diff --git a/01_Getting Started with Data Visualization/01_Python Foundations for Data Visualization/.ipynb_checkpoints/01A_Foundations-checkpoint.ipynb b/01_Getting Started with Data Visualization/01_Python Foundations for Data Visualization/.ipynb_checkpoints/01A_Foundations-checkpoint.ipynb
new file mode 100644
index 0000000..14d35f5
--- /dev/null
+++ b/01_Getting Started with Data Visualization/01_Python Foundations for Data Visualization/.ipynb_checkpoints/01A_Foundations-checkpoint.ipynb
@@ -0,0 +1,249 @@
+{
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "id": "9770afb4-2609-4152-a3d5-9ba337927fb9",
+ "metadata": {},
+ "source": [
+ "# Python Foundations for Data Visualization"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "c37b2f3e-2439-4e9f-8611-1ade1202d0a6",
+ "metadata": {},
+ "source": [
+ "## Create objects with data"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "ed9e451e-7f65-430b-8e18-a738dcb92b2c",
+ "metadata": {},
+ "source": [
+ "### Football Teams"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 1,
+ "id": "460c007d-a40b-47a4-b6cd-906644a8f634",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "football_teams = ['Real Madrid', 'Barcelona', 'Bayern Munich']"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "db095953-5695-4b52-90ea-e1347986cd56",
+ "metadata": {},
+ "source": [
+ "### Champions Leagues"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 2,
+ "id": "a9a90ee9-8196-471a-89d6-99e868e8a581",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "champions_leagues = [14, 5, 6]"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "65f455ae-544f-42eb-a4d6-8159d70d8db7",
+ "metadata": {},
+ "source": [
+ "
\n",
+ " The function processes data to give you the result you want.\n",
+ " Libraries store functions to give you results of a particular topic.\n",
+ "
"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "104283e9-d324-41cf-97fd-3fa6d6594032",
+ "metadata": {},
+ "source": [
+ "## Import matplotlib library\n",
+ "\n",
+ "> **Mat**hematical **Plot**ting **Lib**rary\n",
+ "\n",
+ "Matplotlib is a Python library that contains functions to create Data Visualizations"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "cc78e6bc-2140-4d0e-977e-a4f598f50914",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "import matplotlib.pyplot as plt"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "5d51e871-8fdb-4478-b663-e6c1a8109001",
+ "metadata": {},
+ "source": [
+ "### Scatter plot (points)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "40de7996-eba0-4b57-85f8-be0cde16cb26",
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ },
+ {
+ "cell_type": "markdown",
+ "id": "b5c3a074-741c-4c16-bf18-d54d575227e5",
+ "metadata": {},
+ "source": [
+ "### Bar plot"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "d9e0edb2-9b0a-46e6-8d6a-c9bcdd78a0c4",
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ },
+ {
+ "cell_type": "markdown",
+ "id": "c09b202b-a617-43c9-a354-826b1a613cf7",
+ "metadata": {},
+ "source": [
+ "### Many others"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "fed6c908-9c89-4b75-b0fd-32c5faac2759",
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ },
+ {
+ "cell_type": "markdown",
+ "id": "e500aec9-79c2-471f-85ec-b418b18eea95",
+ "metadata": {},
+ "source": [
+ "https://matplotlib.org/stable/plot_types/index"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "254f8c0f-370b-40bc-9881-2b2c7c7a8b16",
+ "metadata": {},
+ "source": [
+ "## Customize the plot"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "03706466-9435-4e24-864b-150d062276ff",
+ "metadata": {},
+ "source": [
+ "### Change the size"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "1222fa3b-88ad-42c6-8585-f8ba4069d9b7",
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ },
+ {
+ "cell_type": "markdown",
+ "id": "dfa1bed9-66ac-40e1-aef0-d919005b5999",
+ "metadata": {
+ "tags": []
+ },
+ "source": [
+ "### Change the color"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "ae49fc8a-edbd-4fe6-b941-9e1c44ba2275",
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ },
+ {
+ "cell_type": "markdown",
+ "id": "17793a56-96e4-48aa-8784-74fcfb361f41",
+ "metadata": {},
+ "source": [
+ "### Change the marker"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "e7c1226c-781d-4d6e-8eba-7f5a0262cb80",
+ "metadata": {},
+ "source": [
+ "https://matplotlib.org/stable/api/markers_api.html"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "c1df3c9d-2aa3-4540-9926-1185df12cd1c",
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ },
+ {
+ "cell_type": "markdown",
+ "id": "13a02cd9-eaa8-4524-89b7-1a1d7d3f11a5",
+ "metadata": {},
+ "source": [
+ "### Change the border"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "11b12c16-6992-4111-8168-4cc87e621e6b",
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ }
+ ],
+ "metadata": {
+ "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": "3.10.6"
+ },
+ "toc-autonumbering": true
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}
diff --git a/01_Getting Started with Data Visualization/01_Python Foundations for Data Visualization/.ipynb_checkpoints/01C_Foundations-checkpoint.ipynb b/01_Getting Started with Data Visualization/01_Python Foundations for Data Visualization/.ipynb_checkpoints/01C_Foundations-checkpoint.ipynb
new file mode 100644
index 0000000..1a95912
--- /dev/null
+++ b/01_Getting Started with Data Visualization/01_Python Foundations for Data Visualization/.ipynb_checkpoints/01C_Foundations-checkpoint.ipynb
@@ -0,0 +1,244 @@
+{
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "id": "9770afb4-2609-4152-a3d5-9ba337927fb9",
+ "metadata": {},
+ "source": [
+ "# Python Foundations for Data Visualization"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "c37b2f3e-2439-4e9f-8611-1ade1202d0a6",
+ "metadata": {},
+ "source": [
+ "## Create objects with data"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "ed9e451e-7f65-430b-8e18-a738dcb92b2c",
+ "metadata": {},
+ "source": [
+ "### Groceries"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "597c4a57-3f4d-4495-9d55-8f109f6ad5b9",
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ },
+ {
+ "cell_type": "markdown",
+ "id": "db095953-5695-4b52-90ea-e1347986cd56",
+ "metadata": {},
+ "source": [
+ "### Price"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "a9a90ee9-8196-471a-89d6-99e868e8a581",
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ },
+ {
+ "cell_type": "markdown",
+ "id": "65f455ae-544f-42eb-a4d6-8159d70d8db7",
+ "metadata": {},
+ "source": [
+ "\n",
+ " The function processes data to give you the result you want.\n",
+ " Libraries store functions to give you results of a particular topic.\n",
+ "
"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "104283e9-d324-41cf-97fd-3fa6d6594032",
+ "metadata": {},
+ "source": [
+ "## Import matplotlib library\n",
+ "\n",
+ "> **Mat**hematical **Plot**ting **Lib**rary\n",
+ "\n",
+ "Matplotlib is a Python library that contains functions to create Data Visualizations"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "efcc2148-742c-4f4f-b4d6-260ab3ed016b",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "import matplotlib.pyplot as plt"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "21c05345-20a3-4b0b-a55c-d124414da13b",
+ "metadata": {},
+ "source": [
+ "### Scatter plot (points)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "7b95d524-bed4-4bf6-80d5-3e3cdeb209e4",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "plt."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "2cdcb88d-4f0d-4aff-a039-15531409af1c",
+ "metadata": {},
+ "source": [
+ "### Bar plot"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "a9794bff-7c57-488e-a9d8-9158aa1ce7f9",
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ },
+ {
+ "cell_type": "markdown",
+ "id": "c09b202b-a617-43c9-a354-826b1a613cf7",
+ "metadata": {},
+ "source": [
+ "### Many others"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "e500aec9-79c2-471f-85ec-b418b18eea95",
+ "metadata": {},
+ "source": [
+ "https://matplotlib.org/stable/plot_types/index"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "254f8c0f-370b-40bc-9881-2b2c7c7a8b16",
+ "metadata": {},
+ "source": [
+ "## Customize the plot"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "03706466-9435-4e24-864b-150d062276ff",
+ "metadata": {},
+ "source": [
+ "### Change the size"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "1222fa3b-88ad-42c6-8585-f8ba4069d9b7",
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ },
+ {
+ "cell_type": "markdown",
+ "id": "dfa1bed9-66ac-40e1-aef0-d919005b5999",
+ "metadata": {
+ "tags": []
+ },
+ "source": [
+ "### Change the color"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "ae49fc8a-edbd-4fe6-b941-9e1c44ba2275",
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ },
+ {
+ "cell_type": "markdown",
+ "id": "17793a56-96e4-48aa-8784-74fcfb361f41",
+ "metadata": {},
+ "source": [
+ "### Change the marker"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "e7c1226c-781d-4d6e-8eba-7f5a0262cb80",
+ "metadata": {},
+ "source": [
+ "https://matplotlib.org/stable/api/markers_api.html"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "c1df3c9d-2aa3-4540-9926-1185df12cd1c",
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ },
+ {
+ "cell_type": "markdown",
+ "id": "13a02cd9-eaa8-4524-89b7-1a1d7d3f11a5",
+ "metadata": {},
+ "source": [
+ "### Change the border"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "11b12c16-6992-4111-8168-4cc87e621e6b",
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ }
+ ],
+ "metadata": {
+ "kernelspec": {
+ "display_name": "base",
+ "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": "3.10.6"
+ },
+ "toc-autonumbering": true,
+ "vscode": {
+ "interpreter": {
+ "hash": "03ec90014361d64f31b57b6c05f3e1b20811fb583c4f1285ab648f59da29497f"
+ }
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}
diff --git a/01_Getting Started with Data Visualization/01_Python Foundations for Data Visualization/01A_Foundations.ipynb b/01_Getting Started with Data Visualization/01_Python Foundations for Data Visualization/01A_Foundations.ipynb
index 14d35f5..fa92d4b 100644
--- a/01_Getting Started with Data Visualization/01_Python Foundations for Data Visualization/01A_Foundations.ipynb
+++ b/01_Getting Started with Data Visualization/01_Python Foundations for Data Visualization/01A_Foundations.ipynb
@@ -77,7 +77,7 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 3,
"id": "cc78e6bc-2140-4d0e-977e-a4f598f50914",
"metadata": {},
"outputs": [],
@@ -95,11 +95,34 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 5,
"id": "40de7996-eba0-4b57-85f8-be0cde16cb26",
"metadata": {},
- "outputs": [],
- "source": []
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ ""
+ ]
+ },
+ "execution_count": 5,
+ "metadata": {},
+ "output_type": "execute_result"
+ },
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "plt.scatter(x = football_teams, y = champions_leagues)"
+ ]
},
{
"cell_type": "markdown",
@@ -111,11 +134,47 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 12,
"id": "d9e0edb2-9b0a-46e6-8d6a-c9bcdd78a0c4",
"metadata": {},
- "outputs": [],
- "source": []
+ "outputs": [
+ {
+ "ename": "ValueError",
+ "evalue": "setting an array element with a sequence. The requested array has an inhomogeneous shape after 1 dimensions. The detected shape was (4,) + inhomogeneous part.",
+ "output_type": "error",
+ "traceback": [
+ "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
+ "\u001b[0;31mValueError\u001b[0m Traceback (most recent call last)",
+ "Cell \u001b[0;32mIn[12], line 1\u001b[0m\n\u001b[0;32m----> 1\u001b[0m \u001b[43mplt\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mbar\u001b[49m\u001b[43m(\u001b[49m\u001b[43mx\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43m \u001b[49m\u001b[43mfootball_teams\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43my\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43m \u001b[49m\u001b[43mchampions_leagues\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mheight\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43m \u001b[49m\u001b[38;5;241;43m15\u001b[39;49m\u001b[43m)\u001b[49m\n",
