diff --git a/activities/1.1-basic-jupyter-notebook.html b/activities/1.1-basic-jupyter-notebook.html new file mode 100644 index 00000000..197284f2 --- /dev/null +++ b/activities/1.1-basic-jupyter-notebook.html @@ -0,0 +1,7682 @@ + + + + + +1.1-basic-jupyter-notebook + + + + + + + + + + + + +
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+ + diff --git a/activities/1.1-basic-jupyter-notebook.ipynb b/activities/1.1-basic-jupyter-notebook.ipynb index dba7f486..1ca2b618 100644 --- a/activities/1.1-basic-jupyter-notebook.ipynb +++ b/activities/1.1-basic-jupyter-notebook.ipynb @@ -39,13 +39,13 @@ "name": "stdout", "output_type": "stream", "text": [ - "Hello, JupyterLab!\n" + "Hello, Afroz!\n" ] } ], "source": [ "# This is a Python code cell\n", - "print('Hello, JupyterLab!')" + "print('Hello, Afroz!')" ] }, { @@ -71,7 +71,7 @@ "2. Add your name below using Markdown syntax:\n", "\n", "### Your Name\n", - "John Doe\n", + "Kazi Afroz Alam\n", "\n", "3. Press **Shift + Enter** to render the Markdown." ] @@ -145,7 +145,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3", + "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, @@ -159,7 +159,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.3" + "version": "3.12.3" } }, "nbformat": 4, diff --git a/activities/1.2-using-matplotlib.ipynb b/activities/1.2-using-matplotlib.ipynb index 628fcd55..0225f9f2 100644 --- a/activities/1.2-using-matplotlib.ipynb +++ b/activities/1.2-using-matplotlib.ipynb @@ -71,7 +71,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -86,19 +86,16 @@ } ], "source": [ - "# Data\n", + "\n", "categories = ['Category A', 'Category B', 'Category C', 'Category D']\n", "values = [4, 7, 3, 6]\n", "\n", - "# Create a bar plot\n", "plt.bar(categories, values)\n", "\n", - "# Labeling the axes and the plot\n", "plt.xlabel('Categories')\n", "plt.ylabel('Values')\n", "plt.title('Bar Plot Example')\n", "\n", - "# Show the plot\n", "plt.show()" ] }, diff --git a/src/1-line-plot.ipynb b/src/1-line-plot.ipynb index eab74494..2ef19e74 100644 --- a/src/1-line-plot.ipynb +++ b/src/1-line-plot.ipynb @@ -9,18 +9,50 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 2, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "# TASK: Create a line plot with x values ranging from 0 to 10 and y values as the square of x.\n", - "# Customize the plot by adding a title, labels for both axes, and a grid." + "# Customize the plot by adding a title, labels for both axes, and a grid.\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "\n", + "# Data\n", + "x = np.linspace(0, 10, 100)\n", + "y = x ** 2\n", + "\n", + "# Plot\n", + "plt.plot(x, y, label='y = x²')\n", + "\n", + "# Customizations\n", + "plt.title('Line Plot of y = x²')\n", + "plt.xlabel('x values')\n", + "plt.ylabel('y values (x squared)')\n", + "plt.grid(True)\n", + "plt.legend()\n", + "\n", + "# Show plot\n", + "plt.show()\n" ] } ], "metadata": { - "language_info": { - "name": "python" + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" } }, "nbformat": 4, diff --git a/src/2-bar-plot.ipynb b/src/2-bar-plot.ipynb index 9d3fb712..34eb48f8 100644 --- a/src/2-bar-plot.ipynb +++ b/src/2-bar-plot.ipynb @@ -11,16 +11,52 @@ "cell_type": "code", "execution_count": null, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "# TASK: Create a bar plot with the following data: categories = ['A', 'B', 'C', 'D'] and values = [5, 7, 3, 9].\n", - "# Use different colors for each bar and add a title to the plot." + "# Use different colors for each bar and add a title to the plot.\n", + "import matplotlib.pyplot as plt\n", + "\n", + "categories = ['A', 'B', 'C', 'D']\n", + "values = [5, 7, 3, 9]\n", + "colors = ['red', 'blue', 'green', 'orange'] \n", + "\n", + "plt.bar(categories, values, color=colors)\n", + "\n", + "plt.title('Bar Plot of Categories')\n", + "\n", + "plt.show()\n" ] } ], "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, "language_info": { - "name": "python" + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.3" } }, "nbformat": 4, diff --git a/src/3-scatter-plot.ipynb b/src/3-scatter-plot.ipynb index 9bed601f..bf749b7f 100644 --- a/src/3-scatter-plot.ipynb +++ b/src/3-scatter-plot.ipynb @@ -11,16 +11,59 @@ "cell_type": "code", "execution_count": null, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "# TASK: Create a scatter plot with x = [1, 2, 3, 4, 5] and y = [2, 4, 6, 8, 10].\n", - "# Annotate each point with its (x, y) value, and set the title as 'Scatter Plot with Annotations'." + "# Annotate each point with its (x, y) value, and set the title as 'Scatter Plot with Annotations'.