1)), qml.expval(qml.PauliZ(2)), qml.expval(qml.PauliZ(3))\n",
+        "params =[0]\n",
+        "\n",
+        "print(qml.draw_mpl(circuit, style='sketch')(params))"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 21,
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/",
+          "height": 0
+        },
+        "id": "ovTzqCRW3ot6",
+        "outputId": "d2084e9e-a16b-4123-f7c4-36647314ef1a",
+        "tags": []
+      },
+      "outputs": [
+        {
+          "output_type": "execute_result",
+          "data": {
+            "text/plain": [
+              "{'resources': Resources(num_wires=4, num_gates=16, gate_types=defaultdict(<class 'int'>, {'RY': 16}), gate_sizes=defaultdict(<class 'int'>, {1: 16}), depth=4, shots=Shots(total_shots=None, shot_vector=())),\n",
+              " 'num_observables': 4,\n",
+              " 'num_diagonalizing_gates': 0,\n",
+              " 'num_trainable_params': 0,\n",
+              " 'num_device_wires': 4,\n",
+              " 'device_name': 'default.qubit',\n",
+              " 'expansion_strategy': 'gradient',\n",
+              " 'gradient_options': {},\n",
+              " 'interface': 'auto',\n",
+              " 'diff_method': 'best',\n",
+              " 'gradient_fn': 'backprop'}"
+            ]
+          },
+          "metadata": {},
+          "execution_count": 21
+        }
+      ],
+      "source": [
+        "qml.specs(circuit)(params)"
+      ]
+    }
+  ],
+  "metadata": {
+    "colab": {
+      "provenance": []
+    },
+    "kernelspec": {
+      "display_name": "Python 3 (ipykernel)",
+      "language": "python",
+      "name": "python3"
+    },
+    "language_info": {
+      "codemirror_mode": {
+        "name": "ipython",
+        "version": 3
+      },
+      "file_extension": ".py",
+      "mimetype": "text/x-python",
+      "name": "python",
+      "nbconvert_exporter": "python",
+      "pygments_lexer": "ipython3",
+      "version": "3.10.8"
+    }
+  },
+  "nbformat": 4,
+  "nbformat_minor": 0
+}
\ No newline at end of file