+ "File \u001b[0;32m~/.local/lib/python3.10/site-packages/matplotlib/pyplot.py:2742\u001b[0m, in \u001b[0;36mbar\u001b[0;34m(x, height, width, bottom, align, data, **kwargs)\u001b[0m\n\u001b[1;32m 2731\u001b[0m \u001b[38;5;129m@_copy_docstring_and_deprecators\u001b[39m(Axes\u001b[38;5;241m.\u001b[39mbar)\n\u001b[1;32m 2732\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mbar\u001b[39m(\n\u001b[1;32m 2733\u001b[0m x: \u001b[38;5;28mfloat\u001b[39m \u001b[38;5;241m|\u001b[39m ArrayLike,\n\u001b[0;32m (...)\u001b[0m\n\u001b[1;32m 2740\u001b[0m \u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39mkwargs,\n\u001b[1;32m 2741\u001b[0m ) \u001b[38;5;241m-\u001b[39m\u001b[38;5;241m>\u001b[39m BarContainer:\n\u001b[0;32m-> 2742\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mgca\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mbar\u001b[49m\u001b[43m(\u001b[49m\n\u001b[1;32m 2743\u001b[0m \u001b[43m \u001b[49m\u001b[43mx\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 2744\u001b[0m \u001b[43m \u001b[49m\u001b[43mheight\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 2745\u001b[0m \u001b[43m \u001b[49m\u001b[43mwidth\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mwidth\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 2746\u001b[0m \u001b[43m \u001b[49m\u001b[43mbottom\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mbottom\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 2747\u001b[0m \u001b[43m \u001b[49m\u001b[43malign\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43malign\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 2748\u001b[0m \u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43m(\u001b[49m\u001b[43m{\u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mdata\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m:\u001b[49m\u001b[43m \u001b[49m\u001b[43mdata\u001b[49m\u001b[43m}\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;28;43;01mif\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[43mdata\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;129;43;01mis\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[38;5;129;43;01mnot\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[38;5;28;43;01mNone\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[38;5;28;43;01melse\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[43m{\u001b[49m\u001b[43m}\u001b[49m\u001b[43m)\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 2749\u001b[0m \u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwargs\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m 2750\u001b[0m \u001b[43m \u001b[49m\u001b[43m)\u001b[49m\n",
+ "File \u001b[0;32m~/.local/lib/python3.10/site-packages/matplotlib/__init__.py:1465\u001b[0m, in \u001b[0;36m_preprocess_data..inner\u001b[0;34m(ax, data, *args, **kwargs)\u001b[0m\n\u001b[1;32m 1462\u001b[0m \u001b[38;5;129m@functools\u001b[39m\u001b[38;5;241m.\u001b[39mwraps(func)\n\u001b[1;32m 1463\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21minner\u001b[39m(ax, \u001b[38;5;241m*\u001b[39margs, data\u001b[38;5;241m=\u001b[39m\u001b[38;5;28;01mNone\u001b[39;00m, \u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39mkwargs):\n\u001b[1;32m 1464\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m data \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n\u001b[0;32m-> 1465\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mfunc\u001b[49m\u001b[43m(\u001b[49m\u001b[43max\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;28;43mmap\u001b[39;49m\u001b[43m(\u001b[49m\u001b[43msanitize_sequence\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43margs\u001b[49m\u001b[43m)\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 1467\u001b[0m bound \u001b[38;5;241m=\u001b[39m new_sig\u001b[38;5;241m.\u001b[39mbind(ax, \u001b[38;5;241m*\u001b[39margs, \u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39mkwargs)\n\u001b[1;32m 1468\u001b[0m auto_label \u001b[38;5;241m=\u001b[39m (bound\u001b[38;5;241m.\u001b[39marguments\u001b[38;5;241m.\u001b[39mget(label_namer)\n\u001b[1;32m 1469\u001b[0m \u001b[38;5;129;01mor\u001b[39;00m bound\u001b[38;5;241m.\u001b[39mkwargs\u001b[38;5;241m.\u001b[39mget(label_namer))\n",
+ "File \u001b[0;32m~/.local/lib/python3.10/site-packages/matplotlib/axes/_axes.py:2534\u001b[0m, in \u001b[0;36mAxes.bar\u001b[0;34m(self, x, height, width, bottom, align, **kwargs)\u001b[0m\n\u001b[1;32m 2532\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m: \u001b[38;5;66;03m# horizontal\u001b[39;00m\n\u001b[1;32m 2533\u001b[0m r\u001b[38;5;241m.\u001b[39msticky_edges\u001b[38;5;241m.\u001b[39mx\u001b[38;5;241m.\u001b[39mappend(l)\n\u001b[0;32m-> 2534\u001b[0m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43madd_patch\u001b[49m\u001b[43m(\u001b[49m\u001b[43mr\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 2535\u001b[0m patches\u001b[38;5;241m.\u001b[39mappend(r)\n\u001b[1;32m 2537\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m xerr \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m \u001b[38;5;129;01mor\u001b[39;00m yerr \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n",
+ "File \u001b[0;32m~/.local/lib/python3.10/site-packages/matplotlib/axes/_base.py:2384\u001b[0m, in \u001b[0;36m_AxesBase.add_patch\u001b[0;34m(self, p)\u001b[0m\n\u001b[1;32m 2382\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m p\u001b[38;5;241m.\u001b[39mget_clip_path() \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n\u001b[1;32m 2383\u001b[0m p\u001b[38;5;241m.\u001b[39mset_clip_path(\u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mpatch)\n\u001b[0;32m-> 2384\u001b[0m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_update_patch_limits\u001b[49m\u001b[43m(\u001b[49m\u001b[43mp\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 2385\u001b[0m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_children\u001b[38;5;241m.\u001b[39mappend(p)\n\u001b[1;32m 2386\u001b[0m p\u001b[38;5;241m.\u001b[39m_remove_method \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_children\u001b[38;5;241m.\u001b[39mremove\n",
+ "File \u001b[0;32m~/.local/lib/python3.10/site-packages/matplotlib/axes/_base.py:2415\u001b[0m, in \u001b[0;36m_AxesBase._update_patch_limits\u001b[0;34m(self, patch)\u001b[0m\n\u001b[1;32m 2412\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28mlen\u001b[39m(vertices):\n\u001b[1;32m 2413\u001b[0m vertices \u001b[38;5;241m=\u001b[39m np\u001b[38;5;241m.\u001b[39mvstack(vertices)\n\u001b[0;32m-> 2415\u001b[0m patch_trf \u001b[38;5;241m=\u001b[39m \u001b[43mpatch\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mget_transform\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 2416\u001b[0m updatex, updatey \u001b[38;5;241m=\u001b[39m patch_trf\u001b[38;5;241m.\u001b[39mcontains_branch_seperately(\u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mtransData)\n\u001b[1;32m 2417\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m (updatex \u001b[38;5;129;01mor\u001b[39;00m updatey):\n",
+ "File \u001b[0;32m~/.local/lib/python3.10/site-packages/matplotlib/patches.py:261\u001b[0m, in \u001b[0;36mPatch.get_transform\u001b[0;34m(self)\u001b[0m\n\u001b[1;32m 259\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mget_transform\u001b[39m(\u001b[38;5;28mself\u001b[39m):\n\u001b[1;32m 260\u001b[0m \u001b[38;5;250m \u001b[39m\u001b[38;5;124;03m\"\"\"Return the `~.transforms.Transform` applied to the `Patch`.\"\"\"\u001b[39;00m\n\u001b[0;32m--> 261\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mget_patch_transform\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m \u001b[38;5;241m+\u001b[39m artist\u001b[38;5;241m.\u001b[39mArtist\u001b[38;5;241m.\u001b[39mget_transform(\u001b[38;5;28mself\u001b[39m)\n",
+ "File \u001b[0;32m~/.local/lib/python3.10/site-packages/matplotlib/patches.py:751\u001b[0m, in \u001b[0;36mRectangle.get_patch_transform\u001b[0;34m(self)\u001b[0m\n\u001b[1;32m 746\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mget_patch_transform\u001b[39m(\u001b[38;5;28mself\u001b[39m):\n\u001b[1;32m 747\u001b[0m \u001b[38;5;66;03m# Note: This cannot be called until after this has been added to\u001b[39;00m\n\u001b[1;32m 748\u001b[0m \u001b[38;5;66;03m# an Axes, otherwise unit conversion will fail. This makes it very\u001b[39;00m\n\u001b[1;32m 749\u001b[0m \u001b[38;5;66;03m# important to call the accessor method and not directly access the\u001b[39;00m\n\u001b[1;32m 750\u001b[0m \u001b[38;5;66;03m# transformation member variable.\u001b[39;00m\n\u001b[0;32m--> 751\u001b[0m bbox \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mget_bbox\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 752\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mrotation_point \u001b[38;5;241m==\u001b[39m \u001b[38;5;124m'\u001b[39m\u001b[38;5;124mcenter\u001b[39m\u001b[38;5;124m'\u001b[39m:\n\u001b[1;32m 753\u001b[0m width, height \u001b[38;5;241m=\u001b[39m bbox\u001b[38;5;241m.\u001b[39mx1 \u001b[38;5;241m-\u001b[39m bbox\u001b[38;5;241m.\u001b[39mx0, bbox\u001b[38;5;241m.\u001b[39my1 \u001b[38;5;241m-\u001b[39m bbox\u001b[38;5;241m.\u001b[39my0\n",
+ "File \u001b[0;32m~/.local/lib/python3.10/site-packages/matplotlib/patches.py:882\u001b[0m, in \u001b[0;36mRectangle.get_bbox\u001b[0;34m(self)\u001b[0m\n\u001b[1;32m 880\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mget_bbox\u001b[39m(\u001b[38;5;28mself\u001b[39m):\n\u001b[1;32m 881\u001b[0m \u001b[38;5;250m \u001b[39m\u001b[38;5;124;03m\"\"\"Return the `.Bbox`.\"\"\"\u001b[39;00m\n\u001b[0;32m--> 882\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mtransforms\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mBbox\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mfrom_extents\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_convert_units\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\u001b[43m)\u001b[49m\n",
+ "File \u001b[0;32m~/.local/lib/python3.10/site-packages/matplotlib/transforms.py:829\u001b[0m, in \u001b[0;36mBbox.from_extents\u001b[0;34m(minpos, *args)\u001b[0m\n\u001b[1;32m 813\u001b[0m \u001b[38;5;129m@staticmethod\u001b[39m\n\u001b[1;32m 814\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mfrom_extents\u001b[39m(\u001b[38;5;241m*\u001b[39margs, minpos\u001b[38;5;241m=\u001b[39m\u001b[38;5;28;01mNone\u001b[39;00m):\n\u001b[1;32m 815\u001b[0m \u001b[38;5;250m \u001b[39m\u001b[38;5;124;03m\"\"\"\u001b[39;00m\n\u001b[1;32m 816\u001b[0m \u001b[38;5;124;03m Create a new Bbox from *left*, *bottom*, *right* and *top*.\u001b[39;00m\n\u001b[1;32m 817\u001b[0m \n\u001b[0;32m (...)\u001b[0m\n\u001b[1;32m 827\u001b[0m \u001b[38;5;124;03m scales where negative bounds result in floating point errors.\u001b[39;00m\n\u001b[1;32m 828\u001b[0m \u001b[38;5;124;03m \"\"\"\u001b[39;00m\n\u001b[0;32m--> 829\u001b[0m bbox \u001b[38;5;241m=\u001b[39m Bbox(\u001b[43mnp\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mreshape\u001b[49m\u001b[43m(\u001b[49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;241;43m2\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m2\u001b[39;49m\u001b[43m)\u001b[49m\u001b[43m)\u001b[49m)\n\u001b[1;32m 830\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m minpos \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n\u001b[1;32m 831\u001b[0m bbox\u001b[38;5;241m.\u001b[39m_minpos[:] \u001b[38;5;241m=\u001b[39m minpos\n",
+ "File \u001b[0;32m~/.local/lib/python3.10/site-packages/numpy/core/fromnumeric.py:285\u001b[0m, in \u001b[0;36mreshape\u001b[0;34m(a, newshape, order)\u001b[0m\n\u001b[1;32m 200\u001b[0m \u001b[38;5;129m@array_function_dispatch\u001b[39m(_reshape_dispatcher)\n\u001b[1;32m 201\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mreshape\u001b[39m(a, newshape, order\u001b[38;5;241m=\u001b[39m\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mC\u001b[39m\u001b[38;5;124m'\u001b[39m):\n\u001b[1;32m 202\u001b[0m \u001b[38;5;250m \u001b[39m\u001b[38;5;124;03m\"\"\"\u001b[39;00m\n\u001b[1;32m 203\u001b[0m \u001b[38;5;124;03m Gives a new shape to an array without changing its data.\u001b[39;00m\n\u001b[1;32m 204\u001b[0m \n\u001b[0;32m (...)\u001b[0m\n\u001b[1;32m 283\u001b[0m \u001b[38;5;124;03m [5, 6]])\u001b[39;00m\n\u001b[1;32m 284\u001b[0m \u001b[38;5;124;03m \"\"\"\u001b[39;00m\n\u001b[0;32m--> 285\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43m_wrapfunc\u001b[49m\u001b[43m(\u001b[49m\u001b[43ma\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[38;5;124;43mreshape\u001b[39;49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mnewshape\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43morder\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43morder\u001b[49m\u001b[43m)\u001b[49m\n",
+ "File \u001b[0;32m~/.local/lib/python3.10/site-packages/numpy/core/fromnumeric.py:56\u001b[0m, in \u001b[0;36m_wrapfunc\u001b[0;34m(obj, method, *args, **kwds)\u001b[0m\n\u001b[1;32m 54\u001b[0m bound \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mgetattr\u001b[39m(obj, method, \u001b[38;5;28;01mNone\u001b[39;00m)\n\u001b[1;32m 55\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m bound \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n\u001b[0;32m---> 56\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43m_wrapit\u001b[49m\u001b[43m(\u001b[49m\u001b[43mobj\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mmethod\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwds\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 58\u001b[0m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[1;32m 59\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m bound(\u001b[38;5;241m*\u001b[39margs, \u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39mkwds)\n",
+ "File \u001b[0;32m~/.local/lib/python3.10/site-packages/numpy/core/fromnumeric.py:45\u001b[0m, in \u001b[0;36m_wrapit\u001b[0;34m(obj, method, *args, **kwds)\u001b[0m\n\u001b[1;32m 43\u001b[0m \u001b[38;5;28;01mexcept\u001b[39;00m \u001b[38;5;167;01mAttributeError\u001b[39;00m:\n\u001b[1;32m 44\u001b[0m wrap \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;01mNone\u001b[39;00m\n\u001b[0;32m---> 45\u001b[0m result \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mgetattr\u001b[39m(\u001b[43masarray\u001b[49m\u001b[43m(\u001b[49m\u001b[43mobj\u001b[49m\u001b[43m)\u001b[49m, method)(\u001b[38;5;241m*\u001b[39margs, \u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39mkwds)\n\u001b[1;32m 46\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m wrap:\n\u001b[1;32m 47\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28misinstance\u001b[39m(result, mu\u001b[38;5;241m.\u001b[39mndarray):\n",
+ "\u001b[0;31mValueError\u001b[0m: setting an array element with a sequence. The requested array has an inhomogeneous shape after 1 dimensions. The detected shape was (4,) + inhomogeneous part."