\n", + "\n", + "import matplotlib.pyplot as plt\n", + "\n", + "\n", + "x = [1, 2, 3, 4, 5]\n", + "y = [2, 4, 6, 8, 10]\n", + "\n", + "\n", + "plt.scatter(x, y)\n", + "\n", + "\n", + "for i in range(len(x)):\n", + " plt.annotate(f'({x[i]}, {y[i]})', (x[i], y[i]), textcoords=\"offset points\", xytext=(0, 5), ha='center')\n", + "\n", + "\n", + "plt.title('Scatter Plot with Annotations')\n", + "\n", + "plt.show()\n" ] } ], "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, "language_info": { - "name": "python" + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.3" } }, "nbformat": 4, diff --git a/src/4-pie-chart.ipynb b/src/4-pie-chart.ipynb index eedc5b94..13019f08 100644 --- a/src/4-pie-chart.ipynb +++ b/src/4-pie-chart.ipynb @@ -9,18 +9,56 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 3, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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quhzXlKenJ0JDQ/HHH39oFY4bN27g8OHDGDhwYKVtnsxZ8XtR8ftjZ2cHFxcXnDp1Smu96rxfdfFeA9AU06o+UADl2V1cXPD999/j5MmTZt8aAqhFVGeGDBmCHj164LPPPkN8fDxatGiBw4cPY8+ePZgzZw6Cg4MBAK1bt8bLL7+M5cuXIzs7W9N9+969ewCe/+kKKP9l7Nq1KxYvXgyFQgFvb28cPny41p/sDI27uzveeecdLFu2DEOHDkX//v0RFRWFAwcOwMXFpdrn2C9fvoyvv/660vLu3bujU6dOcHR0xKRJkzB79mxwHIf169fX6vTgG2+8gVWrVmHs2LF455134OnpiY0bN2q66j6ee9q0adi+fTv69++PUaNGITY2Fhs2bND8vFQYPHgwdu7ciREjRmDQoEGIi4vDL7/8giZNmqCoqEiz3vDhw9GuXTvMnTsXMTExaNSoEf7++2/k5ORUOvbq1avx0ksvoVmzZnj99dcRFBSE9PR0nDt3DsnJyYiKinrh16DCkiVLMGDAAHTs2BFTp07VdN+2t7evcsxPXFyc5r0+d+4cNmzYgNdeew0tWrTQes0WLVqEadOmoU2bNjh16pTm9+dZ6uK9Bso/TDg4OOCXX36Bra0tpFIp2rdvr2nZicVijBkzBqtWrYJQKHzqwHizwqCnnlGo6Op56dKlZ643adIkXiqVVvlYYWEh/+677/JeXl68WCzm69evzy9ZskSrizLP83xxcTE/c+ZM3snJibexseGHDx/O3717lweg1Z26oktrZmZmpWMlJyfzI0aM4B0cHHh7e3v+1Vdf5VNSUp7aBfzJfTzteXTr1o1v2rSp5vuK7tvbtm3TWu9pr1dVx3ta9+0nt6041uPdWpVKJf/FF1/wHh4evLW1Nd+zZ0/+9u3bvLOzMz9jxoxK+Z8E4Kn/vvrqK57nef7MmTN8hw4deGtra97Ly4v/8MMP+UOHDlXK8uRrU2HSpEmVuqzfv3+fHzRoEG9tbc27urryc+fO1XStPn/+vNa6y5Yt4729vXlLS0u+c+fO/OXLlyt1EVar1fy3337L+/v785aWlnzLli35vXv3VnnszMxM/rXXXuNtbW15e3t7PiwsjD9z5gwPgN+8ebPWurGxsfzEiRN5Dw8PXiwW897e3vzgwYP57du3V+u1fV7XeJ7n+SNHjvCdO3fmra2teTs7O37IkCH8rVu3tNap+Lm5desW/8orr/C2tra8o6MjP2vWLL60tFRr3ZKSEn7q1Km8vb09b2try48aNYrPyMioVvft2r7XFY89/t7wPM/v2bOHb9KkCS8Siarsyn3x4kUeAN+3b9/nvl7mgAqRgbp69SoPgN+wYQPrKAYvNze3yjFbhu6HH37gAWjGpOnTrl27eAD86dOn9X7s6njWhy5TEBkZWWkMmjmja0QGoLS0tNKy5cuXQyAQVJrRwNw97bUCYNBT8T+ZWyaTYc2aNahfv/5zu0Tr+tgqlQorV66EnZ0dWrVqVafHJlX79ddfYWNjg5EjR7KOYhDoGpEBWLx4Ma5cuYIePXpAJBLhwIEDOHDgAKZPn15pXI6527JlC8LDwzFw4EDY2Njg9OnT+Ouvv9C3b1907tyZdbynGjlyJPz8/BAaGor8/Hxs2LABd+7cwcaNG+v82G+//TZKS0vRsWNHlJWVYefOnTh79iy+/fZbnXRJJtX3zz//4NatW1i7di1mzZpldBMW1xnWTTLC84cPH+Y7d+7MOzo68mKxmA8ODuYXLFjAKxQK1tEMzpUrV/hevXrxzs7OvFgs5n18fPh33nmHLywsZB3tmX744Qe+adOmvFQq5a2srPhWrVpVuj5TVzZu3Mi3atWKt7Oz4y0sLPgmTZrwK1eu1MuxX5Spnprz9/fnrays+GHDhvEFBQWs4xgMjuf1OFqQEEIIeQJdIyKEEMIUFSJCCCFMUSEihBDCFBUiQgghTFEhIoQQwhQVIkIIIUxRISKEEMIUFSJCCCFMUSEihBDCFBUiQgghTFEhIoQQwhQVIkIIIUxRISKEEMIUFSJCCCFMUSEihBDCFBUiQgghTFEhIoQQwhQVIkIIIUxRISKEEMIUFSJCCCFMUSEihBDCFBUiQgghTFEhIoQQwhQVIkIIIUxRISKEEMIUFSJCCCFMUSEihBDCFBUiQgghTFEhIoQQwhQVIkIIIUxRISKEEMIUFSJCCCFMUSEihBDCFBUiQgghTFEhIoQQwhQVIkIIIUxRISKEkFqKj48Hx3GIjIxkHcUoUSEihDATFhaG4cOH6/WYu3btQocOHWBvbw9bW1s0bdoUc+bMqdU+fX19kZqaipCQkGpvEx4eDgcHh1od11SIWAcghBB9OXr0KEaPHo1vvvkGQ4cOBcdxuHXrFv79998X3qdcLoeFhQU8PDx0mNS8UCEi5BkKZQrkFiuQUyJHTnEZcooVyC2WI6dEjlK5Ckq1Gio1oFbzUKp51FflY2jkPoATAEIBOIEAnNgCAltbCG1tILC1e/jVFgIbGwhtbSGwtYPI2QmcyLx/HQ8ePIivv/4aN27cgFAoRMeOHfHjjz8iODgYANCpUyd06dIF33//vWabzMxMeHl54ejRo+jatSvWr1+PH3/8EXfv3oVUKkXPnj2xfPlyuLm5AQD++ecfdO7cGR988IFmHw0aNKjUKvvnn3+wcOFCXL9+HTY2NujSpQt27doFAAgICMDUqVMRHR2N3bt3Y+TIkViwYAECAwNx9epVhIaG4sSJE+jRowf27t2LTz75BPfu3UNoaCh+++03hISE4MSJE5g8eTIAgOM4AMD8+fOxYMGCunp5DZp5/+QTs1YqVyE2swgxGUWIzSxCfHYJsovKkFMsR26JHLnFCshV6hrtc5A4B932/F3zMAIBRK6uEHt6QuzlBbGXJ0Sa/3tB7O0NoY1NzfdrRIqLi/Hee++hefPmKCoqwrx58zBixAhERkZCIBBg3LhxWLx4MRYtWqT5471lyxZ4eXmhS5cuAACFQoGvvvoKDRs2REZGBt577z2EhYVh//79AAAPDw9s2rQJN27ceOpptH379mHEiBH47LPP8Oeff0Iul2u2r7B06VLMmzcP8+fPf+Zz+uCDD/Djjz/Cw8MDn376KYYMGYJ79+6hU6dOWL58OebNm4e7d+8CAGxM/P19Fo7neZ51CELqUnZR2cNiU4yYjCLEZBYhNqMIKfml0PVP/yBxDmZt+1a3O31I5OkJqwYNYNmwISwbNIBVwwawCAw06pZUWFgY8vLysHv37kqPZWVlwdXVFdevX0dISIim9XPs2DFN4enUqRO6du2KRYsWVbn/y5cvo23btigsLISNjQ2Ki4sxatQo7N+/H/7+/ujQoQP69u2LcePGwdLSUrPPoKAgbNiwocp9BgQEoGXLlpoWElDeWaGqFtHmzZsxevRoAEBOTg58fHwQHh6OUaNGITw8HHPmzEFeXl4tXkHTYLw/wYRUQaZQISIxF5ficnEpPgc3U/KRW6JgHUsnlKmpKEpNRdHJk5plnIUFLIKDYdWgAayaNYOkTWtYNmgATmB8/ZCio6Mxb948XLhwAVlZWVCry1ujiYmJCAkJgaurK/r27YuNGzeiS5cuiIuLw7lz57BmzRrNPq5cuYIFCxYgKioKubm5Wvto