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--- a
+++ b/Code/Quantum Parallel Architectures Progression/Visualize Quantum Circuits/10Q1L 4RYe kkawchak.ipynb
@@ -0,0 +1,161 @@
+{
+  "cells": [
+    {
+      "cell_type": "code",
+      "execution_count": 4,
+      "metadata": {
+        "id": "D7avgus1L7Ea",
+        "tags": []
+      },
+      "outputs": [],
+      "source": [
+        "# !pip install pennylane --quiet # run once"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 5,
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/",
+          "height": 1156
+        },
+        "id": "lcrQHMBnMgTz",
+        "outputId": "09d0db7f-2ff4-440d-de4c-e25f7704ed0f"
+      },
+      "outputs": [
+        {
+          "output_type": "stream",
+          "name": "stdout",
+          "text": [
+            "(<Figure size 700x1100 with 1 Axes>, <Axes: >)\n"
+          ]
+        },
+        {
+          "output_type": "display_data",
+          "data": {
+            "text/plain": [
+              "<Figure size 700x1100 with 1 Axes>"
+            ],
+            "image/png": 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\n"
+          },
+          "metadata": {}
+        }
+      ],
+      "source": [
+        "import pennylane as qml\n",
+        "\n",
+        "dev = qml.device(\"default.qubit\", wires=10)\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=4)\n",
+        "    qml.RY(params[0], wires=5)\n",
+        "    qml.RY(params[0], wires=6)\n",
+        "    qml.RY(params[0], wires=7)\n",
+        "    qml.RY(params[0], wires=8)\n",
+        "    qml.RY(params[0], wires=9)\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=4)\n",
+        "    qml.RY(params[0], wires=5)\n",
+        "    qml.RY(params[0], wires=6)\n",
+        "    qml.RY(params[0], wires=7)\n",
+        "    qml.RY(params[0], wires=8)\n",
+        "    qml.RY(params[0], wires=9)\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=4)\n",
+        "    qml.RY(params[0], wires=5)\n",
+        "    qml.RY(params[0], wires=6)\n",
+        "    qml.RY(params[0], wires=7)\n",
+        "    qml.RY(params[0], wires=8)\n",
+        "    qml.RY(params[0], wires=9)\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=4)\n",
+        "    qml.RY(params[0], wires=5)\n",
+        "    qml.RY(params[0], wires=6)\n",
+        "    qml.RY(params[0], wires=7)\n",
+        "    qml.RY(params[0], wires=8)\n",
+        "    qml.RY(params[0], wires=9)\n",
+        "    return qml.expval(qml.PauliZ(0)), qml.expval(qml.PauliZ(1)), qml.expval(qml.PauliZ(2)), qml.expval(qml.PauliZ(3)), qml.expval(qml.PauliZ(4)), qml.expval(qml.PauliZ(5)), qml.expval(qml.PauliZ(6)), qml.expval(qml.PauliZ(7)), qml.expval(qml.PauliZ(8)), qml.expval(qml.PauliZ(9))\n",
+        "params =[0]\n",
+        "\n",
+        "print(qml.draw_mpl(circuit, style='sketch')(params))"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 6,
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/",
+          "height": 0
+        },
+        "id": "ovTzqCRW3ot6",
+        "outputId": "fbae3ce9-3602-412e-ec44-1b62c232067a",
+        "tags": []
+      },
+      "outputs": [
+        {
+          "output_type": "execute_result",
+          "data": {
+            "text/plain": [
+              "{'resources': Resources(num_wires=10, num_gates=40, gate_types=defaultdict(<class 'int'>, {'RY': 40}), gate_sizes=defaultdict(<class 'int'>, {1: 40}), depth=4, shots=Shots(total_shots=None, shot_vector=())),\n",
+              " 'num_observables': 10,\n",
+              " 'num_diagonalizing_gates': 0,\n",
+              " 'num_trainable_params': 0,\n",
+              " 'num_device_wires': 10,\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": 6
+        }
+      ],
+      "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