+ ]
+ },
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "plt.bar(x = football_teams, y = champions_leagues, height = 15)"
+ ]
},
{
"cell_type": "markdown",
@@ -240,7 +299,7 @@
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
- "version": "3.10.6"
+ "version": "3.10.8"
},
"toc-autonumbering": true
},
diff --git a/01_Getting Started with Data Visualization/01_Python Foundations for Data Visualization/01C_Foundations.ipynb b/01_Getting Started with Data Visualization/01_Python Foundations for Data Visualization/01C_Foundations.ipynb
index 1a95912..288903c 100644
--- a/01_Getting Started with Data Visualization/01_Python Foundations for Data Visualization/01C_Foundations.ipynb
+++ b/01_Getting Started with Data Visualization/01_Python Foundations for Data Visualization/01C_Foundations.ipynb
@@ -216,7 +216,7 @@
],
"metadata": {
"kernelspec": {
- "display_name": "base",
+ "display_name": "Python 3 (ipykernel)",
"language": "python",
"name": "python3"
},
@@ -230,7 +230,7 @@
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
- "version": "3.10.6"
+ "version": "3.10.8"
},
"toc-autonumbering": true,
"vscode": {
diff --git a/01_Getting Started with Data Visualization/03_Optimal Data Visualization/.ipynb_checkpoints/03A_Optimal-checkpoint.ipynb b/01_Getting Started with Data Visualization/03_Optimal Data Visualization/.ipynb_checkpoints/03A_Optimal-checkpoint.ipynb
new file mode 100644
index 0000000..bc5f4dd
--- /dev/null
+++ b/01_Getting Started with Data Visualization/03_Optimal Data Visualization/.ipynb_checkpoints/03A_Optimal-checkpoint.ipynb
@@ -0,0 +1,223 @@
+{
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "id": "ebf0c722-09b2-4559-a112-24472a4bb5c1",
+ "metadata": {},
+ "source": [
+ "# Optimal Data Visualization"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "7c672eb6-3e2a-4203-8194-495cfe6fc223",
+ "metadata": {},
+ "source": [
+ "## Load the data\n",
+ "\n",
+ "- gapminder.xlsx"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "4a0c2ee6-0af9-43d1-ada8-6c6fc534402c",
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ },
+ {
+ "cell_type": "markdown",
+ "id": "a951165a-2d18-4c8b-9edd-a2ba7de836d5",
+ "metadata": {},
+ "source": [
+ "## Create data visualization"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "4ac63eb8-16da-4100-82a0-7486dcf725bd",
+ "metadata": {},
+ "source": [
+ "### Import plotly library"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "ba77cfb1-a955-4a7d-9873-70f1d80e9371",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "import plotly.express as px"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "86f2ff51-e77d-4621-8ac1-79958292b92c",
+ "metadata": {},
+ "source": [
+ "### Create scatter plot\n",
+ "\n",
+ "To represent the relationship between two numerical continuous variables:\n",
+ "\n",
+ "1. x-axis → `gdpPercap` (Money per Person)\n",
+ "2. y-axis → `lifeExp` (Life Expectancy)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "56903350-2e6b-47da-a5b8-fbd6547309ef",
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ },
+ {
+ "cell_type": "markdown",
+ "id": "8b6ab908-b2f7-4037-9e1b-8c86bf4352f8",
+ "metadata": {},
+ "source": [
+ "### Change the color based on the continent"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "9e2201b1-26c8-428d-8af9-50bb5f68fa7d",
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ },
+ {
+ "cell_type": "markdown",
+ "id": "66dae233-07ba-4dc7-9479-412582725cdc",
+ "metadata": {},
+ "source": [
+ "### Change the size based on the population"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "5eacfe43-de9d-4ad4-9713-2a7d12855698",
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ },
+ {
+ "cell_type": "markdown",
+ "id": "2af90813-5e29-493b-a85b-25ccd3eae6f9",
+ "metadata": {},
+ "source": [
+ "### Show the country name as you hover the mouse over the points\n",
+ "\n",
+ "> You may use the `hover_name` parameter"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "9ed5240f-8c74-426c-886e-7b9a01840e23",
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ },
+ {
+ "cell_type": "markdown",
+ "id": "1fe5c048-9cc7-4200-91f0-2bf4f603fcaf",
+ "metadata": {},
+ "source": [
+ "## Data Analysis"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "40d501ae-cb2b-489f-9db4-7b81bd4e47fc",
+ "metadata": {},
+ "source": [
+ "### Which observation represents the biggest point?"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "8251443c-fe80-48d8-b30f-08fe664946a8",
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ },
+ {
+ "cell_type": "markdown",
+ "id": "4a3af807-cf51-49de-b845-ddba26768204",
+ "metadata": {},
+ "source": [
+ "### Which point is the furthest in the x-axis?"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "62b9f4ae-af89-415a-8d1b-83cd51322ac9",
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ },
+ {
+ "cell_type": "markdown",
+ "id": "786d95dd-396f-4a09-be6d-8504219a7c05",
+ "metadata": {},
+ "source": [
+ "### Which point is the furthest in the y-axis?"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "ffa33e1d-9f8a-4b66-a5f3-85d4a39436d6",
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ },
+ {
+ "cell_type": "markdown",
+ "id": "ea475998",
+ "metadata": {},
+ "source": [
+ "## Create a tree map\n",
+ "\n",
+ "> Understand what a tree map is in [plotly website](https://plotly.com/python/treemaps/)."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "b2005b07",
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ }
+ ],
+ "metadata": {
+ "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": "3.10.6"
+ },
+ "toc-autonumbering": true
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}
diff --git a/01_Getting Started with Data Visualization/03_Optimal Data Visualization/.ipynb_checkpoints/03C_Optimal-checkpoint.ipynb b/01_Getting Started with Data Visualization/03_Optimal Data Visualization/.ipynb_checkpoints/03C_Optimal-checkpoint.ipynb
new file mode 100644
index 0000000..7e5525d
--- /dev/null
+++ b/01_Getting Started with Data Visualization/03_Optimal Data Visualization/.ipynb_checkpoints/03C_Optimal-checkpoint.ipynb
@@ -0,0 +1,9622 @@
+{
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "id": "ebf0c722-09b2-4559-a112-24472a4bb5c1",
+ "metadata": {},
+ "source": [
+ "# Optimal Data Visualization"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "7c672eb6-3e2a-4203-8194-495cfe6fc223",
+ "metadata": {},
+ "source": [
+ "## Load the data\n",
+ "\n",
+ "- cars.xlsx"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 9,
+ "id": "1c893773-7732-46aa-a18c-54860060b2e7",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Collecting openpyxl\n",
+ " Downloading openpyxl-3.1.2-py2.py3-none-any.whl (249 kB)\n",
+ "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m250.0/250.0 kB\u001b[0m \u001b[31m9.7 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n",
+ "\u001b[?25hCollecting et-xmlfile (from openpyxl)\n",
+ " Downloading et_xmlfile-1.1.0-py3-none-any.whl (4.7 kB)\n",
+ "Installing collected packages: et-xmlfile, openpyxl\n",
+ "Successfully installed et-xmlfile-1.1.0 openpyxl-3.1.2\n"
+ ]
+ }
+ ],
+ "source": [
+ "import pandas as pd\n",
+ "!pip install openpyxl"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 10,
+ "id": "88c959c8-bb64-463d-921a-d9f18d02d512",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " mpg \n",
+ " cylinders \n",
+ " displacement \n",
+ " horsepower \n",
+ " weight \n",
+ " acceleration \n",
+ " model_year \n",
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+ " usa \n",
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+ " \n",
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+ " europe \n",
+ " vw pickup \n",
+ " \n",
+ " \n",
+ " 395 \n",
+ " 32.0 \n",
+ " 4 \n",
+ " 135.0 \n",
+ " 84.0 \n",
+ " 2295 \n",
+ " 11.6 \n",
+ " 82 \n",
+ " usa \n",
+ " dodge rampage \n",
+ " \n",
+ " \n",
+ " 396 \n",
+ " 28.0 \n",
+ " 4 \n",
+ " 120.0 \n",
+ " 79.0 \n",
+ " 2625 \n",
+ " 18.6 \n",
+ " 82 \n",
+ " usa \n",
+ " ford ranger \n",
+ " \n",
+ " \n",
+ " 397 \n",
+ " 31.0 \n",
+ " 4 \n",
+ " 119.0 \n",
+ " 82.0 \n",
+ " 2720 \n",
+ " 19.4 \n",
+ " 82 \n",
+ " usa \n",
+ " chevy s-10 \n",
+ " \n",
+ " \n",
+ "
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+ "
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+ "
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+ ],
+ "text/plain": [
+ " mpg cylinders displacement horsepower weight acceleration \\\n",
+ "0 18.0 8 307.0 130.0 3504 12.0 \n",
+ "1 15.0 8 350.0 165.0 3693 11.5 \n",
+ "2 18.0 8 318.0 150.0 3436 11.0 \n",
+ "3 16.0 8 304.0 150.0 3433 12.0 \n",
+ "4 17.0 8 302.0 140.0 3449 10.5 \n",
+ ".. ... ... ... ... ... ... \n",
+ "393 27.0 4 140.0 86.0 2790 15.6 \n",
+ "394 44.0 4 97.0 52.0 2130 24.6 \n",
+ "395 32.0 4 135.0 84.0 2295 11.6 \n",
+ "396 28.0 4 120.0 79.0 2625 18.6 \n",
+ "397 31.0 4 119.0 82.0 2720 19.4 \n",
+ "\n",
+ " model_year origin name \n",
+ "0 70 usa chevrolet chevelle malibu \n",
+ "1 70 usa buick skylark 320 \n",
+ "2 70 usa plymouth satellite \n",
+ "3 70 usa amc rebel sst \n",
+ "4 70 usa ford torino \n",
+ ".. ... ... ... \n",
+ "393 82 usa ford mustang gl \n",
+ "394 82 europe vw pickup \n",
+ "395 82 usa dodge rampage \n",
+ "396 82 usa ford ranger \n",
+ "397 82 usa chevy s-10 \n",
+ "\n",
+ "[398 rows x 9 columns]"
+ ]
+ },
+ "execution_count": 10,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "cochesDeExcel = pd.read_excel('cars.xlsx')\n",
+ "cochesDeExcel"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "86f2ff51-e77d-4621-8ac1-79958292b92c",
+ "metadata": {},
+ "source": [
+ "## Create data visualization"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "ccd77248-316d-4053-9098-8cea9eea895d",
+ "metadata": {},
+ "source": [
+ "### Import plotly library"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 15,
+ "id": "8b963e70-abe0-40a2-8bca-e3f9a383f439",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "import plotly.express as px"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "cdff5e7b-8525-417c-9b55-b01ca946ed40",
+ "metadata": {},
+ "source": [
+ "### Create scatter plot\n",
+ "\n",
+ "To represent the relationship between two numerical continuous variables:\n",
+ "\n",
+ "1. x-axis → `horsepower`\n",
+ "2. y-axis → `acceleration`"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 17,
+ "id": "45491506-0905-4c6b-96b3-659d90e1f51a",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ " \n",
+ " "
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+ "output_type": "display_data"
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+ "config": {
+ "plotlyServerURL": "https://plot.ly"
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+ "text/html": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "px.scatter(data_frame= cochesDeExcel, x='horsepower', y = 'acceleration')\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "8b6ab908-b2f7-4037-9e1b-8c86bf4352f8",
+ "metadata": {},
+ "source": [
+ "### Change the color based on the origin"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 19,
+ "id": "5c587d65-b74b-446d-9934-017353be0ac5",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "application/vnd.plotly.v1+json": {
+ "config": {
+ "plotlyServerURL": "https://plot.ly"
+ },
+ "data": [
+ {
+ "hovertemplate": "origin=usa horsepower=%{x} acceleration=%{y} ",
+ "legendgroup": "usa",
+ "marker": {
+ "color": "#636efa",
+ "symbol": "circle"
+ },
+ "mode": "markers",
+ "name": "usa",
+ "orientation": "v",
+ "showlegend": true,
+ "type": "scatter",
+ "x": [
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+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "px.scatter(data_frame= cochesDeExcel, x='horsepower', y = 'acceleration', color = \"origin\")\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "66dae233-07ba-4dc7-9479-412582725cdc",
+ "metadata": {},
+ "source": [
+ "### Change the size based on the mpg (miles per gallon)"
+ ]
+ },
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+ "cell_type": "code",
+ "execution_count": 20,
+ "id": "e1d195a9-f820-44f1-b171-671556cb4811",
+ "metadata": {},
+ "outputs": [
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+ "plotlyServerURL": "https://plot.ly"
+ },
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",
+ "text/html": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "px.scatter(data_frame= cochesDeExcel, x='horsepower', y = 'acceleration', color = \"origin\", size = \"mpg\")\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "2af90813-5e29-493b-a85b-25ccd3eae6f9",
+ "metadata": {},
+ "source": [
+ "### Show the car name as you hover the mouse over the points\n",
+ "\n",
+ "> You may use the `hover_name` parameter"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 21,
+ "id": "6eda92d5-7f1e-4660-9c89-2caf500594ee",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "application/vnd.plotly.v1+json": {
+ "config": {
+ "plotlyServerURL": "https://plot.ly"
+ },
+ "data": [
+ {
+ "hovertemplate": "%{hovertext} origin=usa horsepower=%{x} acceleration=%{y} mpg=%{marker.size} ",
+ "hovertext": [
+ "chevrolet chevelle malibu",
+ "buick skylark 320",
+ "plymouth satellite",
+ "amc rebel sst",
+ "ford torino",
+ "ford galaxie 500",
+ "chevrolet impala",
+ "plymouth fury iii",
+ "pontiac catalina",
+ "amc ambassador dpl",
+ "dodge challenger se",
+ "plymouth 'cuda 340",
+ "chevrolet monte carlo",
+ "buick estate wagon (sw)",
+ "plymouth duster",
+ "amc hornet",
+ "ford maverick",
+ "amc gremlin",
+ "ford f250",
+ "chevy c20",
+ "dodge d200",
+ "hi 1200d",
+ "chevrolet vega 2300",
+ "ford pinto",
+ "amc gremlin",
+ "plymouth satellite custom",
+ "chevrolet chevelle malibu",
+ "ford torino 500",
+ "amc matador",
+ "chevrolet impala",
+ "pontiac catalina brougham",
+ "ford galaxie 500",
+ "plymouth fury iii",
+ "dodge monaco (sw)",
+ "ford country squire (sw)",
+ "pontiac safari (sw)",
+ "amc hornet sportabout (sw)",
+ "chevrolet vega (sw)",
+ "pontiac firebird",
+ "ford mustang",
+ "mercury capri 2000",
+ "plymouth cricket",
+ "dodge colt hardtop",
+ "chevrolet vega",
+ "ford pinto runabout",
+ "chevrolet impala",
+ "pontiac catalina",
+ "plymouth fury iii",
+ "ford galaxie 500",
+ "amc ambassador sst",
+ "mercury marquis",
+ "buick lesabre custom",
+ "oldsmobile delta 88 royale",
+ "chrysler newport royal",
+ "amc matador (sw)",
+ "chevrolet chevelle concours (sw)",
+ "ford gran torino (sw)",
+ "plymouth satellite custom (sw)",
+ "ford pinto (sw)",
+ "dodge colt (sw)",
+ "buick century 350",
+ "amc matador",
+ "chevrolet malibu",
+ "ford gran torino",
+ "dodge coronet custom",
+ "mercury marquis brougham",
+ "chevrolet caprice classic",
+ "ford ltd",
+ "plymouth fury gran sedan",
+ "chrysler new yorker brougham",
+ "buick electra 225 custom",
+ "amc ambassador brougham",
+ "plymouth valiant",
+ "chevrolet nova custom",
+ "amc hornet",
+ "ford maverick",
+ "plymouth duster",
+ "chevrolet impala",
+ "ford country",
+ "plymouth custom suburb",
+ "oldsmobile vista cruiser",
+ "amc gremlin",
+ "chevrolet vega",
+ "ford pinto",
+ "mercury capri v6",
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+ },
+ "xaxis": {
+ "anchor": "y",
+ "autorange": true,
+ "domain": [
+ 0,
+ 1
+ ],
+ "range": [
+ 33.27543891542514,
+ 242.23386447789545
+ ],
+ "title": {
+ "text": "horsepower"
+ },
+ "type": "linear"
+ },
+ "yaxis": {
+ "anchor": "x",
+ "autorange": true,
+ "domain": [
+ 0,
+ 1
+ ],
+ "range": [
+ 6.123447776253336,
+ 27.115622838024297
+ ],
+ "title": {
+ "text": "acceleration"
+ },
+ "type": "linear"
+ }
+ }
+ },
+ "image/png": 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",
+ "text/html": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "px.scatter(data_frame= cochesDeExcel, x='horsepower', y = 'acceleration', color = \"origin\", size = \"mpg\", hover_name = \"name\")\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "1fe5c048-9cc7-4200-91f0-2bf4f603fcaf",
+ "metadata": {},
+ "source": [
+ "## Data Analysis"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "40d501ae-cb2b-489f-9db4-7b81bd4e47fc",
+ "metadata": {},
+ "source": [
+ "### Which observation represents the biggest point?"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "a9e7dfc4-85b5-4b29-88e6-78a1b14260a8",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "pontiac grand prix"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "4a3af807-cf51-49de-b845-ddba26768204",
+ "metadata": {},
+ "source": [
+ "### Which point is the furthest in the x-axis?"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "6cc3dd8c-1a90-402c-aa9c-66dd74c3be1e",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "pontiac grand prix"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "786d95dd-396f-4a09-be6d-8504219a7c05",