0qQJpFIp9u3bh9jYWBw/fhznz5/H3Llz8eOPP+LcuXOQSCSIjIzE66+//sysbdq0qdZz6tixo+b/Tk5OaNiwIW7fvl3Tl8bkUSEiRq1ApsCV+FxciMvBxbhs3HhQUOPTacaMl8tRdvs2ym7fRv6ePQAAgZ0dJC1bwrpNa0jatIF1SAg4sZhx0ucbMmQI/P398euvv8LLywtqtRohISGQy+WadcaNG4fZs2dj5cqV2LRpE5o1a4ZmzZoBKD+1169fP/Tr1w8bN26Eq6srEhMT0a9fP619AEBwcDCCg4Mxbdo0fPbZZ2jQoAG2bNmCyZMnw9ra+rlZpVKpbp+8maNCRIxKTrEc5+9n42JcDi7G5eBOWgHUdHJZi7qgAEUnT2paTpyVFaybN4ekXTvYdOsGq5CmmmsshiI7Oxt3797Fr7/+qjntdvr06UrrDRs2DNOnT8fBgwexadMmTJw4UfPYnTt3kJ2djUWLFsHX1xdA+am55wkICIBEIkFxcTEAoHnz5jh69KimM0FtnD9/Hn5+fgCA3Nxc3Lt3D40bNwYAWFhYQKVS1foYpoAKETF4afkyHLyRigM30nApPocKTw3xMhlKLl5EycWLyFq1CiI3N9h07w6bnj0g7dgRgofXRlhydHSEs7Mz1q5dC09PTyQmJuLjjz+utJ5UKsXw4cPxxRdf4Pbt2xg7dqzmMT8/P1hYWGDlypWYMWMGbty4ga+++kpr+wULFqCkpAQDBw6Ev78/8vLysGLFCigUCvTp0wdAee+1Xr16ITg4GGPGjIFSqcT+/fvx0Ucf1fh5LVy4EM7OznB3d8dnn30GFxcXTQ+9gIAAFBUV4ejRo2jRogUkEgkkEkmNj2EKjO9EMjELSTklWHsqFiN+OoOOi45iwT+3cCGOipAuKDMykLd1K5JnvIl7HTshaeYs5O3YAWV2tt6zqNVqiEQiCAQCbN68GVeuXEFISAjeffddLFmypMptxo0bh6ioKHTp0kXT2gAAV1dXhIeHY9u2bWjSpAkWLVqEpUuXam3brVs33L9/HxMnTkSjRo0wYMAApKWl4fDhw2jYsCEAoHv37ti2bRv+/vtvhIaGomfPnrh48eILPb9FixbhnXfeQevWrZGWloZ//vkHFhYWAMo7RcyYMQOjR4+Gq6srFi9e/ELHMAXUa44YjNjMIhy8kYYDN1Jx40EB6zgvpC57zdU5gQDSDu1hP2wYbPv0gUAPn8779++PevXqYdWqVXV+LH2q6DWXm5tLsydUA52aI0xlFMqw9VIS/o5Kwb30ItZxzJtajeKz51B89hwEXy6Ebd++sB8+DJL27XV+TSk3NxdnzpzBiRMnMGPGDJ3umxgfKkSEiXOx2dhwPgGHb6VBoaJGuaFRl5Qgf/du5O/eDZGXJ+yHDIX98GGwDAzUyf6nTJmCS5cuYe7cuRg2bJhO9kmMF52aI3pTKFNgZ8QDbDifgOgM02z9GPWpuWqQtGsHp4kTYNOzp1GOVSKGiVpEpM7dTi3An+cS8HfkAxTLqbuqMavofSf29YXT+HGwf/kVCG1oTA2pHWoRkTqhUKmx/3oq1p9LwOWEXNZx9MbUW0RPEtjYwH7kCDhNmACLh2N3CKkpKkREp5QqNbZfScbKYzF4kFfKOo7emVsh0hAIYNOjB1xenwbr0FDWaYiRoVNzRCdUah47I8oLUGJOCes4RN/UahQdPYqio0ch7dwZLjNnQtKqJetUxEhQISK1olbz+DsqBSuORuN+VjHrOMQAFJ85g+IzZyDt1BGus2dTC4k8FxUi8kJ4nse+66lYfiQaMSbaA47UTsWYJJsePeA65x1YPZy5gJAnUSEiNcLzPA7dTMPyI9G4k1bIOg4xAkXHj6PoxAnYDRwIt/fehdjbm3UkYmCoEJFqu56cj8/33EBUUh7rKMTY8DwK9u1D4dGjcJ46Fc6vT4PAyop1KmIgaEQaea4CmQLz9tzAsNWnqQiRWuFlMmStXo37Aweh4NBh1nGIgaBCRJ5pT+QD9Fp2En+eS6CZr4nOKFJS8OCdd5AweTLKYmJYxyGM0ak5UqXYzCLM23MDZ2L0f2sAYj5Kzp3H/eEj4Dh2LFxnvw2hrS3rSIQBahERLTKFCssO38WA5f9RESL6oVQid/163B80GIUnTrBOQxigQkQ0jt/NQN8fTmHlsRjIVWrWcYiZUWZkIHnGm0j5+BOoCozzflTkxVAhIsgvUeDtv65i8rpLNCsCYS5/927cHzIURSdPso5C9IQKkZk7G5uF/j+ewj9RKayjEKKhTE9H0hszkPLpZ1AV0ng1U0eFyEzJlWp8u/82xv12Aan5MtZxCKlS/s6d5a2j/06zjkLqEBUiMxSTUYThq89g7an7oLnXiaFTpqUhafp0ZCz7P/Aqup+VKaJCZGZ2XEnG0FWncSuVLgYTI8LzyP71VyROCoMiPYN1GqJjVIjMRKlchfe3RWHutiiU0F1SiZEquXwZcSNHovjsWdZRiA5RITID0emFGLrqNLZfSWYdhZBaU2VnI3Ha68hcuQq8moYZmAIqRCbu8M00DFt9BtF0qwZiStRqZK1ejaRp06DMpoHXxo4KkQn79dR9zNhwhU7FEZNVfPYc4l55FbK7d1lHIbVAhcgEKVVqfLbrOr7Zf5smKiUmT5maioTXxqHo1CnWUcgLokJkYgplCkwOv4SNFxJZRyFEb9TFxUh68y3kbNzIOgp5AVSITEhybgle+fkc/ovOYh2FEP1TqZD+1ddI++Zb6sRgZKgQmYjIpDwMX30Wd9NpOhRi3nLXr0fyWzOhLi5mHYVUExUiE7D/eirGrD2HrKIy1lEIMQhFJ04gfvwEKDJo8KsxoEJk5NaeisXMTRGQKehUBCGPK7t9GwkTJkCRQhP6GjoqREZs5dFofLv/Ds0XR8hTKBISkTB+AuSJ1HnHkFEhMlIrj0Zj2b/3WMcgxOApUlKQMH4CymJjWUchT0GFyAitOkZFiJCaUGZkIGHCRMju3GEdhVSBCpGRWXUsGksPUxEipKZUOTlImBSG0uvXWUchT6BCZESoCBFSO+r8fCROnoKSiKuso5DHUCEyEquPx1ARIkQH1EVFSHrjDTpNZ0CoEBmB1cdjsOQQTepIiK6oCwuROO11yBMSWEchoEJk8KgIEVI3VFlZSJw6je74agCoEBmwrZeSqAgRUocUyclImjYNqvx81lHMGhUiA3U2Jguf7abePYTUtbLoaCS9MQPq0lLWUcwWFSIDFJNRhBkbrkChoikTCNGH0shIJL89G7xCwTqKWaJCZGByiuWYEn4JBTIl6yiEmJXi06eROm8+6xhmiQqRASlTqjD9z8tIzClhHYUQs5S/axeyw8NZxzA7VIgMyAfbruFyQi7rGISYtYwlS1F0+gzrGGaFCpGB+L9/7+HvKJqunhDmVCo8eO89lMXFsU5iNqgQGYCdEclYcTSadQxCyEPqggIkvzUTqkK647E+UCFi7HJ8Dj7eQd20CTE08rg4PHhvLniVinUUk0eFiKG8Ejne/usq5Cq6uyohhqj4v/+QsXQZ6xgmjwoRQx9uv4bUfBnrGISQZ8hZtw4F//7LOoZJo0LEyPpz8Th8K511DEJINaR+9jkUDx6wjmGyqBAxcDetEF/vu806BiGkmtQFBeXXi5Q00LwuUCHSM5lChbf/ikCZkq4LEWJMZOmp+Of0/1jHMEki1gHMzcK9t3AvvYh1DEJIDZS81AIfd0pARuJqeKa1RFuPtqwjmRRqEenRwRup2HQhkXUMQkg1cVZWuDypDcK63ESasAhqXo1PT3+KAnkB62gmhVpEepKSV4qPaLwQeQGXS0rwv5xs3JSVIVOlxAovb/S2tdU8/mlqCnYXaP9hfEkixVpf32fud1NuLv6Xk40slQoNLS3xmZs7mltbax7/PiMdu/LzIREI8K6rK4bY2WseO1hYgL/z8/GTz7OPYdSC/fF/Qzmcs4rUWpxWnIavz32Nxd0Ws8llgqgQ6YFKzWPO5kjkl9IU86TmStRqNLS0wkh7B8xOqbrn1ktSKb7x8NR8b8Fxz9zngYICfJ+Zgfnu7mhuZY31uTmYnpyEfYFBcBaJcLyoEHsLCvCbry8S5Ap8npaKlyRSOIpEKFSp8GNmJn739dPp8zQkmQPa4KMWt1DEyat8/ED8AXTx6YIhwUP0nMw00ak5PVh3Jg4X43NYxyBGqquNDd5xddVqBT3JguPgKhJp/tkLhc/cZ3huDl61t8dIewfUs7TEfHcPWAkE2PnwTqX3y+RoJ5EgxMoag+zsYCMQIPnhvXqWZmZijIMjvMRi3T1JA8E52OPAGy0wMzTyqUWowncXv0NWaZaekpk2KkR1LDW/FD/8e491DGLiLpWU4KWYaAy8fx9fpqUh7xnT0sh5HrdkMnSQSDXLBByHjhIJImXldyltaGWJGzIZ8lUq3JTJION5+FlY4EpJCW6XyTDe0bHOn5O+KUMb49PXrbDO6Wa11i+UF2LZZZp1QRfo1FwdW/jPLRTLaa4qUndektqgt60tfMRiJMoVWJ6ViTeSk7DJzx/CKk7R5amUUAFwEWn/+jsLRbgvL9Hsc4hdKUYlxMOKE+A7D09YCwRYmJ6Obz09sTkvDxtzc+EoFGKBhwfqW1rq46nWDaEQsSNb4/N6V6FCze6KvPf+XoysP5J60dUSFaI6dPxuBg7cSGMdg5i4gXZ2mv83sLRCQ0tL9Iu7j4slJegolT5jy2eb5eKKWS6umu9XZ2Who1QCEYBfsrOwJyAQJ4qL8ElqCrYHBNbmKTDDeboj/BVH7LOJeOF9fH3+a2wfuh1igemdqtQXOjVXR2QKFebvqV4TnxBd8rWwgKNQiERF1dc4HIQiCAFkPTFLQLZKWamVVOF+WRn+KcjH2y6uuFhagjYSCZxEIvS3tcOtsjIUq42v1V/cJRQzJ8qwzyamVvu5n38ff9z8Q0epzBMVojqy+ngM3fKbMJGmUCBPpYLrU4qKBcehiZUVzpcUa5apeR7nS0oQamVdaX2e57EgPQ0fublBKhBAzQNKvvwUVsVXVc3OaDHFWVvh0qQ2mPzSDWQIip+/QTWsiVqDB0U0F92LokJUB2Izi7Dm5H3WMYiJKFarcVsmw21Z+UztDxQK3JbJkKJQoFitxpKMDESVluKBQo5zxcWY9SAZfmIxXnqsM8LkpERszH10G/owRydsz8/H7vx8xJaV4cv0dJSq1Rhhb1/p+Nvz8+EkFKGHTXmvvZbW1rhQUoKo0lL8kZuDYAsL2D2nl57BqBeApW+6Y4lXpE53K1PJsOjCIp3u05zQNaI68MXuG3SPIaIzN2WlCEtK0nz/fWYGAGC4nR3muXvgXlkZ9hTko0ClgptIhM5SKd52cYWF4NHnzCS5HLmqR6fiBtjZIUelwsqsTGSpVGhkaYk1Pr6VTs1lKZVYk52FTf7+mmXNra0R5uiEGclJcBaJ8O1j45cMWcagtvgw5AZKBHUznu9E8gkcSzyGnn4962T/pozjed6IGtWGb0/kA7yzOZJ1DMLIIHEOZm37lnUM8hjOwR57xwTgD8e6v2brKfXE7mG7IRFL6vxYpoROzelQgUxBt3cgxIAoWzbGp9Os9FKEACC1OBW/XPtFL8cyJVSIdGjtyfvILCxjHYMQIhIhelQ7TOgfg2hxtl4PveHWBqQUpej1mMaOCpGO5BbLEX42nnUMQswe5+WBdW8F47PgiBoPUNUFhVqBtdfW6v24xowKkY78cioWRWV090ZCWCru2hIzx8twQBrLNMeemD1IKkx6/ooEABUincgqKsP6cwmsYxBitjhrK1wIa4PJna8jQ8j+xpNKXok1UWtYxzAaVIh04OcTsSih+eQIYaN+IBa/6YZlnpGsk2jZe38vEgroA2p1UCGqpYwCGTacpx82QlhIH9QWYSPTcMnS8DoHqHgVfo76mXUMo0CFqJZWH49BmZIGrxKiT5yjA/55sznebn61zgao6sKBuAO4n0ezrDwPFaJaSMkrxV+X6IIkIfqkbNUEH0+zwHqHW6yjPJeaV+OnqJ9YxzB4VIhqYdXxGMipNUSIfohEuDu6HSb0i0asyHjueHw4/jCic6NZxzBoVIheUFJOCbZdptYQIfrAeXngf28F44sgNmODaoMHj58iqVX0LFSIXtCaU7FQGNPc94QYqaJuLfHmhFIcZDw2qDaOJh6lVtEzUCF6AUVlSuyKoHuPEFKXOGtrnJ3cGlM6XUeWju4bxAoPHlvubmEdw2BRIXoBOyOSUUzjhgipOw0C8f2brljuEcU6ic7svb8XxQrjLqh1hQrRC6BZFAipIxyHtMFtMXFkKi4b4Nig2ihWFOOf2H9YxzBIVIhq6FxsNqIz2E8hQoip4ZwcsWdGCGY3uwoZZ5rzNtLpuapRIaohmkWBEN1TtG6Cj6aKsNHBtO/nFZMXg8tpl1nHMDjMC1FYWBiGDx/OOka1ZBTIcPhWGusYhJgOkQh3xrTD+D73cF+UyzqNXlCrqLIaFaKwsDBwHAeO42BhYYF69eph4cKFUCqf34yOj48Hx3GIjIx80azM/XUxibpsE6IjnI8XfnsrCPMCI8BzrNPoz5HEI8gqzWIdw6DUuEXUv39/pKamIjo6GnPnzsWCBQuwZMmSushmUJQqNf66mMg6BiEmobBHS8wYV4TDUvObh02pVmJn9E7WMQxKjQuRpaUlPDw84O/vjzfffBO9e/fG1q1bYWdnh+3bt2utu3v3bkilUhQWFiIwMBAA0LJlS3Ach+7du2utu3TpUnh6esLZ2RkzZ86EQvFoIsPc3FxMnDgRjo6OkEgkGDBgAKKjHw0OCw8Ph4ODAw4dOoTGjRvDxsZGUzB15d9b6UgrkOlsf4SYI04iwZnJrTG1w3VkC0pYx2Fm+73tUKlpCEiFWl8jsra2hkAgwJgxY7Bu3Tqtx9atW4dXXnkFtra2uHjxIgDgyJEjSE1Nxc6djz4RHD9+HLGxsTh+/Dj++OMPhIeHIzw8XPN4WFgYLl++jL///hvnzp0Dz/MYOHCgVrEqKSnB0qVLsX79epw6dQqJiYl4//33a/v0NDZcoE4KhNQG3zAIi950xo8mNDboRaUWp+Jk8knWMQzGCxcinudx5MgRHDp0CD179sS0adNw6NAhTSskIyMD+/fvx5QpUwAArq6uAABnZ2d4eHjAyclJsy9HR0esWrUKjRo1wuDBgzFo0CAcPXoUABAdHY2///4bv/32G7p06YIWLVpg48aNePDgAXbv3q3Zh0KhwC+//II2bdqgVatWmDVrlmYftfUgrxRnY7N1si9CzA7HIXVIW0wakYIrFro7S2Hs/o79m3UEg1HjQrR3717Y2NjAysoKAwYMwOjRo7FgwQK0a9cOTZs2xR9//AEA2LBhA/z9/dG1a9fn7rNp06YQCoWa7z09PZGRkQEAuH37NkQiEdq3b6953NnZGQ0bNsTt24+6ekokEgQHB1e5j9rady0FPPVRIKTGOGcn7HozBO+EmO7YoBd15sEZlCjM9/Tk42pciHr06IHIyEhER0ejtLQUf/zxB6RSKQBg2rRpmlNq69atw+TJk8Fxz+8OIxaLtb7nOA5qdc1ur1DVPngdVY+91+hTHCE1pWjTFB9MEeAve9MeG/SiZCoZ/nvwH+sYBqHGhUgqlaJevXrw8/ODSCTSemz8+PFISEjAihUrcOvWLUyaNEnzmIWFBQBAparZBbrGjRtDqVTiwoULmmXZ2dm4e/cumjRpUtP4NZaQXYxryfl1fhxCTIZIhNtj2mF877uIF+WxTmPQjiQcYR3BIOh0QKujoyNGjhyJDz74AH379oWPj4/mMTc3N1hbW+PgwYNIT09Hfn71/rjXr18fw4YNw+uvv47Tp08jKioK48ePh7e3N4YNG6bL+FWi1hAh1cf5emHtzEDMN7OxQS/qVPIplKnKWMdgTuczK0ydOhVyuVzTSaGCSCTCihUrsGbNGnh5edWoiKxbtw6tW7fG4MGD0bFjR/A8j/3791c6HVcX9lEhIqRaCnq2wvTXCnFEEsc6itEoUZbg7IOzrGMwx/G6upDy0Pr16/Huu+8iJSVFczrOWCXllKDL4uOsYxAjMkicg1nbvmUdQ684qRSnxjTCSjfqlv0ihgQNwbddzOtn5kmi569SPSUlJUhNTcWiRYvwxhtvGH0RAsoHsRJCno5vHIxvB5Yh0oKK0Is6kXwCCrUCYkHdn+ExVDo7Nbd48WI0atQIHh4e+OSTT3S1W6aoEBHyFByHlGHtMHFYMiItaCLg2iiUF+JC6oXnr2jCdFaIFixYAIVCgaNHj8LGxkZXu2Umv0SBS/E5rGMQYnAELk7Y+WZTzGkSgTKOpqnRBXPvPcf8NhCG6uiddCjVNIqVkMfJ24Zg7mQBNtvfYR3FpBxLPGbWc89RIXqKU/cyWUcgxHCIxbj5WltM6HUHCTQ2SOdyy3JxI/sG6xjM6Kyzgqm5GEen5QgBAM7XGz+PtMYxyVXWUUxaRHoEWri2YB2DCWoRVSEppwQp+XTLB0Lye7XC9NcKcEwSzzqKybuSfoV1BGaoRVQF6qRAzB1nI8WJ0Q2x2u0a6yhm42rGVfA8X635OU0NFaIqUCEi5oxvXA9fDyzFNQsqQvpUIC/Avdx7aOjUkHUUvaNTc1W4QNeHiDniOCQPa4uJw5JwzYLG0LEQkRHBOgITVIiekFVUhvuZxaxjEKJXAhdnbH+rKd5rcpXGBjFkrteJ6NTcEy7TaTliZsraheCz7mlIFNLYINYi0s2zRUSF6AnGdFou//w25J38A7ath8Kp93QAAK+UI+fY7yi5fQq8SgHrwFZw6vsmhFLHp+6H53nkn96IoqhDUJcVw9K7MZz6vgWxk/fDfSqQfXAFSqLPQyh1hFPft2AdEPoox4UdUBVkwqnPjDp9vkTHxGLceDUUX/ldpVs2GIjM0kwkFiTCz86PdRS9olNzTzCWjgplqfdQGHkQYtcAreU5R39FacxFuAz/GO6vLYKyKBuZu549s2/BhR0ouPIPnPrNhMeEZeDEVsjYOg+8Ug4AKIw6CHlaDDzGL4VNi/7I+meJ5u63irw0FEUdgkPXiXXyPEnd4Px98PNMfyz0pyJkaMzx9BwVoscUyhS4nVrIOsZzqeWlyPpnKZz7vw2B1aN5/dRlxSi69i8ce06FtX8LWHrUg8vAOSh7cBtlD6o+7cLzPAov74F9x9GQ1O8AC7dAuAx+D8qiHJTcOwcAUGQnwbpee1i4+sO21SCoS/KhLi0AAOQc/gmO3cMgsJTU/RMnOpHXuzWmjcnDcet41lFIFcyxwwIVosdEJeVDZQTzy+X8+zOsg9tqnR4DgLK0GECt1FoudvaF0M4VZSlVFyJlfjpUxbla2wgspbD0aqjZxsItEGXJt6BWlEEWFwGhjRME1nYounkcnMgCkgaddP0USR3gbKQ4Ma0VpreNQr6ABmwbqqhM87ulBl0jesy9dMNvDRXfOgl5Wiw8J/1Q6TF1cS4gFGm1kgBAKHWAqji3yv2pisqXC6QO2ttIHKAqzgMA2DTrA3lGPFJ+fwtCazu4DPsIalkR8k9vhPvY75B7aj1Kbp+CyMEDzgPfgcjWpfZPlOiUuml9fNO/GNdpbJDBSypIMrv7E1EhekxsZhHrCM+kLMhEztFf4T76K3Ai/d14kBOK4Nz3Ta1lWfuWw7b1EMjT76M0+hw8J69EwYUdyD2yFq4jPtVbNvIcAgGShrbBJ42iIKdu2UZBySuRVJCEIIcg1lH0hgrRY2IyDLsQydNioC7JQ2r4O48W8mqUJd1EYcReuI1aCKiUUMuKtFpFquK8p/aaE9qUL1cX5wE2To+2KcmDhVtgldvIEq5BkZ0A5wFvI/f4/2Ad1AYCCytIGr2E9E17a/9EiU5wri7YMsod2+3M75qDsbuff58KkbmKNfCBrFb+LeA5ZZXWsuz9P0Ls7AO79i9DZOcKCEQoTYiCtGFnAIAiOxmqgkxYejWqcp8ie3cIpY6QJUTCwr38B19dVoKylLuwDR1QaX1eKUfOvz/DZcj74ARCgFeDVz98UK0Cr/mGsFTWoRk+6ZKCZNFd1lHIC4jLj2MdQa+oED2UX6JAVlEZ6xjPJLCUwOKJ7tqc2BICK1vNcpvmfZB77DcIrWzBWUqQ++8vsPRqBEvvR4Xowa8z4NhtIiQNOoHjONi2GYb8s1sgcvSGyMEdef9tgMjGCZIGHStlyDu7GdZBbWDhHgwAsPRugtwT/4NNs94ojNgLK+/Gdfb8yfNxFhaIerUFvvajWzYYs/v591lH0CsqRA/FGPj1oepy6vU6cjgBMnd/C16lgFVgKzj3eUtrHWVOMtRlJZrv7dq/DF4hQ/ahlVDLimHl0wRuoxZWug4lz4xHyZ3/4Bm2UrNM0qgzZEnXkbbxI4idveEy5IO6fYLkqbgAH6wabomT1lSEjJ25FSKOrxiZaOa2Xk7Ch9upRxGpnUHiHMza9uwBxHUht09rfNj6LvI56pZtCiQiCc6/dt5sbglBLaKHYg28owIhVeFsbXB0TH384mJ+Y09MWYmyBOkl6fCQerCOohdUiB4y9K7bhDxJ3bQ+vh5Qghvi66yjkDpwP+++2RQimlnhIUPvuk2IhkCAxBHtMHFIIm6I6b5BpiquwHx6zlGLCIBcqUZSbinrGIQ8F+fmgr9GuWGnLY0NMnX388ynwwIVIgAZhTKjmGOOmDdZx+b4pEsyHgjvsY5C9CCjNIN1BL2hQgQgt1jBOgIhT8VZWuLqq83xrS91yzYnebI81hH0hgoRgJwSOesIhFSJC/DFihFi/GdFRcjc5JXlsY6gN1SIAOQWUyEihienb2t81IrGBpmr3LKqZ8w3RVSIAORQISIGhLO1xb9jgrGWxgaZtYKyAqjUKggFQtZR6hwVIgC5dGqOGAh1swZY2K8Qt8Q3WEchjPHgkVeWB2drZ9ZR6hwVIlCLiBgAgQDxI9rg0/qRUHI0gzkpR4XIjFCLiLDEubti06uu2EVjg8gTcmXmcZ2IChGoRUTYKe3UHB+/lIRUGhtEqmAuHRaoEIHGERH94ywtETGqOb7zoW7Z5OmoRWRGaBwR0asgPywfJsQZGhtEnsNcxhJRIQJQUEotIqIf2f3a4MPQ2ygUGPbdgIlhKCgrYB1BL6gQAaBbA5K6xtnZ4dCYIPzmHMk6it5l7s1EwZUClKWWgRNzkNSTwGOUByw9LTXrqOVqpG1OQ/6FfPBKHjYhNvCa6AWR/dP/RPE8j4xdGcg9mQtViQqS+hJ4TfSCpUf5ftUKNR787wEKrxZCZC+C10Qv2DS1eZRrfyYU2Qp4TfCquydfSypepZP9pKWl4ZtvvsG+ffvw4MEDuLm5ITQ0FHPmzEGvXr10cozaoNtAEFLHVM0b4ovpEvzmbJ5jg4rvFMOppxOCvghCwAcB4FU84pfGQ132qJt62l9pKIwshO9MXwR+EghFngKJKxOfud+s/VnI/jcbXpO8EDwvGAJLAeKXxUMtL99v7olcyBJkCPoiCE7dnZD0SxIqbkgtz5Qj92Qu3F9xr7snrgNKtbLW+4iPj0fr1q1x7NgxLFmyBNevX8fBgwfRo0cPzJw5s8ptOI5DfHx8tfYfHh6O7t271yojtYgIqStCIeKGt8ZnZj42KOD9AK3vfab54M7sOyiNL4W0oRSqEhVyT+XCZ4YPbJqUt1h8pvog+tNolMSUQFJPUmmfPM8j+3A23Ia6wa6VXfk2r5fvtyCiAA4dHFCWWgbbUFtYeVvBwtUCaVvSoCpUQWQnQsofKfAY5QGhtWHPWqDma/9z89Zbb4HjOFy8eBFSqVSzvGnTppgyZUqt968L1CIipA5w7m7Y8GYDfNQgwqyLUFVUpeWnm4TS8iJQGl8KXsVrihAAWHpZQuwsRklsSZX7UGQqoMxXQtrk0R9WoUQI62BrlMaW31vMytcKJdElUMvVKLpeBJGDCEJbIfLO5oETc7BrbVdXT1FnantqLicnBwcPHsTMmTO1ilAFBweHWu1fV6hFRIiOlXZugY86JyBNGM06isHh1TzSNqVBUl8CKx8rAIAyXwlOxGkKUwWRnQjK/KpPTVUsf/IakshOBEV+eecjxy6OkCXJEP1pNES2Ivi+5QtVsQrpu9IR+HEg0nekI/9CPizcLOA91RtiR7Gun26t1bYQxcTEgOd5NGrUSEeJ6gYVIkJ0qGdAPH5ro0ZaHt16viqp61MhS5Yh6LOgOj8WJ+LgNVG7I0Lyb8lw7uMMWaIMBREFqPdVPWTuz0TqhlT4ve1X55lqiq9lT6rqbj9gwAD8999/WsuaNm0KjuMAAP7+/rh58yYAIDExEU2aNNGsp1QqoVAoYGPzqEX76aef4tNPP612TipEhOjIQNcsjExZiZFJcqxv1g/LS6KhUNPQgAop61NQEFWAoE+CIHZ61PoQ2YvAK3moilVarSJlgfKpveYqlivzlRA7iLW2sfazrnKbottFKHtQBu8p3kjbkgbb5rYQWApg384ecUfidPEUda62M2/Xr18fHMfhzp07z1zvt99+Q2lpqdZ2+/fvh7e3NwBALH70Gnt5eSEyMlLz/c6dO7Fjxw5s3LhRs8zJyalGOakQEaIDjmIllgtXgFOVjw+aeP0g2no2wYfOrogvTmGcji2e55G6IRUFVwoQ+HEgLFwttB63DrAGJ+RQdKsI9m3tAQBlqWVQZCsgCa7cUQEAxK5iiOxFKL5VDGv/8sKjKlWhNLYUTj0q/xFUy9VIXZ8Knzd8wAk4QP2otcArefBqwxzDIeRqV4icnJzQr18/rF69GrNnz650nSgvLw8ODg6agvM4f39/BAQEVFouEolQr149zfdubm6wtrbWWlZT1FmBEB3Y7r8bFnkxWssap97ClnvXMcwxhFEqw5C6PhV5Z/PgO8MXAisBFHkKKPIUmm7WQokQjl0dkbY5DUW3i1AaX4rk35NhXc9aq8fcvY/voeBK+QBPjuPg3NcZGf9koOBqAWRJMiSvTYbIUaTpRfe4zL8zYdPcRlO0JPUlKLhSvl3O0RxI6ldd8FgTcLX/E7169WqoVCq0a9cOO3bsQHR0NG7fvo0VK1agY8eOOkhZe9QiIqSWvgi8g+DknVU+JpEX4+uI/ejUqAe+UqehSFGs53Ts5RzLAQDELdI+/eU91RuOXRwBAB5jPQAOSFqVBLVCDdtmtvCc4Km1vjxNDlXJo4v3LgNdoC5TI2VdSvmA1gYSBMwNgMBC+4+3LFmG/Ev5qLfw0Sd2uzZ2KL5TjPvf3oelhyV8Zvjo9DnrSm1bRAAQFBSEiIgIfPPNN5g7dy5SU1Ph6uqK1q1b4+eff9ZBytrj+NpeDTMBDT47ALmKutiSmmtjX4ht+ABcNaZiSXbyw0e+QbhWcF8PyYgpmNBkAj5s+yHrGHWOTs0BsBLTy0BqzlKgRrjdmmoVIQDwyUnEH9dPY6pDM52cciGmz1pUdccLU0O/DQCcpBbPX4mQJ2wIPgabzJrdzE6kVmLO1X1Yw7vB1apmPYuI+XG0dGQdQS+oEAFwpEJEamiKdxLaJIe/8PYd4i5iR2ISujo01l0oYnIcrBxYR9ALKkQAnCRUiEj1BVjL8FnZcnC1nAfMsTgbq68ewkc2jWEhoJ9BUpmTpXm0mqkQgVpEpGa2em6EsChVZ/sbf/0QNpZYIEBaeSwHMW/UIjIjdI2IVNeqepfglnJU5/ttlHoLW+5dwwjHZjrfNzFedI3IjDjSqTlSDQNcszAore7GXUjkxVgYsQ9LLIJgK7Z5/gbE5FGLyIw4SQ1v1