+ "metadata": {},
+ "source": [
+ "### Which point is the furthest in the y-axis?"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "09a765f2-6fb8-4d53-a1b7-cffb05f47d5a",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "peugeot 504"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "cf24834d",
+ "metadata": {},
+ "source": [
+ "## Create a tree map\n",
+ "\n",
+ "> Understand what a tree map is in [plotly website](https://plotly.com/python/treemaps/)."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 26,
+ "id": "6deb1d1c",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "application/vnd.plotly.v1+json": {
+ "config": {
+ "plotlyServerURL": "https://plot.ly"
+ },
+ "data": [
+ {
+ "domain": {
+ "x": [
+ 0,
+ 1
+ ],
+ "y": [
+ 0,
+ 1
+ ]
+ },
+ "hovertemplate": "label=%{label} parent=%{parent} ",
+ "labels": [
+ "Eve",
+ "Cain",
+ "Seth",
+ "Enos",
+ "Noam",
+ "Abel",
+ "Awan",
+ "Enoch",
+ "Azura"
+ ],
+ "name": "",
+ "parents": [
+ "",
+ "Eve",
+ "Eve",
+ "Seth",
+ "Seth",
+ "Eve",
+ "Eve",
+ "Awan",
+ "Eve"
+ ],
+ "root": {
+ "color": "lightgrey"
+ },
+ "type": "treemap"
+ }
+ ],
+ "layout": {
+ "autosize": true,
+ "legend": {
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",
+ "text/html": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "fig = px.treemap(\n",
+ " names = [\"Eve\",\"Cain\", \"Seth\", \"Enos\", \"Noam\", \"Abel\", \"Awan\", \"Enoch\", \"Azura\"], #Nombre de cajas\n",
+ " #Quienes son los padres de cada caja segun la posicion eve es padre de cain o awan es padre de enoch \n",
+ " parents = [\"\", \"Eve\", \"Eve\", \"Seth\", \"Seth\", \"Eve\", \"Eve\", \"Awan\", \"Eve\"] )\n",
+ "fig.update_traces(root_color=\"lightgrey\")\n",
+ "fig.update_layout(margin = dict(t=50, l=25, r=25, b=25))\n",
+ "fig.show()"
+ ]
+ }
+ ],
+ "metadata": {
+ "kernelspec": {
+ "display_name": "Python 3 (ipykernel)",
+ "language": "python",
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diff --git a/01_Getting Started with Data Visualization/03_Optimal Data Visualization/.ipynb_checkpoints/03D_Optimal-checkpoint.ipynb b/01_Getting Started with Data Visualization/03_Optimal Data Visualization/.ipynb_checkpoints/03D_Optimal-checkpoint.ipynb
new file mode 100644
index 0000000..c616e0e
--- /dev/null
+++ b/01_Getting Started with Data Visualization/03_Optimal Data Visualization/.ipynb_checkpoints/03D_Optimal-checkpoint.ipynb
@@ -0,0 +1,12350 @@
+{
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "id": "ebf0c722-09b2-4559-a112-24472a4bb5c1",
+ "metadata": {},
+ "source": [
+ "# Optimal Data Visualization"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "7c672eb6-3e2a-4203-8194-495cfe6fc223",
+ "metadata": {},
+ "source": [
+ "## Load the data\n",
+ "\n",
+ "- cars.xlsx"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 1,
+ "id": "76efc311-c78e-4c95-866e-d2215708890e",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "import pandas as pd"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 2,
+ "id": "e4867fd3-d2e1-43bd-9850-bfd2ba685642",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "df_cars = pd.read_excel('cars.xlsx')"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 3,
+ "id": "52f004d1-7d71-4879-9fd2-d844da62a2bb",
+ "metadata": {},
+ "outputs": [
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+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " mpg \n",
+ " cylinders \n",
+ " displacement \n",
+ " horsepower \n",
+ " weight \n",
+ " acceleration \n",
+ " model_year \n",
+ " origin \n",
+ " name \n",
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+ " mpg cylinders displacement horsepower weight acceleration \\\n",
+ "0 18.0 8 307.0 130.0 3504 12.0 \n",
+ "1 15.0 8 350.0 165.0 3693 11.5 \n",
+ ".. ... ... ... ... ... ... \n",
+ "396 28.0 4 120.0 79.0 2625 18.6 \n",
+ "397 31.0 4 119.0 82.0 2720 19.4 \n",
+ "\n",
+ " model_year origin name \n",
+ "0 70 usa chevrolet chevelle malibu \n",
+ "1 70 usa buick skylark 320 \n",
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+ "397 82 usa chevy s-10 \n",
+ "\n",
+ "[398 rows x 9 columns]"
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+ },
+ "execution_count": 3,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "df_cars"
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+ },
+ {
+ "cell_type": "markdown",
+ "id": "86f2ff51-e77d-4621-8ac1-79958292b92c",
+ "metadata": {},
+ "source": [
+ "## Create data visualization"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "ccd77248-316d-4053-9098-8cea9eea895d",
+ "metadata": {},
+ "source": [
+ "### Import plotly library"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 4,
+ "id": "e3aee820-78d7-4dbf-8e81-7948e523e18a",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "import plotly.express as px"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "cdff5e7b-8525-417c-9b55-b01ca946ed40",
+ "metadata": {},
+ "source": [
+ "### Create scatter plot\n",
+ "\n",
+ "To represent the relationship between two numerical continuous variables:\n",
+ "\n",
+ "1. x-axis → `horsepower`\n",
+ "2. y-axis → `acceleration`"
+ ]
+ },
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+ "cell_type": "code",
+ "execution_count": 5,
+ "id": "38947b62-627d-47e8-a138-ed11643728ca",
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+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "px.scatter(data_frame=df_cars, x='horsepower', y='acceleration')"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "8b6ab908-b2f7-4037-9e1b-8c86bf4352f8",
+ "metadata": {},
+ "source": [
+ "### Change the color based on the origin"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 6,
+ "id": "59645ba5-57ad-4ca1-8258-990d96b78a82",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "application/vnd.plotly.v1+json": {
+ "config": {
+ "plotlyServerURL": "https://plot.ly"
+ },
+ "data": [
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+ }
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+ "baxis": {
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+ "xaxis": {
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+ "title": {
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+ "type": "linear"
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+ "title": {
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+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "px.scatter(data_frame=df_cars, x='horsepower', y='acceleration', color='origin')"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "66dae233-07ba-4dc7-9479-412582725cdc",
+ "metadata": {},
+ "source": [
+ "### Change the size based on the mpg (miles per gallon)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 7,
+ "id": "a8b33097-5497-43ad-b08c-d76ec69f979d",
+ "metadata": {},
+ "outputs": [
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+ "data": {
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+ "plotlyServerURL": "https://plot.ly"
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",
+ "text/html": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "px.scatter(data_frame=df_cars, x='horsepower', y='acceleration', color='origin', size='mpg')"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "2af90813-5e29-493b-a85b-25ccd3eae6f9",
+ "metadata": {},
+ "source": [
+ "### Show the car name as you hover the mouse over the points\n",
+ "\n",
+ "> You may use the `hover_name` parameter"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 8,
+ "id": "b39fb1d2-a32f-4ed3-b2d5-7b470f079ef4",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " mpg \n",
+ " cylinders \n",
+ " displacement \n",
+ " horsepower \n",
+ " weight \n",
+ " acceleration \n",
+ " model_year \n",
+ " origin \n",
+ " name \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " 0 \n",
+ " 18.0 \n",
+ " 8 \n",
+ " 307.0 \n",
+ " 130.0 \n",
+ " 3504 \n",
+ " 12.0 \n",
+ " 70 \n",
+ " usa \n",
+ " chevrolet chevelle malibu \n",
+ " \n",
+ " \n",
+ " 1 \n",
+ " 15.0 \n",
+ " 8 \n",
+ " 350.0 \n",
+ " 165.0 \n",
+ " 3693 \n",
+ " 11.5 \n",
+ " 70 \n",
+ " usa \n",
+ " buick skylark 320 \n",
+ " \n",
+ " \n",
+ " ... \n",
+ " ... \n",
+ " ... \n",
+ " ... \n",
+ " ... \n",
+ " ... \n",
+ " ... \n",
+ " ... \n",
+ " ... \n",
+ " ... \n",
+ " \n",
+ " \n",
+ " 396 \n",
+ " 28.0 \n",
+ " 4 \n",
+ " 120.0 \n",
+ " 79.0 \n",
+ " 2625 \n",
+ " 18.6 \n",
+ " 82 \n",
+ " usa \n",
+ " ford ranger \n",
+ " \n",
+ " \n",
+ " 397 \n",
+ " 31.0 \n",
+ " 4 \n",
+ " 119.0 \n",
+ " 82.0 \n",
+ " 2720 \n",
+ " 19.4 \n",
+ " 82 \n",
+ " usa \n",
+ " chevy s-10 \n",
+ " \n",
+ " \n",
+ "
\n",
+ "
398 rows × 9 columns
\n",
+ "
"
+ ],
+ "text/plain": [
+ " mpg cylinders displacement horsepower weight acceleration \\\n",
+ "0 18.0 8 307.0 130.0 3504 12.0 \n",
+ "1 15.0 8 350.0 165.0 3693 11.5 \n",
+ ".. ... ... ... ... ... ... \n",
+ "396 28.0 4 120.0 79.0 2625 18.6 \n",
+ "397 31.0 4 119.0 82.0 2720 19.4 \n",
+ "\n",
+ " model_year origin name \n",
+ "0 70 usa chevrolet chevelle malibu \n",
+ "1 70 usa buick skylark 320 \n",
+ ".. ... ... ... \n",
+ "396 82 usa ford ranger \n",
+ "397 82 usa chevy s-10 \n",
+ "\n",
+ "[398 rows x 9 columns]"
+ ]
+ },
+ "execution_count": 8,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "df_cars"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 9,
+ "id": "ba7acb91-6015-45a8-b693-69e3fb716139",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "application/vnd.plotly.v1+json": {
+ "config": {
+ "plotlyServerURL": "https://plot.ly"
+ },
+ "data": [
+ {
+ "hovertemplate": "%{hovertext} origin=usa horsepower=%{x} acceleration=%{y} mpg=%{marker.size} ",
+ "hovertext": [
+ "chevrolet chevelle malibu",
+ "buick skylark 320",
+ "plymouth satellite",
+ "amc rebel sst",
+ "ford torino",
+ "ford galaxie 500",
+ "chevrolet impala",
+ "plymouth fury iii",
+ "pontiac catalina",
+ "amc ambassador dpl",
+ "dodge challenger se",
+ "plymouth 'cuda 340",
+ "chevrolet monte carlo",
+ "buick estate wagon (sw)",
+ "plymouth duster",
+ "amc hornet",
+ "ford maverick",
+ "amc gremlin",
+ "ford f250",
+ "chevy c20",
+ "dodge d200",
+ "hi 1200d",
+ "chevrolet vega 2300",
+ "ford pinto",
+ "amc gremlin",
+ "plymouth satellite custom",
+ "chevrolet chevelle malibu",
+ "ford torino 500",
+ "amc matador",
+ "chevrolet impala",
+ "pontiac catalina brougham",
+ "ford galaxie 500",
+ "plymouth fury iii",
+ "dodge monaco (sw)",
+ "ford country squire (sw)",
+ "pontiac safari (sw)",
+ "amc hornet sportabout (sw)",
+ "chevrolet vega (sw)",
+ "pontiac firebird",
+ "ford mustang",
+ "mercury capri 2000",
+ "plymouth cricket",
+ "dodge colt hardtop",
+ "chevrolet vega",
+ "ford pinto runabout",
+ "chevrolet impala",
+ "pontiac catalina",
+ "plymouth fury iii",
+ "ford galaxie 500",
+ "amc ambassador sst",
+ "mercury marquis",
+ "buick lesabre custom",
+ "oldsmobile delta 88 royale",
+ "chrysler newport royal",
+ "amc matador (sw)",
+ "chevrolet chevelle concours (sw)",
+ "ford gran torino (sw)",
+ "plymouth satellite custom (sw)",
+ "ford pinto (sw)",
+ "dodge colt (sw)",
+ "buick century 350",
+ "amc matador",
+ "chevrolet malibu",
+ "ford gran torino",
+ "dodge coronet custom",
+ "mercury marquis brougham",
+ "chevrolet caprice classic",
+ "ford ltd",
+ "plymouth fury gran sedan",
+ "chrysler new yorker brougham",
+ "buick electra 225 custom",
+ "amc ambassador brougham",
+ "plymouth valiant",
+ "chevrolet nova custom",
+ "amc hornet",
+ "ford maverick",
+ "plymouth duster",
+ "chevrolet impala",
+ "ford country",
+ "plymouth custom suburb",
+ "oldsmobile vista cruiser",
+ "amc gremlin",
+ "chevrolet vega",
+ "ford pinto",
+ "mercury capri v6",
+ "chevrolet monte carlo s",
+ "pontiac grand prix",
+ "dodge dart custom",
+ "oldsmobile omega",
+ "plymouth duster",
+ "ford maverick",
+ "amc hornet",
+ "chevrolet nova",
+ "ford pinto",
+ "chevrolet vega",
+ "chevrolet chevelle malibu classic",
+ "amc matador",
+ "plymouth satellite sebring",
+ "ford gran torino",
+ "buick century luxus (sw)",
+ "dodge coronet custom (sw)",
+ "ford gran torino (sw)",
+ "amc matador (sw)",
+ "dodge colt",
+ "plymouth valiant custom",
+ "chevrolet nova",
+ "mercury monarch",
+ "ford maverick",
+ "pontiac catalina",
+ "chevrolet bel air",
+ "plymouth grand fury",
+ "ford ltd",
+ "buick century",
+ "chevroelt chevelle malibu",
+ "amc matador",
+ "plymouth fury",
+ "buick skyhawk",
+ "chevrolet monza 2+2",
+ "ford mustang ii",
+ "ford pinto",
+ "amc gremlin",
+ "pontiac astro",
+ "ford pinto",
+ "amc pacer",
+ "capri ii",
+ "dodge colt",
+ "chevrolet chevelle malibu classic",
+ "dodge coronet brougham",
+ "amc matador",
+ "ford gran torino",
+ "plymouth valiant",
+ "chevrolet nova",
+ "ford maverick",
+ "amc hornet",
+ "chevrolet chevette",
+ "chevrolet woody",
+ "dodge aspen se",
+ "ford granada ghia",
+ "pontiac ventura sj",
+ "amc pacer d/l",
+ "ford pinto",
+ "plymouth volare premier v8",
+ "cadillac seville",
+ "chevy c10",
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+ "text/html": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "px.scatter(data_frame=df_cars, x='horsepower', y='acceleration', color='origin', size='mpg', hover_name='name')"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 10,
+ "id": "23c88e76-6332-48b9-a76f-d9b1eb585af1",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " mpg \n",
+ " cylinders \n",
+ " displacement \n",
+ " horsepower \n",
+ " weight \n",
+ " acceleration \n",
+ " model_year \n",
+ " origin \n",
+ " name \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " 0 \n",
+ " 18.0 \n",
+ " 8 \n",
+ " 307.0 \n",
+ " 130.0 \n",
+ " 3504 \n",
+ " 12.0 \n",
+ " 70 \n",
+ " usa \n",
+ " chevrolet chevelle malibu \n",
+ " \n",
+ " \n",
+ " 1 \n",
+ " 15.0 \n",
+ " 8 \n",
+ " 350.0 \n",
+ " 165.0 \n",
+ " 3693 \n",
+ " 11.5 \n",
+ " 70 \n",
+ " usa \n",
+ " buick skylark 320 \n",
+ " \n",
+ " \n",
+ " ... \n",
+ " ... \n",
+ " ... \n",
+ " ... \n",
+ " ... \n",
+ " ... \n",
+ " ... \n",
+ " ... \n",
+ " ... \n",
+ " ... \n",
+ " \n",
+ " \n",
+ " 396 \n",
+ " 28.0 \n",
+ " 4 \n",
+ " 120.0 \n",
+ " 79.0 \n",
+ " 2625 \n",
+ " 18.6 \n",
+ " 82 \n",
+ " usa \n",
+ " ford ranger \n",
+ " \n",
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+ " 397 \n",
+ " 31.0 \n",
+ " 4 \n",
+ " 119.0 \n",
+ " 82.0 \n",
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+ " 19.4 \n",
+ " 82 \n",
+ " usa \n",
+ " chevy s-10 \n",
+ " \n",
+ " \n",
+ "
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+ "
398 rows × 9 columns
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+ "
"
+ ],
+ "text/plain": [
+ " mpg cylinders displacement horsepower weight acceleration \\\n",
+ "0 18.0 8 307.0 130.0 3504 12.0 \n",
+ "1 15.0 8 350.0 165.0 3693 11.5 \n",
+ ".. ... ... ... ... ... ... \n",
+ "396 28.0 4 120.0 79.0 2625 18.6 \n",
+ "397 31.0 4 119.0 82.0 2720 19.4 \n",
+ "\n",
+ " model_year origin name \n",
+ "0 70 usa chevrolet chevelle malibu \n",
+ "1 70 usa buick skylark 320 \n",
+ ".. ... ... ... \n",
+ "396 82 usa ford ranger \n",
+ "397 82 usa chevy s-10 \n",
+ "\n",
+ "[398 rows x 9 columns]"
+ ]
+ },
+ "execution_count": 10,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "df_cars"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "1fe5c048-9cc7-4200-91f0-2bf4f603fcaf",
+ "metadata": {},
+ "source": [
+ "## Data Analysis"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "40d501ae-cb2b-489f-9db4-7b81bd4e47fc",
+ "metadata": {},
+ "source": [
+ "### Which observation represents the biggest point?"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "4b1de12a-73d8-4c4d-b70e-71eb30073dae",
+ "metadata": {},
+ "source": [
+ "- Hard to see"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "4a3af807-cf51-49de-b845-ddba26768204",
+ "metadata": {},
+ "source": [
+ "### Which point is the furthest in the x-axis?"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "31fabf60-e9d1-49de-bb91-314ce8655582",
+ "metadata": {},
+ "source": [
+ "- Pontiac Grand Prix"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "786d95dd-396f-4a09-be6d-8504219a7c05",
+ "metadata": {},
+ "source": [
+ "### Which point is the furthest in the y-axis?"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "05a91001-e308-48d3-8ffb-4646a60a1700",
+ "metadata": {},
+ "source": [
+ "- Peugot 504"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "cfedc5cd",
+ "metadata": {},
+ "source": [
+ "## Create a tree map\n",
+ "\n",
+ "> Understand what a tree map is in [plotly website](https://plotly.com/python/treemaps/)."
+ ]
+ },
+ {
+ "cell_type": "code",
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+ "plotlyServerURL": "https://plot.ly"
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",
+ "text/html": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "fig = px.treemap(df_cars, path=['origin', 'name'], values='horsepower',\n",
+ " color='mpg', color_continuous_scale='RdBu')\n",
+ "fig.update_layout(margin = dict(t=50, l=25, r=25, b=25))\n",
+ "fig.show()"
+ ]
+ }
+ ],
+ "metadata": {
+ "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": "3.10.6"
+ },
+ "toc-autonumbering": true
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}
diff --git a/01_Getting Started with Data Visualization/03_Optimal Data Visualization/03A_Optimal.ipynb b/01_Getting Started with Data Visualization/03_Optimal Data Visualization/03A_Optimal.ipynb
index bc5f4dd..06b97d5 100644
--- a/01_Getting Started with Data Visualization/03_Optimal Data Visualization/03A_Optimal.ipynb
+++ b/01_Getting Started with Data Visualization/03_Optimal Data Visualization/03A_Optimal.ipynb
@@ -214,7 +214,7 @@
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
- "version": "3.10.6"
+ "version": "3.10.8"
},
"toc-autonumbering": true
},
diff --git a/01_Getting Started with Data Visualization/03_Optimal Data Visualization/03C_Optimal.ipynb b/01_Getting Started with Data Visualization/03_Optimal Data Visualization/03C_Optimal.ipynb
index 9f35dbf..7e5525d 100644
--- a/01_Getting Started with Data Visualization/03_Optimal Data Visualization/03C_Optimal.ipynb
+++ b/01_Getting Started with Data Visualization/03_Optimal Data Visualization/03C_Optimal.ipynb
@@ -20,11 +20,244 @@
},
{
"cell_type": "code",
- "execution_count": null,
- "id": "7380fdf3-f149-443d-bd37-a32e6ce9bf33",
+ "execution_count": 9,
+ "id": "1c893773-7732-46aa-a18c-54860060b2e7",
"metadata": {},
- "outputs": [],
- "source": []
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Collecting openpyxl\n",
+ " Downloading openpyxl-3.1.2-py2.py3-none-any.whl (249 kB)\n",
+ "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m250.0/250.0 kB\u001b[0m \u001b[31m9.7 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n",
+ "\u001b[?25hCollecting et-xmlfile (from openpyxl)\n",
+ " Downloading et_xmlfile-1.1.0-py3-none-any.whl (4.7 kB)\n",
+ "Installing collected packages: et-xmlfile, openpyxl\n",
+ "Successfully installed et-xmlfile-1.1.0 openpyxl-3.1.2\n"
+ ]
+ }
+ ],
+ "source": [
+ "import pandas as pd\n",
+ "!pip install openpyxl"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 10,
+ "id": "88c959c8-bb64-463d-921a-d9f18d02d512",
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+ },
+ "execution_count": 10,
+ "metadata": {},
+ "output_type": "execute_result"
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+ "source": [
+ "cochesDeExcel = pd.read_excel('cars.xlsx')\n",
+ "cochesDeExcel"
+ ]
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{
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},
{
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+ "execution_count": 15,
"id": "8b963e70-abe0-40a2-8bca-e3f9a383f439",
"metadata": {},
"outputs": [],
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+ "source": [
+ "import plotly.express as px"
+ ]
},
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@@ -65,11 +300,1756 @@
},
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+ "text/html": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "px.scatter(data_frame= cochesDeExcel, x='horsepower', y = 'acceleration')\n"
+ ]
},
{
"cell_type": "markdown",
@@ -81,11 +2061,1768 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 19,
"id": "5c587d65-b74b-446d-9934-017353be0ac5",
"metadata": {},
- "outputs": [],
- "source": []
+ "outputs": [
+ {
+ "data": {
+ "application/vnd.plotly.v1+json": {
+ "config": {
+ "plotlyServerURL": "https://plot.ly"
+ },
+ "data": [
+ {
+ "hovertemplate": "origin=usa horsepower=%{x} acceleration=%{y} ",
+ "legendgroup": "usa",
+ "marker": {
+ "color": "#636efa",
+ "symbol": "circle"
+ },
+ "mode": "markers",
+ "name": "usa",
+ "orientation": "v",
+ "showlegend": true,
+ "type": "scatter",
+ "x": [
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},
{
"cell_type": "markdown",
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},
{
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- "execution_count": null,
+ "execution_count": 20,
"id": "e1d195a9-f820-44f1-b171-671556cb4811",
"metadata": {},
- "outputs": [],
- "source": []
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",
+ "text/html": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "px.scatter(data_frame= cochesDeExcel, x='horsepower', y = 'acceleration', color = \"origin\", size = \"mpg\")\n"
+ ]
},
{
"cell_type": "markdown",
@@ -115,11 +6020,2583 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 21,
"id": "6eda92d5-7f1e-4660-9c89-2caf500594ee",
"metadata": {},
- "outputs": [],
- "source": []
+ "outputs": [
+ {
+ "data": {
+ "application/vnd.plotly.v1+json": {
+ "config": {
+ "plotlyServerURL": "https://plot.ly"
+ },
+ "data": [
+ {
+ "hovertemplate": "%{hovertext} origin=usa horsepower=%{x} acceleration=%{y} mpg=%{marker.size} ",
+ "hovertext": [
+ "chevrolet chevelle malibu",
+ "buick skylark 320",
+ "plymouth satellite",
+ "amc rebel sst",
+ "ford torino",
+ "ford galaxie 500",
+ "chevrolet impala",
+ "plymouth fury iii",
+ "pontiac catalina",
+ "amc ambassador dpl",
+ "dodge challenger se",
+ "plymouth 'cuda 340",
+ "chevrolet monte carlo",
+ "buick estate wagon (sw)",
+ "plymouth duster",
+ "amc hornet",
+ "ford maverick",
+ "amc gremlin",
+ "ford f250",
+ "chevy c20",
+ "dodge d200",
+ "hi 1200d",
+ "chevrolet vega 2300",
+ "ford pinto",
+ "amc gremlin",
+ "plymouth satellite custom",
+ "chevrolet chevelle malibu",
+ "ford torino 500",
+ "amc matador",
+ "chevrolet impala",
+ "pontiac catalina brougham",
+ "ford galaxie 500",
+ "plymouth fury iii",
+ "dodge monaco (sw)",
+ "ford country squire (sw)",
+ "pontiac safari (sw)",
+ "amc hornet sportabout (sw)",
+ "chevrolet vega (sw)",
+ "pontiac firebird",
+ "ford mustang",
+ "mercury capri 2000",
+ "plymouth cricket",
+ "dodge colt hardtop",
+ "chevrolet vega",
+ "ford pinto runabout",
+ "chevrolet impala",
+ "pontiac catalina",
+ "plymouth fury iii",
+ "ford galaxie 500",
+ "amc ambassador sst",
+ "mercury marquis",
+ "buick lesabre custom",
+ "oldsmobile delta 88 royale",
+ "chrysler newport royal",
+ "amc matador (sw)",
+ "chevrolet chevelle concours (sw)",
+ "ford gran torino (sw)",
+ "plymouth satellite custom (sw)",
+ "ford pinto (sw)",
+ "dodge colt (sw)",
+ "buick century 350",
+ "amc matador",
+ "chevrolet malibu",
+ "ford gran torino",
+ "dodge coronet custom",
+ "mercury marquis brougham",
+ "chevrolet caprice classic",
+ "ford ltd",
+ "plymouth fury gran sedan",
+ "chrysler new yorker brougham",
+ "buick electra 225 custom",
+ "amc ambassador brougham",
+ "plymouth valiant",
+ "chevrolet nova custom",
+ "amc hornet",
+ "ford maverick",
+ "plymouth duster",
+ "chevrolet impala",
+ "ford country",
+ "plymouth custom suburb",
+ "oldsmobile vista cruiser",
+ "amc gremlin",
+ "chevrolet vega",
+ "ford pinto",
+ "mercury capri v6",
+ "chevrolet monte carlo s",
+ "pontiac grand prix",
+ "dodge dart custom",
+ "oldsmobile omega",
+ "plymouth duster",
+ "ford maverick",
+ "amc hornet",
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+ 242.23386447789545
+ ],
+ "title": {
+ "text": "horsepower"
+ },
+ "type": "linear"
+ },
+ "yaxis": {
+ "anchor": "x",
+ "autorange": true,
+ "domain": [
+ 0,
+ 1
+ ],
+ "range": [
+ 6.123447776253336,
+ 27.115622838024297
+ ],
+ "title": {
+ "text": "acceleration"
+ },
+ "type": "linear"
+ }
+ }
+ },
+ "image/png": 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",
+ "text/html": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "px.scatter(data_frame= cochesDeExcel, x='horsepower', y = 'acceleration', color = \"origin\", size = \"mpg\", hover_name = \"name\")\n"
+ ]
},
{
"cell_type": "markdown",
@@ -143,7 +8620,9 @@
"id": "a9e7dfc4-85b5-4b29-88e6-78a1b14260a8",
"metadata": {},
"outputs": [],
- "source": []
+ "source": [
+ "pontiac grand prix"
+ ]
},
{
"cell_type": "markdown",
@@ -159,7 +8638,9 @@
"id": "6cc3dd8c-1a90-402c-aa9c-66dd74c3be1e",
"metadata": {},
"outputs": [],
- "source": []
+ "source": [
+ "pontiac grand prix"
+ ]
},
{
"cell_type": "markdown",
@@ -175,7 +8656,9 @@
"id": "09a765f2-6fb8-4d53-a1b7-cffb05f47d5a",
"metadata": {},
"outputs": [],
- "source": []
+ "source": [
+ "peugeot 504"
+ ]
},
{
"cell_type": "markdown",
@@ -189,11 +8672,929 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 26,
"id": "6deb1d1c",
"metadata": {},
- "outputs": [],
- "source": []
+ "outputs": [
+ {
+ "data": {
+ "application/vnd.plotly.v1+json": {
+ "config": {
+ "plotlyServerURL": "https://plot.ly"
+ },
+ "data": [
+ {
+ "domain": {
+ "x": [
+ 0,
+ 1
+ ],
+ "y": [
+ 0,
+ 1
+ ]
+ },
+ "hovertemplate": "label=%{label} parent=%{parent} ",
+ "labels": [
+ "Eve",
+ "Cain",
+ "Seth",
+ "Enos",
+ "Noam",
+ "Abel",
+ "Awan",
+ "Enoch",
+ "Azura"
+ ],
+ "name": "",
+ "parents": [
+ "",
+ "Eve",
+ "Eve",
+ "Seth",
+ "Seth",
+ "Eve",
+ "Eve",
+ "Awan",
+ "Eve"
+ ],
+ "root": {
+ "color": "lightgrey"
+ },
+ "type": "treemap"
+ }
+ ],
+ "layout": {
+ "autosize": true,
+ "legend": {
+ "tracegroupgap": 0
+ },
+ "margin": {
+ "b": 25,
+ "l": 25,
+ "r": 25,
+ "t": 50
+ },
+ "template": {
+ "data": {
+ "bar": [
+ {
+ "error_x": {
+ "color": "#2a3f5f"
+ },
+ "error_y": {
+ "color": "#2a3f5f"
+ },
+ "marker": {
+ "line": {
+ "color": "#E5ECF6",
+ "width": 0.5
+ },
+ "pattern": {
+ "fillmode": "overlay",
+ "size": 10,
+ "solidity": 0.2
+ }
+ },
+ "type": "bar"
+ }
+ ],
+ "barpolar": [
+ {
+ "marker": {
+ "line": {
+ "color": "#E5ECF6",
+ "width": 0.5
+ },
+ "pattern": {
+ "fillmode": "overlay",
+ "size": 10,
+ "solidity": 0.2
+ }
+ },
+ "type": "barpolar"
+ }
+ ],
+ "carpet": [
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",
+ "text/html": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "fig = px.treemap(\n",
+ " names = [\"Eve\",\"Cain\", \"Seth\", \"Enos\", \"Noam\", \"Abel\", \"Awan\", \"Enoch\", \"Azura\"], #Nombre de cajas\n",
+ " #Quienes son los padres de cada caja segun la posicion eve es padre de cain o awan es padre de enoch \n",
+ " parents = [\"\", \"Eve\", \"Eve\", \"Seth\", \"Seth\", \"Eve\", \"Eve\", \"Awan\", \"Eve\"] )\n",
+ "fig.update_traces(root_color=\"lightgrey\")\n",
+ "fig.update_layout(margin = dict(t=50, l=25, r=25, b=25))\n",
+ "fig.show()"
+ ]
}
],
"metadata": {
@@ -212,7 +9613,7 @@
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
- "version": "3.10.6"
+ "version": "3.10.8"
},
"toc-autonumbering": true
},
diff --git a/01_Getting Started with Data Visualization/03_Optimal Data Visualization/03D_Optimal.ipynb b/01_Getting Started with Data Visualization/03_Optimal Data Visualization/03D_Optimal.ipynb
index c616e0e..9040cc6 100644
--- a/01_Getting Started with Data Visualization/03_Optimal Data Visualization/03D_Optimal.ipynb
+++ b/01_Getting Started with Data Visualization/03_Optimal Data Visualization/03D_Optimal.ipynb
@@ -12341,7 +12341,7 @@
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
- "version": "3.10.6"
+ "version": "3.10.8"
},
"toc-autonumbering": true
},
diff --git a/02_The Resolving Python Framework/05_Discovering the Function without Memorization/.ipynb_checkpoints/05A_Discover-checkpoint.ipynb b/02_The Resolving Python Framework/05_Discovering the Function without Memorization/.ipynb_checkpoints/05A_Discover-checkpoint.ipynb
new file mode 100644
index 0000000..5cdfbc3
--- /dev/null
+++ b/02_The Resolving Python Framework/05_Discovering the Function without Memorization/.ipynb_checkpoints/05A_Discover-checkpoint.ipynb
@@ -0,0 +1,509 @@
+{
+ "cells": [
+ {
+ "attachments": {},
+ "cell_type": "markdown",
+ "id": "e28a92a6-69c3-4da3-84d8-078b370825b2",
+ "metadata": {
+ "tags": []
+ },
+ "source": [
+ "# Discovering the Function without Memorization\n",
+ "\n",
+ "Do you need to memorise all the functions?\n",
+ "\n",
+ "- No, you don't.\n",
+ "\n",
+ "Instead, you should apply the **framework [Resolving Python](https://www.craft.do/s/G80r1dqrQKrjTb), a *mental model* to find the function (the chef 👨🍳) you need**.\n",
+ "\n",
+ "Let's practice with the following exercises:"
+ ]
+ },
+ {
+ "attachments": {},
+ "cell_type": "markdown",
+ "id": "8208e892",
+ "metadata": {},
+ "source": [
+ "## Load a `CSV` in Python"
+ ]
+ },
+ {
+ "attachments": {},
+ "cell_type": "markdown",
+ "id": "049ca30f",
+ "metadata": {},
+ "source": [
+ "We have [this data file](best_tennis_players_stats.csv) about Tennis Players.\n",
+ "\n",
+ "How can we reference the file in Python?"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "988cffd1",
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ },
+ {
+ "attachments": {},
+ "cell_type": "markdown",
+ "id": "6410c77d",
+ "metadata": {},
+ "source": [
+ "With the following `'string'`, which contains the name of the file."