l1iWBzFSvwoWglOKavzY/W/ewLbsorQwi64zo9FDJe1yJq6b5sTahGR59kWsAcWufq7rYN3TiLCr/+H1+1pzJG5crB0YB1Bb+gnHHSNiDzbZwF3US9ph96PK1IrMTtyH35Vu8LNylnvxydsUSEyM9RrjjxNK/siTMtdzjRDu/hL2JGQgO6ONObInDhamUdHBYAKEQDAxcaSdQRigMQCHn/YrwVXls86ChxKcrAy4hA+pjFHZsPJjGbeoEIEwN5aTKfnSCUbgo/DNuMy6xhaxl0/hE3FYgTZGOZs0UR3/GwN746xdYUK0UP1XKm7LHkkzCsZ7ZL/xzpGlRqm3cbmu5F4mcYcmbRAh0DWEfSGCtFDwW7S569EzIKftQxfyGs/hU9dspaXYEHEPiy1CKQxRyYqyD6IdQS9oUL0UDC1iMhD2zw3QVhkHLf37nf3JLZnFiGUxhyZFAEnQIBdAOsYekOF6KFgNypEBFhR7zLcU46wjlEjXrmJCL92CtNpzJHJ8LbxhoXQfK5b00/tQ3SNiPR1ycGQtJ9Yx3ghQl6FtyP34Te1K9ysXFjHIbVkTqflACpEGt4O1nSnVjNmL1ZipVg/U/jUpbbxl7AjIR49HJuwjkJqIdDefDoqAFSINAQCDoEu1CoyV9sC/oFl7l3WMXTCoSQHKyIO4lNpI1gKaYycMaIWkRmrR9eJzNLH/vfQIGkb6xg6N/bGYWwqFCKYxhwZHWoRmbFgV+rCbW5C7YowPX856xh1pkH6HWy+cxWv0Jgjo0KFyIxRi8i8iAU8/nT4FQJZHusodcpKUYr5Efvwf+IA2FnYso5DnsPZyhn2lvasY+gVFaLHNPM2rzff3P0ZfAJ2GZdYx9CbPvdOYXtGAVrZ12MdhTxDI+dGrCPoHRWix/g7S+FuRxd3zcFErxR0MNApfOqSZ24S/hd1EjPsm0HICVnHIVVo7daadQS9o0L0hLYB5jPjrbnysSrDPMUP4HgV6yhMCHkVZkbuw28qJ3hYu7KOQ57Q2p0KkdlrF0iFyNRt994EUeED1jGYa5NwBdvj76MXjTkyGJZCS4S4hLCOoXdUiJ5ALSLTtjw4Ah4P/mUdw2DYl+RiecRBfE5jjgxCiEuIWU3tU4EK0RMaedjC3lrMOgapA31ccjAsfTXrGAZp9I3D+KtQgHo05oipVm6tWEdgggrREziOQxt/87lFr7mwFSmxymIlOGUp6ygGq376Xfx15ypG0ZgjZtq4t2EdgQkqRFWg60SmZ3vgXljmmMYUPnXJSlGKLyL2YbnIn8Yc6ZmQEyLULZR1DCaoEFWhLRUik/KhfzQaJm1lHcOo9Ir+DzvS89Havj7rKGajkVMjSMQS1jGYoEJUhWbe9rAW0xgLU9DcrggzTHgKn7rkkZeM36NO4C37EBpzpAet3M3z+hBAhahKYqEALf0cWMcgtSTk1Njg+BsEslzWUYyWkFfhzcj9+J/SEZ405qhOmeP4oQpUiJ6iU7Az6wikltbXOwW79IusY5iEVokR2BYXiz6OTVlHMUlCTmi2HRUAKkRP1buJO+sIpBbGeaagY/LvrGOYFPvSPPxfxAF8IWkIKxpzpFNt3NuY3USnj6NC9BSNPOzg52SeFw6NnbdVGb5Umu8UPnVt1M1/sbmAQ30bP9ZRTEYf/z6sIzBFhegZ+lCryCht995MU/jUseCMe/jr9mWMpjFHtSbgBOjl34t1DKaoED0DFSLj83/BV+H54BDrGGbBUinD5xH78KPIH/YWdqzjGK1Q11C4WLuwjsEUFaJnaBvgBEcJTfdjLHo552BE+irWMcxOz+j/sD09F21ozNEL6e3fm3UE5qgQPYNQwKFvEw/WMUg12IqUWG25mqbwYcQj7wF+jzqOmXY05qgmOHBmf30IoEL0XINbeLKOQKphW+A+WOXcZh3DrAl4NWZE7Ue4wgFe1m6s4xiFEJcQeEjpwy4VoufoFOwCFxvzm5bdmMz1i0WjpC2sY5CHQpOuYltcNPrSmKPnotNy5agQPYdQwKF/CH1iMVTNbIsxs/AH1jHIE+xK87Es4gDmSxrAWmjFOo7B6uNHp+UAKkTVMri5F+sIpApCTo0NTr9DUJrDOgp5ilduHsHmAh4NaMxRJQ0dG8LXzpd1DINAhaga2gU4wcuePtUZmj/q/Qf79POsY5DnCMqIxl+3LmGsA405elz/wP6sIxgMKkTVIBBwGNOOPtEZktc8U9H5AU3hYywsVGX49Oo+rBT6wcHCfKeyqSAWiDGi3gjWMQwGFaJqGtPOF2IhxzoGAeBpJcdC5Q/g1ErWUUgNdY85jR1pWWhn34B1FKZ6+/eGszVNrFyBClE1udlaoW9T6rRgCHZ4b4aoMJl1DPKC3PJT8WvUMbxtFwIRJ2Idh4kxDcewjmBQqBDVwMQO/qwjmL2lQZHwenCQdQxSSwJejelR+7FOYQdviXlNpdXAsYFZ3wSvKlSIaqB9kDMautuyjmG2ujvl4uVMmsLHlIQmRWJb7D30M6MxR6MbjmYdweBQIaqh8R2o0wILUpEKv1ivBqcoYR2F6JitLB9LIw7gS+v6Jj/myEZsg8FBg1nHMDhUiGpoRCsf2Fia53ltlrYF7odV9i3WMUgdGnnrKDYXqNHI1nRPgQ8OGgyJmO5z9iQqRDVkYynC8JY0wFWf3vW7jyZJf7GOQfQgKCMGG29exHjH5qyj1IkxjaiTQlWoEL2AiR0DWEcwG01ti/E2TeFjVixUZfgoYi9WC3zgaEJjjtq4t0GwQzDrGAaJCtELaOBui3aBTqxjmDwhp8ZG5/9BUJrNOgphoGvsWexIzUR7ExlzNLoRdVJ4GipEL+j1LkGsI5i8dfXOwCHtHOsYhCHXgjSsjTqGd4x8zJGvrS96+9FM209DhegF9WnijuY+pnPawNCM9kxDlwe/so5BDICAV2Na1H78Ibc12jFHbzR/AyKB8RbSukaFqBbe7W0apwwMjaeVHN+oaAofoq15chS2x97FAMcQ1lFqJMAugLpsPwcVolro0cgNLf0cWMcwOdt8tkJUkMQ6BjFANrICLI7Yj4XW9WEtsmYdp1reaPEGhAK6ffqzUCGqpff6UKtIlxYHRcEneT/rGMTAjbh1FFvzlGhs4GOOgu2DMTBwIOsYBo8KUS11qe+KdgHUg04Xujnn4lWawodUU0BmLDbevIDxDs3AwTBnxp8ROgMCjv7MPg+9QjrwXl9qFdWWVKTCL1Y/gVMUs45CjIhYJcdHV/dhlcAbTpYOrONoqe9YH/38+7GOYRSoEOlAhyBndAqme4vUxpbAA7DOvsk6BjFSXWPPYseDdHRwaMg6isbMFjPBcYbZUjM0VIh0ZC61il7YHL/7CEnaxDoGMXIuhelYe/UI5tg2Zd5VurFTY/Ty78U0gzGhQqQjrf2d0LWBK+sYRqexTQlmFy5nHYOYCA48pl47gD/LbOAjYXcjy7dC32J2bGNEhUiH3u/bAAJqiVebkFPjL5f/QVCaxToKMTHNkq9he8xtDGQw5ijUNRTdfbvr/bjGjAqRDjX3ccCYdnS/our6vd5ZOKSdZR2DmChpWSG+j9iPr63qQyLSz60XhJwQn3f4XC/HMiVUiHTso36N4GJjwTqGwXvVIw3dHqxlHYOYgWG3j2JrrhxNbAPq/FivNX4NDZ0Mp8OEsaBCpGP2EjE+GdCYdQyD5mEpx7fqH2kKH6I3/ln3seHmeUyswzFHbhI3zAydWSf7NnVUiOrAy6190J5uE/FU2323QVyQwDoGMTNilRwfXN2HnzlPOFs66nz/H7b9EFKxVOf7NQdUiOrI18NDIBZSz4UnLQq6Dp/kfaxjEDPW+f55bE9ORScdjjnq7NUZ/QJo8OqLokJUR+q722Ia3bNIS1enPIzOWsE6BiFwKcrAL1eP4D3bJrUec2QptMRn7T/TUTLzRIWoDs3uWR8+jsYxQ3BdkwrVWCP5CZycpvAhhoEDj8nXDmKDTAo/iecL72dqyFT42vnqMJn5oUJUh6wthFgwpCnrGAZhc9ABWGfdYB2DkEqaPriObTE3McSxWY239bfzx9RmU+sglXmhQlTHejdxR58mxnlXSV152y+OpvAhBk1SVoRvI/bhW6t6kNZgzNGn7T+FhZCGa9QWFSI9+HJoU9hZmedtghvZlODdoh/AgWcdhZDnGnL7GLbmlqGpXeBz1x0cNBidvDrpIZXp43iep78QerD3WgpmbbrKOoZecRyPCP+f4Jh2hnUUnfvuvzLsvKPAnSw1rEUcOvkK8X1vSzR0eXQnzu7hxTiZoNLa7o3WYvwy+OnXDXmex/wTZfg1QoE8GY/OvkL8PMgK9Z3L91um5DHtHxn23FHAw0aAnwZZoXfQow85S86UITFfjZUD6dpkbSgEYqxs0RfheTfAV/Ehykvqhe1Dt8PWwpZBOtNDLSI9GdzcC6PbmNcFzd/rnTXJIgQAJxOUmNnWAuenSvHvBAkUaqDvhhIUy7X/aL3eSozUuTaaf4v7WD1zv4vPyLHighy/DLLChWlSSC049NtQApmyfL9rryhwJUWFc1OlmN5ajNd2lKLis2Rcrhq/RijwTa9nH4M8n1itwHtX9