+ ]
+ },
+ {
+ "attachments": {},
+ "cell_type": "markdown",
+ "id": "42ec7706",
+ "metadata": {},
+ "source": [
+ "Look for a function within the `string` (as we specify in the step [4.1.1 Object](https://www.craft.do/s/G80r1dqrQKrjTb/b/1108823A-5839-4A8E-80CC-ECC0D73020DC/Object)) by pressing the `↹` [TAB] after the dot `.` below:\n",
+ "\n",
+ "> Click [here](https://www.google.com/search?q=tab+key&oq=tab+key) if you don't find the [TAB] in the keyboard."
+ ]
+ },
+ {
+ "attachments": {},
+ "cell_type": "markdown",
+ "id": "689126bc-b1ec-4734-8c77-debf95e18ac8",
+ "metadata": {},
+ "source": [
+ ""
+ ]
+ },
+ {
+ "attachments": {},
+ "cell_type": "markdown",
+ "id": "ed9b47ef-7b5e-4521-90a2-71d7dac856e4",
+ "metadata": {},
+ "source": [
+ "You can only find functions that manipulate the `string` (a sequence of characters). For example, you can make all the letters upper case:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "d7f3d49b-12ce-4072-b53f-f9ebf7e0db7b",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "'best_tennis_players_stats.csv'."
+ ]
+ },
+ {
+ "attachments": {},
+ "cell_type": "markdown",
+ "id": "32b7074d-ffdc-4384-82fc-b8ae69f557c1",
+ "metadata": {},
+ "source": [
+ "You can also make the first letter of each word upper case:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "c0615844-c7f2-4915-8857-180e16f220f5",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "'best_tennis_players_stats.csv'."
+ ]
+ },
+ {
+ "attachments": {},
+ "cell_type": "markdown",
+ "id": "caa97267-8bae-494b-b0c9-d4eac7621883",
+ "metadata": {},
+ "source": [
+ "But, could you find a function within this object that loads a csv file in Python?\n",
+ "\n",
+ "- No.\n",
+ "\n",
+ "Then, what do you do?\n",
+ "\n",
+ "Apply the step [4.1.2 Library](https://www.craft.do/s/G80r1dqrQKrjTb/b/E566C8E4-176F-4160-B530-AEF34FBAFFC4/Library) of the Resolving Python Framework and discover the function that may load your `CSV` file.\n",
+ "\n",
+ "Which is the key topic of the `CSV` file?\n",
+ "\n",
+ "- [X] Data Tables? → `pandas`\n",
+ "- [ ] Charts & Plots? → `matploblib` `seaborn` `plotly`\n",
+ "- [ ] Machine Learning? → `sklearn`\n",
+ "- [ ] URLs? → `requests`\n",
+ "\n",
+ "Then, how do we discover the function that loads the `CSV` file within the library?\n",
+ "\n",
+ "1. Import the `pandas` library and execute\n",
+ "2. Press the `↹` (TAB Key) after `pandas.`"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "459cb1e7-bbbc-4a65-8c67-57dc7453af8c",
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ },
+ {
+ "attachments": {},
+ "cell_type": "markdown",
+ "id": "02f1e0ca-ca31-46a9-9297-bd8e5df90d98",
+ "metadata": {},
+ "source": [
+ "The previous list of suggestions show all the possible elements the `pandas` library contains.\n",
+ "\n",
+ "Apply the following internal dialogue with yourself to discover the function:\n",
+ "\n",
+ "How did the creator of the `pandas` library named the function that imports a `CSV` file? Which keywords should it contain since we want to load a `CSV` file?\n",
+ "\n",
+ "- csv\n",
+ "\n",
+ "Therefore, if you type `csv` as below we are looking a function that contains `csv` and there you have it:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "a35b7e41",
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ },
+ {
+ "attachments": {},
+ "cell_type": "markdown",
+ "id": "7debe4f7-92a4-4b41-88b3-c807e5dcdd3f",
+ "metadata": {},
+ "source": [
+ "\n",
+ " Tip ☝️ \n",
+ " It would help if you apply this internal dialogue every time you want to work with programming elements because your brain will easily remember what you have tried to deduce. Instead of memorising.\n",
+ "
"
+ ]
+ },
+ {
+ "attachments": {},
+ "cell_type": "markdown",
+ "id": "18aedee6-6ac1-4cf9-bec0-13165577fc7b",
+ "metadata": {},
+ "source": [
+ "Reflect about what just happened:\n",
+ "\n",
+ "1. You **didn't need to memorize the specific name** of the function.\n",
+ "2. Instead, you **strategically discovered the function's name** by typing the word that makes more sense.\n",
+ "\n",
+ "In the long run, if you apply this coding discipline to any problem:\n",
+ "\n",
+ "1. You will remember programming names more efficiently.\n",
+ "2. You will focus on the creative part of the problem:\n",
+ " 1. Designing programming solutions to problems requires a huge amount of creativity.\n",
+ " 2. Suppose you always depend on Google to copy-paste the solutions.\n",
+ " 3. In that case, you'll get stuck often, leading to exhaustion, demotivation, and throwing the problem into the trash.\n",
+ " 4. As you learn and practice programming in the way we described above, your brain will apply a high cognitive learning process driven by discovery.\n",
+ " 5. Therefore, you'll remember the functions and libraries you are using with minimal effort for the following times, saving more energy to focus on the creative part of the problem.\n",
+ "\n",
+ "And the more you practice this cognitive process repeatedly, the easier it will be for you to learn programming.\n",
+ "\n",
+ "Ok, enough of talking. Let's load the `CSV` file:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "d63b6a5d-04cb-4e94-a843-6e5f6ed7b442",
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ },
+ {
+ "attachments": {},
+ "cell_type": "markdown",
+ "id": "9007f028-f86b-42d3-ae84-a2b174936aeb",
+ "metadata": {},
+ "source": [
+ "And there we have it!\n",
+ "\n",
+ "Now, let's go with another exercise."
+ ]
+ },
+ {
+ "attachments": {},
+ "cell_type": "markdown",
+ "id": "28e8ed29-35a2-4bac-bf2c-9129d5c6a74d",
+ "metadata": {},
+ "source": [
+ "## Load an `Excel` in Python\n",
+ "\n",
+ "Apply the same thinking process as before to load the TSLA Stock Data (you have the file in the folder)."
+ ]
+ },
+ {
+ "attachments": {},
+ "cell_type": "markdown",
+ "id": "876cc27e-97a5-4790-9b23-3e31f96530f0",
+ "metadata": {},
+ "source": [
+ ""
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "8181e7a2-6643-4483-9200-7ca6625621cf",
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ },
+ {
+ "attachments": {},
+ "cell_type": "markdown",
+ "id": "29a2b8cc-144d-4051-83d2-26ca6af0d351",
+ "metadata": {},
+ "source": [
+ "We should know from the previous example that we need to use the `pandas` library because:\n",
+ "\n",
+ "1. We want to load an `Excel` file, a format for Data Tables.\n",
+ "2. And `pandas` is the library where these types of functions are.\n",
+ "3. Once we found it, we pass the file path and execute:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "d5563d3e-97b6-4682-8054-f945a0846b03",
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ },
+ {
+ "attachments": {},
+ "cell_type": "markdown",
+ "id": "0c109b5f-7626-4c2b-9085-561da5539223",
+ "metadata": {},
+ "source": [
+ "We have successfuly loaded the Excel file. Nevertheless, is the table representing the TSLA stock data?\n",
+ "\n",
+ "- No.\n",
+ "\n",
+ "Why?\n",
+ "\n",
+ "We prepared a little trap.\n",
+ "\n",
+ "The Excel file contains 2 tables (aka sheets) and it is loading the first one:"
+ ]
+ },
+ {
+ "attachments": {},
+ "cell_type": "markdown",
+ "id": "1592571d-5740-494b-a496-dcb599b9a466",
+ "metadata": {},
+ "source": [
+ ""
+ ]
+ },
+ {
+ "attachments": {},
+ "cell_type": "markdown",
+ "id": "7c537c4f-9880-4ae4-b231-14f426a6a94a",
+ "metadata": {},
+ "source": [
+ "What should we think next to solve this problem?"
+ ]
+ },
+ {
+ "attachments": {},
+ "cell_type": "markdown",
+ "id": "6aa8bfae-4856-45ea-b334-427141c16ca6",
+ "metadata": {},
+ "source": [
+ "### Configure the Parameters\n",
+ "\n",
+ "#### Thinking Process\n",
+ "\n",
+ "1. You may have find the function you needed: `pandas.read_excel()`\n",
+ "2. But it's not giving the result you expected.\n",
+ "3. What should we do then?\n",
+ "4. Look for a **parameter to change the function's behaviour**."
+ ]
+ },
+ {
+ "attachments": {},
+ "cell_type": "markdown",
+ "id": "d18d6fd9-8c95-4491-99b7-86eccd14550f",
+ "metadata": {},
+ "source": [
+ "If you press `⇧ [SHIFT]` + `↹ [TAB]` inside the parenthesis of the function, you'll see the documentation of the function:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "88421a88",
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ },
+ {
+ "attachments": {},
+ "cell_type": "markdown",
+ "id": "c1d66b61-f167-45f6-9dce-03aaa5122c06",
+ "metadata": {},
+ "source": [
+ "You need to understand many concepts from the documentation:\n",
+ "\n",
+ "Every word you see at the beginning of each line is called `parameter`, which you configure to tell the function the ingredients (the input) you want to cook a meal (an output).\n",
+ "\n",
+ "For example, we give the Excel file path `'tsla_stock.xlsx'` to the `io` parameter to cook the table we see below:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "c236e44a",
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ },
+ {
+ "attachments": {},
+ "cell_type": "markdown",
+ "id": "37a6ec1b-e2f8-40a7-88ae-7c0bc1f58c29",
+ "metadata": {},
+ "source": [
+ "By default, the function reads the first table of the Excel, `sheet_name=0`:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "b6d7e54d",
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ },
+ {
+ "attachments": {},
+ "cell_type": "markdown",
+ "id": "e1c18f49-c757-4a8d-ae46-dad2576c893d",
+ "metadata": {},
+ "source": [
+ "If we want to load the TSLA Stock Data, which it's the second table, we need to change the `sheet_name=1` ingredient:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "f92b687a-79dc-4162-811b-ef7a4974e00c",
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ },
+ {
+ "attachments": {},
+ "cell_type": "markdown",
+ "id": "67283e61-99a3-4339-b69b-7d0c59d123e8",
+ "metadata": {},
+ "source": [
+ "There we had the TSLA stock data table!"
+ ]
+ },
+ {
+ "attachments": {},
+ "cell_type": "markdown",
+ "id": "71ee5e7b-e26d-4a4e-82bf-86e8f58f2894",
+ "metadata": {},
+ "source": [
+ "### Conclusion"
+ ]
+ },
+ {
+ "attachments": {},
+ "cell_type": "markdown",
+ "id": "94b504ea-1e66-41d5-9102-917da5dc02fc",
+ "metadata": {},
+ "source": [
+ "Sometimes, it is not enough to just discover the function; you may need to look at the function's **documentation to discover the missing ingredient (parameter)** to cook the desired output."
+ ]
+ },
+ {
+ "attachments": {},
+ "cell_type": "markdown",
+ "id": "bb087782-4d34-4f60-9b5a-4434028869a1",
+ "metadata": {},
+ "source": [
+ "\n",
+ "Tip \n",
+ " \n",
+ " ✅ The first time you use a new function, you must look up the instructions.\n",
+ " ❌ Otherwise, you'll get lost because the function may not be configured, by default, as you want.\n",
+ "
"
+ ]
+ },
+ {
+ "attachments": {},
+ "cell_type": "markdown",
+ "id": "b7f13261-8bd6-4c55-9862-ac21b9400b67",
+ "metadata": {},
+ "source": [
+ "### The Ikea Analogy\n",
+ "\n",
+ "You look up the instructions to mount Ikea furniture, right?\n",
+ "\n",
+ "Then, why don't you look up the instructions of the functions in Python at the beginning?"
+ ]
+ },
+ {
+ "attachments": {},
+ "cell_type": "markdown",
+ "id": "a907a2b7-b792-47b7-8f04-39cc91cd939a",
+ "metadata": {},
+ "source": [
+ "## What's next?\n",
+ "\n",
+ "1. The Function Importance\n",
+ "2. How to Discover Functions\n",
+ "3. [Functions in Libraries for Specific Topics](<03B_Functions in Libraries for Specific Topics.ipynb>)"
+ ]
+ }
+ ],
+ "metadata": {
+ "authors": [
+ {
+ "blog": "https//blog.resolvingpython.com",
+ "name": "Jesús López",
+ "twitter": "https://twitter.com/jsulopzs"
+ }
+ ],
+ "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": "3.9.10"
+ },
+ "title": "Machine Learning & Linear Regression",
+ "toc-autonumbering": true,
+ "vscode": {
+ "interpreter": {
+ "hash": "b0fa6594d8f4cbf19f97940f81e996739fb7646882a419484c72d19e05852a7e"
+ }
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}
diff --git a/02_The Resolving Python Framework/05_Discovering the Function without Memorization/.ipynb_checkpoints/best_tennis_players_stats-checkpoint.csv b/02_The Resolving Python Framework/05_Discovering the Function without Memorization/.ipynb_checkpoints/best_tennis_players_stats-checkpoint.csv
new file mode 100644
index 0000000..cc2234f
--- /dev/null
+++ b/02_The Resolving Python Framework/05_Discovering the Function without Memorization/.ipynb_checkpoints/best_tennis_players_stats-checkpoint.csv
@@ -0,0 +1,4 @@
+,income,titles,grand slams,turned professional,wins,losses
+roger,130,103,20,1998,1251,275
+rafa,127,90,21,2001,1038,209
+nole,154,86,20,2003,989,199
diff --git a/02_The Resolving Python Framework/05_Discovering the Function without Memorization/05A_Discover.ipynb b/02_The Resolving Python Framework/05_Discovering the Function without Memorization/05A_Discover.ipynb
index 5cdfbc3..a921458 100644
--- a/02_The Resolving Python Framework/05_Discovering the Function without Memorization/05A_Discover.ipynb
+++ b/02_The Resolving Python Framework/05_Discovering the Function without Memorization/05A_Discover.ipynb
@@ -87,12 +87,23 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 2,
"id": "d7f3d49b-12ce-4072-b53f-f9ebf7e0db7b",
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "'BEST_TENNIS_PLAYERS_STATS.CSV'"
+ ]
+ },
+ "execution_count": 2,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
"source": [
- "'best_tennis_players_stats.csv'."
+ "'best_tennis_players_stats.csv'.upper()"
]
},
{
@@ -106,12 +117,23 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 3,
"id": "c0615844-c7f2-4915-8857-180e16f220f5",
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "'Best_tennis_players_stats.csv'"
+ ]
+ },
+ "execution_count": 3,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
"source": [
- "'best_tennis_players_stats.csv'."
+ "'best_tennis_players_stats.csv'.capitalize()"
]
},
{
@@ -143,11 +165,182 @@
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+ "execution_count": 5,
"id": "459cb1e7-bbbc-4a65-8c67-57dc7453af8c",
"metadata": {},
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+ " 2022-06-22 \n",
+ " 740.500000 \n",
+ " 701.479980 \n",
+ " 703.510010 \n",
+ " 708.260010 \n",
+ " 33702500 \n",
+ " 708.260010 \n",
+ " \n",
+ " \n",
+ " 1377 \n",
+ " 2022-06-23 \n",
+ " 717.950012 \n",
+ " 685.909973 \n",
+ " 713.719971 \n",
+ " 705.210022 \n",
+ " 34734200 \n",
+ " 705.210022 \n",
+ " \n",
+ " \n",
+ " 1378 \n",
+ " 2022-06-24 \n",
+ " 738.200012 \n",
+ " 708.260010 \n",
+ " 712.409973 \n",
+ " 737.119995 \n",
+ " 31866500 \n",
+ " 737.119995 \n",
+ " \n",
+ " \n",
+ " 1379 \n",
+ " 2022-06-27 \n",
+ " 756.209900 \n",
+ " 727.696594 \n",
+ " 748.099976 \n",
+ " 729.130005 \n",
+ " 21237332 \n",
+ " 729.130005 \n",
+ " \n",
+ " \n",
+ "
\n",
+ "
1380 rows × 7 columns
\n",
+ "
"
+ ],
+ "text/plain": [
+ " Date High Low ... Close Volume Adj Close\n",
+ "0 2017-01-03 44.066002 42.192001 ... 43.397999 29616500 43.397999\n",
+ "1 2017-01-04 45.599998 42.862000 ... 45.397999 56067500 45.397999\n",
+ "2 2017-01-05 45.495998 44.389999 ... 45.349998 29558500 45.349998\n",
+ "3 2017-01-06 46.062000 45.090000 ... 45.801998 27639500 45.801998\n",
+ "4 2017-01-09 46.383999 45.599998 ... 46.256001 19897500 46.256001\n",
+ "... ... ... ... ... ... ... ...\n",
+ "1375 2022-06-21 730.729980 673.000000 ... 711.109985 40931000 711.109985\n",
+ "1376 2022-06-22 740.500000 701.479980 ... 708.260010 33702500 708.260010\n",
+ "1377 2022-06-23 717.950012 685.909973 ... 705.210022 34734200 705.210022\n",
+ "1378 2022-06-24 738.200012 708.260010 ... 737.119995 31866500 737.119995\n",
+ "1379 2022-06-27 756.209900 727.696594 ... 729.130005 21237332 729.130005\n",
+ "\n",
+ "[1380 rows x 7 columns]"
+ ]
+ },
+ "execution_count": 5,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "import pandas as pd\n",
+ "pd.read_excel(\"tsla_stock.xlsx\",) #sheet name es para elegir pagina, empiezas en 0"
+ ]
},
{
"attachments": {},
@@ -363,11 +556,37 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 14,
"id": "c236e44a",
"metadata": {},
- "outputs": [],
- "source": []
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "array([, , , , , ],\n",
+ " dtype=object)"
+ ]
+ },
+ "execution_count": 14,
+ "metadata": {},
+ "output_type": "execute_result"
+ },
+ {
+ "data": {
+ "image/png": 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Iqk0e1pHZP+0E4NEv/8bpCaxpevK7rbi8Pp77UZ+rrENcqAQy4uS74YYb2LNnD/fddx9Op5NrrrmGm2++mdWrV9d31oQQTYTT48NsNDBv1QH/to5xR3/AVRzNM+ad1QE1HI+M7MqFpyXQMtLGf1fs4ZcdVS9y2OmR71l+/7kkRVaeQK4q+3OKibCZ2ZJmp1/baEwGxd/XxO1VufbNlZVWiu7XJoq1+wOXx4kOsZBbOrT5oYu7HrNGqbH419D29G4dxaT567E7q14GoSyIAX0xzPqmaE10hiK73U5ERAQFBQWVJsdzOp3s3buXlJSUZrtq8/Dhw0lISOCDDz447nNIOQohAHZkFnLJy7/SvWU4f5YuUPjR7WcwqMIaQlXZn1PMObOWHTXNGzf08a8/BBBkNjCqV0tW781lz+Hy+U7uOr8jU4Z3Ouq5vv0rnQnz1wdss5mN/HvUaVzdtxWL/s7gnx+uq+ZoffjznUPbc1nPJDqWDk9WVc0fCDUlLyzewctL9JqZ/m2jiA2z8t2mwCWCpl3UhTvOaV/n1z7a87sqUiPTDDgcDubMmcOIESMwGo189NFH/PTTTyxevLi+syaEaMTW7Mvl70MF/LQ1E7dP9QcxAANSoo95fJuYEP58dDhv/7qH137eXWWaikEMwAvX9OLi0xMpcnkZN3cNq0trcF5espM7zm5HyFHmbFmyNbPSthKPj/s+3ch9n270b7t9SAr3XtCZ6V/+zSdr9YEUNwxszb0XdK7UJ6cpBjEAfSo0C3ZLDOfxy0/jpv9bxYqd5TVjJyOIOR4SyDQDiqLw3Xff8eSTT+J0OuncuTOff/55wCrlQghRG38fKuAfc1ZWue/+EZ0x1vABHxVi4b4LOgcEMg9f3JUnv9sakO7pK09HUeCi0/RlakKtJj65YxA/b8vilrn64IW1+/M4p1Msa/fl8t8Ve+iaGM7wbvqCw4fySvjfn3rH1SnDO/Hjlgz+PmSnKlf3TSbIbOThkd0ocnnplRzJ7UPaNZiRUqfCwJTy2rTBHfSlEWZefho3/PcP0gqc3Hxm23rKWWXStCRNIsdNylGI5umbv9KYOP/PSttPaxnOY5d2p1/bY9fGHOm855exJ7uYMKuJvx67gO//zuDOCrUxu/9zcbXB0V0f/clXG9PokhDGZb2SeHbR9mqvYzEZ+PPR4Xh8KvNXH6BP6yjeWLabTYcKCLWamDysI1f2qf9+Hw3Bip3ZpOWXcE2/wOHu6QUlxIZaMRlPzrrT0rQkhBDipNmcVlApiBnULobJwzoysN3R+8QczSvX9ea+T//imn6tUBSFi09P5H93nsl1b/3BPcM7HbWGZ+J5HfhxSwbbMgrZdpQgJqVFCNMv6eZvfrpzqD4f1xknkO+mbEjHyvPVgL7AZUMigYwQQoga+/CPAwHvF99ztr/j64nonhTB93cPCdjWp3UU25+46JjHdooP4+GR3Xi0dH0ngE2PXcDry3ZT4vYxonsCHp9K/7bR2CwNb0I3cWKadSDTRFvVThkpPyGaF69P5cvSCdJCLEbuG9G5ToKYunDTGW3IK3bz6s+7eO+WAYQFmXngwi71nS1xCjTLQKZsKn6Hw4HN1rCqyBoTh0NfGO7IpQ2EEA2Hy+vjm43pdEkMO+EFGmd+swWH20eY1cTGGRc0uBE7d53fkbvO73jshKJJaZaBjNFoJDIykqysLACCg4ObVW/0E6VpGg6Hg6ysLCIjIwMWmhRCNCz/9+tenl20nahgM6seGobFdHwdNNPyS3h/5X4AhnWLb3BBjGi+mmUgA5CQoA/hKwtmRO1FRkb6y1EI0fD4VI2PVut9WvIcHn7bfZgFq1P5dddh7r2gEzef2ZbNaXaSo4P5bddhpnyygSEdY7l/RGfatQjBZDTg9Pj4csMhXN7yqervH9G5vm5JiEqa5fDrinw+Hx6P5xTmrGkwm81SEyNEA/f099uYs7x8fpbEiCDSC5z+9x3iQtmVVVTt8f+54nQe+mJTwLYbz2jNE6NOr/vMClFKhl/XktFolAeyEKLJWfjnoYAgBggIYoCjBjFApSAG4PSWJ9bPRoi6dnJmsxFCCFFv9h0uZvKCDf73T10ZWINSNtst6JPYPXBhFyac254tM0fw+b/OpF1sSED6sn41ZqPCoHYtTl7GhTgOzb5GRgghGpsP/9hPap6DBy/sUuVAhWcWbfO/fu4fPbm6byum/a+8duWBC7twQbd4UnMdTDyvY0AH4L5tolh671B8qsZPWzNpExNMl4RwCko8uL0qsWHWk3tzQtSSBDJCCNGIuL0qj5RO/Pb2ir34VI3pl3Rj3FkpAOQWu/n+b32V4heu6emfbv+u8zrwys+7uHd4JzrEhdIhLvSo1zEaFEZ0L+/MH2GTaRZEwySBjBBCNCL7c4r9r32qPlZj5jdbWL4jm9AgE9/+lQ5AVLCZy3om+dNOuaAzUy6Q0Uai6ZFARgghGoksu5PhL/5S5b7lO7ID3j99VY+TtqifEA2JBDJCCNFIvLJ0l//1Bd3iubxXS37cksGKnYe5ondL9ucU89PWLFqEWji3c1w95lSIU0cCGSGEaAS8PpUlWzMBuKZfK5684nTMRgMjeyQGpDuQ48BkVI57Bl8hGhsJZIQQ4hicHh8ur3rKOryqqsYrS3ex53ARUcEWbBYjfx3MJ63ASWSwmccvOw1zNc1GrWOCT0kehWgoJJARQohjGPPOarZnFPLD5LNZsTObZ3/YzvBu8Tx4URfCg2oX3Giaxoqdh+kUH0ZUiJmcIjctQq14fCpZhS7eXL6bj9ekVnv8Qxd1xWaRSTyFKNPslygQQoijOVzkot8TP1W7v0tCGA9e1IWhR+mT8vuuw/ywOQOXV2XB2lTK/upaTYaANYyqct2AZCxGA4fySxjcoQU3n9lWFrkVTZosUSCEEHXA4faSaXfx9oo9Ve63GA24fSrbMgq5+d01dE0M54VretI1MfAP7++7D3P926uqPEdVQUybmGCGdorl7E6xnN81voqjhBAVSSAjhBClNqcV8PHqVLZnFLJ6X27AvjPaRdMzOZJzOsUyoG00K/fkcNP/rfbv35pu55JXfuWOs9vx5YY0QJ/af+9hfd6XLglh9GwVycF8B72To/CoKv3bRHNmhxiKXT5sFiNWk6Havi9CiKo16Kal1157jVmzZpGRkUHPnj155ZVXGDBgQI2ObQpNS6qq4VU1zEaFQpcXi9GAyaCQX+Ihr9jN4SI3u7KLyC1y41VVvKqG16dPIR4XFsS5XeKwl3hQFPD4NHKL3QSZDRQ4POQ63PhUDZ+qERNqxeXxYVAUjEYFVdXYl+Mg0+4kKthCSotgYsOCcHl9uDwqTo8Pp9dHhM1My8hgokLMhAeZCTLr7fYlbh+g/xEvqwB3eVV2ZhXi9qpEhVhoEWrFYjSQX+Im36FPfe7xqbh9qv4pVYPIYDNx4UEoQKbdSXahC5NRIS4sCACDotA6JphgsxGD4cSq2gscHnZlF7E7uwi3V6VVlA0N8Pk0zmgfA4DJoOBTNUKsJjRNY+XuHNbuzyPCZqZ9bCjdk8IJthqxmmrff8Hp8bE13Y7Hp/8MNfTJzvIcbuLDg7CXeDhc5KbE48Pp8REXZuWMdjEEmY2YDPrPbU92McUuLy1CrXROCKv2WpqmoWmccJk1RE6Pj5xiN5E2M7nFbjLtTgqdXhRFn6nWaFAwljbL7D1czNZ0O1szCjmQ46DE46OgxFPpnAYFLuiWwIvX9qrUN6XE7cNqMrB4ayZ3fLCu2nxFh1j4/u4hxIcH1e0NC9EENZmmpQULFjBlyhTmzJnDwIEDmT17NiNGjGD79u3ExdXf/AipuQ4O5ZeQ73BT5PLhcHspcnlxuHwUubwUu7w43D6K3V6MikJsmJXYMP2h7fGpuHwqbm/5V26xm305xRQ69WODzEYUBQqdXn+1c1kVdkOmKBAdbKHE48NRGsicSnFhVpKjgzmY58Dr07BZjBgNCl6fHqermoaqaXh8GhE2M9EhFkwGBVXTA7zd2cXHuEK58CATxW6ff1bVI1lMBqKDLbSOCcan6uev+LthUODM9i1oExNMfomHfYeL2ZNdTImn7sqtTUwwHq9Kht1JVdm0GA10TQrHqECJR6VlpI1QqxG3T+VQvhOLUSEq2EKQ2YgGhAWZSAgPIjzIRK7DQ3iQicQIG62ibCRF2gi1mrCaDGQWOknLL8HlUf2/sy6vSrHLS7Hbp393eSl2+bCYDLSJCUbV9J+JQVEIMhtQFIXwIP1PU5FLP+ZQXgmqpmE2GiiLv7ylgbhP0/D6NNLyS/h2UzqFTu9xl5vZqHBaywjax4bSMS6US3omERVsJthS9Z/KssBmRPcE5t7Sn1vmrkHTIDbMysjTE8kqdDKgbTTX9m8tHXSFOEkabI3MwIED6d+/P6+++ioAqqqSnJzMpEmTePDBB495/MmqkRn//lp+3