+GXKsYcCTgBvu3yLRUhHaJCpEcLhjZFsKt5DHh72T0dPUx4Cp+D46UIC7VAUzchWngIET7MCon5PK6kareAJGIOHjYCzT87y6ePLeN5HssvyPF5V0sMayRGc3ch/hxujZRCHrvvlM9CcTtLhaENRWjqJsTMthbILOGRVVJeiN7cV4rve1s+8xikZjrdP48dySno7NBIs2xqyFS0dm/NMJXpoUKkR9YWQqwc2woWItN+2d0sFViEH8GpFayj6E1+WflXJ2vtIrDxugIuiwsR8lMRPjkiQ4ni6WfC4/J4pBXxWqfa7K04tPcR4lxSeYFr4S7E6UQVShU8DsUq4WnDwUXCYeM1BaxEHEY0Fuv+yZk556JM/Hz1X7xv2xQtXVvgzdA3WUcyOeZ5BZ2hJl52+GRAI3z5zy3WUerMDt9tECfHs46hN2qex5yDMnT2FSLE7dE1oteaieFvL4CXLYdr6Wp8dESGu9lq7Bxdda+stCI1AMBdql3M3KUc0orLH5vSUoxr6So0+akILhIOW1+1Rq4MmHdChhOTpPj8mAybbygQ7CTA/4Zaw9vOtD/06AsHHpPunMaEN05CIKBir2tUiBiY3DkQp6OzcPROBusoOvdt4HX4Ju9lHUOvZu6T4UaGCqenaJ92nd76UbfeZu5CeNpy6PVnCWJz1Ah2erECIRZyWD1IuyPC5D2lmN3OAlfTVNh9R4moGTZYfKYMsw/KsGOUfm5/YBaGroDAOZh1CpNEH5cYWfJqC7jbWbKOoVMvOeVjbLZ5TeEza38p9kYrcXySFD7PaX209y5vLcXkqKt83MOmfPv0Yu3Td+nFPDykVe/7eJwSNzNUmNXOAifiVRhYXwSpBYdRTcU4Ea+qchvyAtpMBUJGsk5hsqgQMeIktcAPo0JN5o6u1kIV1prRFD48z2PW/lLsuqPEsYkSBDo+/1cpMq28MHjaVv2mBzpw8LDhcPT+o9tjFJTxuJCsQkdfYaX1ZUoeM/fLsGawNYQCDio1oHhYexRqQKWmkRk64dkC6P8d6xQmjQoRQ53queCt7vVYx9CJzUGHIcm6zjqG3szcL8OGawpsGmkNW0sOaUVqpBWpUfqwM0JsjhpfnSzDlRQV4vPU+PuuAhN3l6KrvxDN3R8VlUarirDrdnmnDo7jMKe9Bb7+rwx/31XgeroKE3eVwsuWw/BGlc+if3WyDAPri9DSs3x/nf2E2HlHgWvpKqy6KEdnPzrzXmuWdsCr4YDItM5eGBr6SWXsvT4NcDe9EP/eSmcd5YXN9I1H86QNrGPo1c+Xy4tH9z9KtJavG2aFsFALWAiBI3FKLL8gR7Gch6+9AC83FuPzrtp/0O5mq5Ff9qjl8mFnCxQreEz/R4Y8GY+X/IQ4OF4CK5F2K+pGhgpbbykR+caj61KvNBHhRLwIXdYVo6GzAJteputDtTZ0JeBEs+jXNZpZwQCUyJUYteYcbjwoYB2lxhpIS3HQ8mMISjJZRyFEt7p9BPT4lHUKs0Cn5gyAxEKE3ye1hae9cY2I5zgem93CqQgR09NyAhUhPaJCZCDc7azw26Q2kFpUvihtqH4NPgen1P9YxyBEt+r3AwYvZ53CrFAhMiBNveyxYmxLCI2gK91I9wz0SlnDOgYhuuXdurxzgpAun+sTFSID06uxOz4f1Jh1jGdytVDgezObwoeYAacg4LWtgAV18tA3KkQGaHLnQEzq6M86xlNt99sBcX4c6xiE6I7UFRi/A5C6sE5ilqgQGah5Q5qiR0NX1jEq+TroJvyT/2YdgxDdEUvLW0LUTZsZKkQGSijgsPK1VgjxtmMdRaOjYz7GZf3IOgYhuiMQAaP+ALxbsU5i1qgQGTAbSxE2TG2Ppl7si5G1UIXfpb+AkxexjkKI7gz5Eajfh3UKs0eFyMA5SCywcRr7YvRX0L+QZEUxzUCITnX/FGg5nnUKAipERoF1MXrTNwEtktYzOTYhdaJ1GND9I9YpyENUiIxERTFq4qnfYlRfWor3S34AB5oJipiIdtNpwKqBoUJkRBwkFtj0uv6KUfkUPn9CWGx6N/AjZqr7J8DAJQBn+IPGzQkVIiOjz2K0JvgCnFNP1vlxCKl7HDBgCdD9Y9ZBSBWoEBkhfZymG+aegT6pv9TZ/gnRG4EYGPkr0H466yTkKagQGSlHad11YHC1UGApVoBTyXW+b0L0SiwBxv4FNH+VdRLyDFSIjJij1AJb3+io8xkYtvnthDj/vk73SYjeWTkAE3bTOCEjQIXIyEktRfhtUludzU23MPAWApL36GRfhDBj4wFM3g/4tWedhFQD3aHVhISficNX+25DpX6xt7S9QwE28x+AKyvUcTJC9MgxEJiwC3AKZJ2EVBMVIhNz7E463t50FcVyVY22sxaqcNlrGaSZkXUTjBB9cA8Bxu8EbN1ZJyE1QKfmTEzPRu7YOqNjjW87vjHoCBUhYtz8XwLC9lERMkJUiExQUy977J7Zudozd7/hk4iWSX/WcSpC6goHdH4HmLgHsHZgHYa8ADo1Z8JK5ErM/isSR26nP3WdYEkpDlt/CmHx09chxGBZOwIj1gAN+rFOQmqBCpGJU6t5LPv3Ln46EYsn32mO43E5YC3NnkCMk09b4JV1gIMv6ySklqgQmYmT9zLx3pZIZBc/GqT6S70L6J9MN7ojRqjDW0CfhYBQzDoJ0QEqRGYkvUCG2X9dxYW4HAxxy8SK4g9o9gRiXKzsgWGrgcZDWCchOkSFyMyo1DxWHb2DN29NhEXuPdZxCKk+z9Dy23o7BrBOQnSMCpG5SjgL7HwDyE9knYSQ52s7Dej3LSCyZJ2E1AEqROZMVgDs/wC4tpl1EkKqZmELDF0BhIxknYTUISpEBLixE9j7LiDLY52EkEf8OwNDVwLOwayTkDpGhYiUK0gBds0A4qgrN2FM4gL0/QoIfY11EqInVIjIIzwPRP0FHFkAFNEAV6JvHNB6EtBrPiBxYh2G6BEVIlJZWSFwcjFw4ReAuncTffBoBgxeDvi0YZ2EMECFiDxdVgxw8GMg5l/WSYipsrAFen4GtJsOCISs0xBGqBCR57t7EDj0CZBDd20lOtR0BNDvO8DOk3USwhgVIlI9SjlwfjVwaikgL2KdhhgzpyBg4FKgXi/WSYiBoEJEaqYwDfh3HnBtKwD60SE1ILICXnq3/B8NTCWPoUJEXkziBeDAh0BqJOskxNCJJUDryUDn2YCtB+s0xABRISIvTq0un5Xh9A9AFs1bR55gYQu0mwZ0nAVIXVinIQaMChGpPZ4H7h4AzvwIJJ1nnYawZuUAtJ8BdJhRfuM6Qp6DChHRrcQLwNkVwJ19oGtIZkbiAnR8C2j7OmBVvdvUEwJQISJ1JSu6vCBFbQFUZazTkLpk4wF0ehtoMwWwkLBOQ4wQFSJStwrTy2douPw7IMtnnYbokr0v0PkdoOUEQGzFOg0xYlSIiH6UFQERfwDnfgIKklmnIS+KEwBBPconJG0yjG7VTXSCChHRL5USuLmzfHLV+ycBXsU6EakO18ZAizFA89E0EwLROSpEhJ2iTODWbuDGDiDxPKhzg4GROAMhrwChYwGvlqzTEBNGhYgYhvzk8hv03dgOpEaxTmO+BGKgQb/yU2/1+9KpN6IXVIiI4cmKKW8l3dgBZN1lncY8eLUEWrwGNHuF7gVE9I4KETFsadeB69vLryvlJbJOYzrEUsC/IxDYrbwF5NqQdSJixqgQEeOREgkknAESzgKJ54CSbNaJjIdAXH7TucBuQFA3wKctnXYjBoMKETFemXfLi1JFYcpPYp3IgHCAR8jDwtMd8OsIWNqwDkVIlagQEdORlwgknCtvNSWeM7+JWJ2CHrV4AroCUmfWiQipFipExHQVZZYXpAeXgexYICcOyI0DFCWsk9WOpT3g3gRwawK4NQbcm5Z/pQlGiZGiQkTMT2Fa+W3Pc+LKv+Y+/Jpz33CmIRJaAo7+5a2cx/+5NgTsfVinI0SnqBAR8riSnEctp9w4QFZQ3oJSlJZ/lZc8/P7JZQ///+RMERY2gKVd+WzUlnaApe2j/1vZlbduHv/eyr58Djd7X0AgYPMaEKJnVIgI0SVl2aNTf5Z2gEDINg8hRoAKESGEEKao7U8IIYQpKkSEEEKYokJECCGEKSpEhBBCmKJCRAghhCkqRIQQQpiiQkSIEQsLC8Pw4cNZxyCkVqgQEUIIYYoKESEm4uDBg3jppZfg4OAAZ2dnDB48GLGxsZrHO3XqhI8++khrm8zMTIjFYpw6dQoAsH79erRp0wa2trbw8PDAa6+9hoyMDL0+D2J+qBARYiKKi4vx3nvv4fLlyzh69CgEAgFGjBgBtVoNABg3bhw2b96MxydT2bJlC7y8vNClSxcAgEKhwFdffYWoqCjs3r0b8fHxCAsLY/F0iBmhKX4IMWJhYWHIy8vD7t27Kz2WlZUFV1dXXL9+HSEhIcjMzISXlxeOHTumKTydOnVC165dsWjRoir3f/nyZbRt2xaFhYWwsaEb65G6QS0iQkxEdHQ0xo4di6CgINjZ2SEgIAAAkJiYCABwdXVF3759sXHjRgBAXFwczp07h3Hjxmn2ceXKFQwZMgR+fn6wtbVFt27dtPZBSF2gQkSIiRgyZAhycnLw66+/4sKFC7hw4QIAQC6Xa9YZN24ctm/fDoVCgU2bNqFZs2Zo1qwZgPJTe/369YOdnR02btyIS5cuYdeuXZX2QYiuUSEixARkZ2fj7t27+Pzzz9GrVy80btwYubm5ldYbNmwYZDIZDh48iE2bNmm1hu7cuYPs7GwsWrQIXbp0QaNGjaijAtELEesAhJDac3R0hLOzM9auXQtPT08kJibi448/rrSeVCrF8OHD8cUXX+D27dsYO3as5jE/Pz9YWFhg5cqVmDFjBm7cuIGvvvpKn0+DmClqERFixNRqNUQiEQQCATZv3owrV64gJCQE7777LpYsWVLlNuPGjUNUVBS6dOkCPz8/zXJXV1eEh4dj27ZtaNKkCRYtWoSlS5fq66kQM0a95ggxYv3790e9evWwatUq1lEIeWHUIiLECOXm5mLv3r04ceIEevfuzToOIbVC14gIMUJTpkzBpUuXMHfuXAwbNox1HEJqhU7NEUIIYYpOzRFCCGGKChEhhBCmqBARQghhigoRIYQQpqgQEUIIYYoKESGEEKaoEBFCCGGKChEhhBCmqBARQghhigoRIYQQpqgQEUIIYYoKESGEEKaoEBFCCGGKChEhhBCmqBARQghhigoRIYQQpqgQEUIIYYoKESGEEKaoEBFCCGGKChEhhBCmqBARQghhigoRIYQQpqgQEUIIYYoKESGEEKaoEBFCCGHq/wHDkp3gtu3lXAAAAABJRU5ErkJggg==", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "# TASK: Create a pie chart with the following data: labels = ['Python', 'Java', 'C++', 'JavaScript'] and sizes = [40, 25, 20, 15].\n", - "# Display the percentages on the chart using autopct." + "# Display the percentages on the chart using autopct.\n", + "\n", + "import matplotlib.pyplot as plt\n", + "\n", + "# Data\n", + "labels = ['Python', 'Java', 'C++', 'JavaScript']\n", + "sizes = [40, 25, 20, 15]\n", + "\n", + "plt.pie(sizes, labels=labels, autopct='%1.1f%%', startangle=90)\n", + "\n", + "# Set title\n", + "plt.title('Programming Language Popularity')\n", + "\n", + "plt.show()\n" ] } ], "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, "language_info": { - "name": "python" + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.3" } }, "nbformat": 4, diff --git a/src/5-subplot.ipynb b/src/5-subplot.ipynb index 98e4fa95..9b9e6c93 100644 --- a/src/5-subplot.ipynb +++ b/src/5-subplot.ipynb @@ -9,18 +9,78 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 1, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "# TASK: Create a 2x2 subplot layout.\n", - "# Plot a line chart in the first subplot, a bar chart in the second, a scatter plot in the third, and a pie chart in the fourth." + "# Plot a line chart in the first subplot, a bar chart in the second, a scatter plot in the third, and a pie chart in the fourth.\n", + "\n", + "import matplotlib.pyplot as plt\n", + "\n", + "# Data for the plots\n", + "x = [1, 2, 3, 4, 5]\n", + "y = [2, 4, 6, 8, 10]\n", + "categories = ['A', 'B', 'C', 'D']\n", + "values = [5, 7, 3, 9]\n", + "labels = ['Python', 'Java', 'C++', 'JavaScript']\n", + "sizes = [40, 25, 20, 15]\n", + "\n", + "# Create a 2x2 subplot layout\n", + "fig, axs = plt.subplots(2, 2, figsize=(10, 10))\n", + "\n", + "# Plot a line chart in the first subplot\n", + "axs[0, 0].plot(x, y, color='blue')\n", + "axs[0, 0].set_title('Line Chart')\n", + "\n", + "# Plot a bar chart in the second subplot\n", + "axs[0, 1].bar(categories, values, color=['red', 'blue', 'green', 'orange'])\n", + "axs[0, 1].set_title('Bar Chart')\n", + "\n", + "# Plot a scatter plot in the third subplot\n", + "axs[1, 0].scatter(x, y, color='purple')\n", + "axs[1, 0].set_title('Scatter Plot')\n", + "\n", + "# Plot a pie chart in the fourth subplot\n", + "axs[1, 1].pie(sizes, labels=labels, autopct='%1.1f%%', startangle=90)\n", + "axs[1, 1].set_title('Pie Chart')\n", + "\n", + "# Adjust layout\n", + "plt.tight_layout()\n", + "\n", + "# Show the plot\n", + "plt.show()\n" ] } ], "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, "language_info": { - "name": "python" + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.3" } }, "nbformat": 4, diff --git a/src/6-histogram.ipynb b/src/6-histogram.ipynb index 5e6e6b60..2d612b34 100644 --- a/src/6-histogram.ipynb +++ b/src/6-histogram.ipynb @@ -11,16 +11,44 @@ "cell_type": "code", "execution_count": null, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "# TASK: Create a histogram for the following data: data = [1, 2, 2, 3, 3, 3, 4, 4, 4, 4, 5].\n", - "# Customize the histogram with a title, labels for the x-axis, and a specific color for the bars." + "# Customize the histogram with a title, labels for the x-axis, and a specific color for the bars.\n", + "\n", + "import matplotlib.pyplot as plt\n", + "\n", + "# Data\n", + "data = [1, 2, 2, 3, 3, 3, 4, 4, 4, 4, 5]\n", + "\n", + "plt.hist(data, bins=5, color='skyblue', edgecolor='black')\n", + "\n", + "# Customize the plot\n", + "plt.title('Histogram of Data')\n", + "plt.xlabel('Value')\n", + "plt.ylabel('Frequency')\n", + "\n", + "# Show the plot\n", + "plt.show()\n" ] } ], "metadata": { - "language_info": { - "name": "python" + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" } }, "nbformat": 4,