JJZZ+c7XpHBZqKCLbSJCSbUaiIy2IzFaMSgQLrdyR+7c8gpdmM1GVAUUFBoEWYhp8hNkNlIh7hQLKVV2GkFJYRaTSiKgk9VUVX9QRgXZqWgxMPeHAd5pecKMhsJMhuwmAzkFXtIKygh31H5U2xVYkIshFhN5BW7KXSVP2xahFqwmoxYTHqNk8VkwKdq7D1cjMurYjIoxIcH0SLUgk/TyLK7KHR6sZgMVX6CPl6JEUG0jw3FajKwO7sIi8nAobwSio8SmPVsFUFsmJWt6YUcyi85oetHBZuJsJlLa7LKa0vsTg8tQq3Eh1sJtpj8+dt4sCAgmIoLsxJuM7PvcDHeaoKsk0lRoCH9NTEokBhhIzrEgoYe7JQFPqqq0TLKRrfEcLomhpPSIgRFUWgfG0JYLUchVfTXwXysJv3/l7EJ1ngJcSo0iRoZt9vNunXrmDZtmn+bwWBg2LBhrFy5sh5zBq2jg2nXIoTIYDOhQWZCrUZCLCZCrCZCrEaCLSZCrSZsFiM+VX/oHi5y4fGpmI16AGAxGbAY9aAgLMhE2xj9fMEWo78WpuwcBkXB4fYSE2LFo6p4SueyONbU4z5Vo9jtJaw0QClTFrfW5agHr0/lUH4JTo+KxWSgRajF3yxT9lwzKPqic2XXdXp8uH2qvxyq4/T4sBgN1TaDFLm8FDm9/LEnB7dXpW2LEMJtJopdXnwq/knBHC4vZpOB8CAzh/IduL0abp+KUVEICzKR0iKE5OjK8294fCqFTi9BZkNp85dGvsONq3QV4LKmAk3TyHN4MCoKdqeHTLuTbRmFhFpNJEXaCLHq/R92ZRUTE2phW0YhuUVuLCa9hqFHq0jOaBddq5+Ls7QGp8ilB3Vlw4CzCp3sziomyGwgMcKGyVj5nPYSD1vTC/WJ04wGDuY5KCqtJYkNs1LgcKMoCk6PD0VRKCjxkFngxO70EBViwV7iIaPAyY7MQuylNSCapje/JUYGEWw2+R/kVrOBUKuJEIuJYKuRUKsJi9HAvhxH6f8LRT+HBg6PF1WFQpcHg6KU/t8yEhtmxWoy4lX1mjXQr1XWVGQyGjAbFdrEhHBt/2QMCgSZTrzJsbZ6tIo8pdcTQjTQGpm0tDRatmzJ77//zqBBg/zbp06dyvLly1m1qvIIAJfLhcvl8r8vKCigdevWpKamNto+MkI0Bmpp0Fzi9ulNdtJZVQhxAux2O8nJyeTn5xMREXHM9A2yRuZ4PPXUUzz++OOVticnJ9dDboQQQghxIgoLCxtvINOiRQuMRiOZmYF9UTIzM0lISKjymGnTpjFlyhT/e1VVyc3NJSYmpk6bUcoixeZe0yPlIGVQRspBygCkDMpIOZx4GWiaRmFhIUlJSTVK3yADGYvFQt++fVmyZAmjRo0C9MBkyZIlTJw4scpjrFYrVqs1YFtkZORJy2N4eHiz/SWtSMpByqCMlIOUAUgZlJFyOLEyqElNTJkGGcgATJkyhbFjx9KvXz8GDBjA7NmzKS4u5pZbbqnvrAkhhBCigWiwgcy1115LdnY206dPJyMjg169erFo0SLi42XKbiGEEELoGmwgAzBx4sRqm5Lqi9VqZcaMGZWasZobKQcpgzJSDlIGIGVQRsrh1JdBgxx+LYQQQghREzLhgxBCCCEaLQlkhBBCCNFoSSAjhBBCiEarQXf2PRGqqpKWlkZYWFidTognhBBCiJOn4oR4BsOx61uabCCTlpYmyxMIIYQQjVRqaiqtWrU6ZromG8iEhYUBNOtpooUQQjQQmz4HzQc9rqnvnDR4ZUsclD3Hj6XJBjJlzUkyTbQQQoh65ciFxZP11626QNuz6jU7jUVNu4VIZ18hhBDiZMrfX/46Y1P95aOJkkBGCCGEOJn2rih/bU/Tvzvt4HUd/Th7OuTuPXn5aiIkkBFCCCFOpk2flL+2p0FJPrzUA14/A5bP0gOWI2kavHMBvNwLMjefqpw2Sk22j0xN+Xw+PB5PfWejQTObzRiNxvrOhhBCND6O3MDmJEcO7PwRSvL0r5+fgLT1cN1Hgcc5CyD/gP76rwUwfOaJ56UoG9yFoBggqu2Jn6+BqHUg88svvzBr1izWrVtHeno6X3zxBaNGjfLv1zSNGTNm8N///pf8/HwGDx7MG2+8QceOHf1pcnNzmTRpEl9//TUGg4GrrrqKl156idDQUH+av/76iwkTJrBmzRpiY2OZNGkSU6dOPbG7rUDTNDIyMsjPz6+zczZlkZGRJCQkyJw8QghRG1lbAt878+HQusBt27/Ta2DK/r6m/wVvDinfv2G+HgCN+A8ERRxfPv7+HD4bp7+2RcO928FkOb5zNTC1DmSKi4vp2bMn48aN48orr6y0/9lnn+Xll1/mvffeIyUlhUcffZQRI0awZcsWgoKCALjhhhtIT09n8eLFeDwebrnlFsaPH8/8+fMBfejVBRdcwLBhw5gzZw6bNm1i3LhxREZGMn78+BO8ZV1ZEBMXF0dwcLA8oKuhaRoOh4OsrCwAEhMT6zlHQgjRiGz/Xv8eEgfFWZD2p/51pPQNkNRbf73ytcB9xdnw54dgtMIlL9Q+D5oGS58of1+Sq9f2tOhQ+3M1QCe0+rWiKAE1MpqmkZSUxL333st9990HQEFBAfHx8cydO5fRo0ezdetWunXrxpo1a+jXrx8AixYt4uKLL+bgwYMkJSXxxhtv8PDDD5ORkYHFokeMDz74IAsXLmTbtm01ypvdbiciIoKCgoJKw699Ph87duwgLi6OmJiY4739ZiUnJ4esrCw6deokzUxCCFETmgazT4eCVDjvUVj678D9KefA3uXl7y97FfrcBHMvgX0rqNL0PKjBbLcBirLhuSOClt43weWv1u48p8jRnt9VqdPOvnv37iUjI4Nhw4b5t0VERDBw4EBWrlwJwMqVK4mMjPQHMQDDhg3DYDCwatUqf5qzzz7bH8QAjBgxgu3bt5OXl1fltV0uF3a7PeCrOmV9YoKDg4//ZpuZsrKS/kRCCFFDmX/rQYzJBqddFbivVX8Y+xX0vL582++v6N/th/TvV/1f5XN+M7n2+Ti8Q/8ekQwDSls1/vwQlvwbXuoJe5ZXf2wjUKeBTEZGBgDx8fEB2+Pj4/37MjIyiIuLC9hvMpmIjo4OSFPVOSpe40hPPfUUERER/q+aLE8gzUk1J2UlhBC1lLpa/97mTIhsE7jPpHe1IKrC9sPbIW8/FBzU37fqD/GnBx63YR64imqXj7IAKa4bXFDWxKTBiucgbx+8fxkUH67dORuQJjP8etq0aRQUFPi/UlNT6ztLQgghmrPcPfr32M56c9C1H5bvG/Gk/t16xDT8v74APrfeqTeyNVz5JpiD4cy79P2qF3J31zwPTjvsKO2nc+5DYLJWrh2C8qCrEarTQCYhIQGAzMzMgO2ZmZn+fQkJCf6Oo2W8Xi+5ubkBaao6R8VrHMlqtfqXI5BlCYQQQtS7nF3695j2+veul8L0XHgwFRJ76ts6jgg8Zt1c/XtsV30UU3x3mHYILvg3JJ9Ret7SQMbt0DsGF2VXn4eyoCckFpJ66a8veRH+MRfOngpBkfo2h9TIAJCSkkJCQgJLlizxb7Pb7axatYpBgwYBMGjQIPLz81m3rnz42dKlS1FVlYEDB/rT/PLLLwH9MRYvXkznzp2Jioqqyyw3OjfffHPAcHchhBANVFnAEd2+fJvBCEEVPmi36AB3roLbl+p9acqEVxghWta5N6z0g/xnt8B/WsF/EuGHh/SOvJ/fDh5n5Tzs+FH/HtulfFtQBHS/As57GDpfrG/L21+e30am1oFMUVERGzZsYMOGDYDewXfDhg0cOHAARVGYPHkyTzzxBF999RWbNm1izJgxJCUl+R++Xbt25cILL+T2229n9erV/Pbbb0ycOJHRo0eTlJQEwPXXX4/FYuHWW29l8+bNLFiwgJdeeokpU6bU2Y0LIYQ4RZwF8Mus8r4fzYEjF3J26q9j2h89bVwXaNkX7vilfJslpHI6j6P8tbswcN+mT/T5aI60e6n+/fSrq752cLT+fcVz8EofWP/B0fPaANU6kFm7di29e/emd299vPuUKVPo3bs306dPB2Dq1KlMmjSJ8ePH079/f4qKili0aJF/DhmAefPm0aVLF84//3wuvvhizjrrLN566y3//oiICH788Uf27t1L3759uffee5k+fXqdzSHTVC1fvpwBAwZgtVpJTEzkwQcfxOv1AvDNN98QGRmJz+cDYMOGDSiKwoMPPug//rbbbuPGG2+sl7wLIZqYkny9ySN3D8y7Rp/H5MXuMLMFPBZR/oBtihy58GyK/toWrY8WqonYTnDNBxB/GvS/rfJ+Z8HRj9+5GOZfC8ue1od+qz7I+EvfV9YsdaQj8/bTDP3YRqTWE+INHTqUo009oygKM2fOZObM6qdTjo6O9k9+V50ePXqwYkU14+jrmqYFRrqnkjm4fDbHE3Do0CEuvvhibr75Zt5//322bdvG7bffTlBQEI899hhDhgyhsLCQP//8k379+rF8+XJatGjBsmXL/OdYvnw5DzzwwAnnRQjRzHmc8EybqveppV0G5o+GR7OqTtPYbfqs/HW3y2r3N77bZfpXVfrdCqmryt9f/Q6sfbd8zpmNpc/VHYtg2VPQ9TL92WYOhhYdK58PoN84WFTh774jB9I3lvenaQSa/VpLgP6D/k9S/Vz7obSqqxBr6fXXXyc5OZlXX30VRVHo0qULaWlpPPDAA0yfPp2IiAh69erFsmXL6NevH8uWLeOee+7h8ccfp6ioiIKCAnbt2sU555xTBzclhGjWajKqxueCla/DoDtPfn5Opdw9ehABcMaECsOd68Dp/4ADv5d3CE7qDVcPgX2/6v1mjrT1K/17Yi+9b05VqlqmIGdXowpkmszw6+Zu69atDBo0KGC+l8GDB1NUVMTBg3q79DnnnMOyZcvQNI0VK1Zw5ZVX0rVrV3799VeWL19OUlJSwJpYQghxXPIrTH8Rfxrc8Fng/ojW+vcfpsGHVze6poxKdv0E71yoN5m93FtfAiCxJwx9sPaz8B6NwaDXoJQJbwmhcXDalZXnqamo04jq9wGMXw4jn4ceo/X3B9eceF5PIamRAb3a7aG0+rv2KTJ06FDeeecdNm7ciNlspkuXLgwdOpRly5aRl5cntTFCiLqR+bf+PeF0+Oev+utLX4Kv74az7oGOF8C7F+nbdy1uXE0ZXhcsmQnWcPA69Yf+kcsJhMbDdQsCRyfVlYQecNYUsEXpc8KUadkH8vfrr/veAuveLd9XtoZTdZJ66V+aBn99DKvmQLuh0Pmi6o+puMhlPZNABvQfRh0079Snrl278vnnn6Npmr9W5rfffiMsLIxWrVoB+PvJvPjii/6gZejQoTz99NPk5eVx77331lv+hRBNhKbB+vf1130rNHf0GQtth0B0O/1v7vWfwPxr9H35B2oWyGz9Bla/BZ0uhF+ehb43w7DH6vgGAFXV8+guAhSwhurbf30RfjrK9YIiYOA/Yci9gUFGXVIUGDaj8vaYCrXp50/X12x6e5g+4V5Ng8Se18F3+jqJfDRaHxaeukpfI6rHtfraUMn99SBq+TNw4A/9XlOGHP28J5kEMo1QQUGBf/h7mfHjxzN79mwmTZrExIkT2b59OzNmzGDKlCkYSqs2o6Ki6NGjB/PmzePVV/XFws4++2yuueYaPB6P1MgIIU7cli/LawY6Di/friiBw5A7jdDnMtn8Bez4ofoOrmWcdvj0Zr2zcNlCi7++qM94WzaEuC5s/QY+vw28Jfr70Hi4ZDYsnl4+nLoq92yGiFZ1l4/aMleYg8YWpZfJPZv1pRCCImp2jrKArcyiB/VVuUvyYOWr+lfXS/UyL+sH1Lv+R7pKINMILVu2zD/8vcytt97Kd999x/3330/Pnj2Jjo7m1ltv5ZFHHglId84557BhwwaGDh0K6CPIunXrRmZmJp07dz5VtyCEaKo2fap/bztEn2L/aMJKB1ls+FD/uvF/8PH1epPN1e9AUh8IT4IPr6p+NehnU+DaedD1kmPnTVVh7zI92DLZ4KzJ4C4uryVyOwKDGICiTPj4uvL3rfrrNRMrntPvMbaLXit0ZBBwqrWuMLy6rMkn/AQHsez5ufK2rV/rX2W61KDcTzJFO9pY6kbsaMuAO51O9u7dS0pKSsD8NqJ6UmZCiKPK3Awrnoe/P9ff//M3SDjt6Mcse7r8k311LngSfny4/H1wjD5EuKw2p0zni+G6j45+rnXvwdd3Vd7eepAeNB34HdL+1Lf1vlFfIbqiC5/RV482GPS+MkZLg+knAujlEdNB75t0vH56TK/pOlJYEhQe0Ze0/+0w8rnjv1Y1jvb8rorUyAghhDg+RdngssNfn8Dyp8u3t+isrxF0LKr32GkqBjE9RsPFs/ROtB4nZO+ArM36vu3fgc8DRrMeZGz/Th/J07JP+fFV1TAAHFipf5U5YwJc+B99xNWi0klD71gBiT3K05ysPjAnovsVJ36Ocx/R559Z9jTs/EHf1moA3LYYXu0Ph3eUpz0JQczxkEBGCCFE7XlK4L/nQcGByvvGL6tZTUVofM2vd8siaDOo/L05CO78HTL+hjmD9W1pG6BVP1j4L71myGjVA5/N/4M9y8qPvfk7+HIC5O2tfB1LmN7kBPrsupqqdy4+1jIDTYXRpAd/yf3LA5m2peU77DG96Q9g0MR6yV5VJJARQghRc6oPfn5Sb0aqyo3/A0sNp5XofROkrob25+rBR5lJ62Hbt7D40fJtsdX04Us4Te+nse0b+OIOvWNr2np9n89VuSmp80hocybc+Dn88hwMvkvv19Oynx60xHfX52YBvXZn0ISa3UtTM+Q+vWarOBvOKJ20sMtImLhOH3J++j/qN38VSB8Z6e9RI1JmQggA/voU/lfFOkB3/gFxXY//vI9VGFkzPU/vh5L2J/zwsN5p+Io51R+7eyl8cJRmldB4fd6X/rfCgDvqdpI6Ueekj0wtNNEY7qSQshJCALDzx8D3rc/Uh+SeSBBTkWIsDzSSesMtVazofKR251bujHr3Rlj+LLQ/r/qVn0WT0CwDGbPZDIDD4cBmsx0jtQC9rKC87IQQzZDPExjInD9dnxCtLlzxpj5j7jXv1/5YRYG71uv9YLZ+A8Mfh5AWMOr1usmbaNCaZSBjNBqJjIwkK0tfeTU4ODhgjSJRTtM0HA4HWVlZREZGYjRWs/CYEKLhyk/V5zmxRZ3Yeb66C5z5EBIL926vfiHC49FztP51vMw2fUr9o02rL5qkZhnIACQkJAD4gxlxdJGRkf4yE0I0Irl74eVe+jwp46sZfgz60gKpqyC6PYTGVt6vqvpEcqDP7FqXQYwQJ6DZBjKKopCYmEhcXBwej6e+s9Ogmc1mqYkRojHSNPj4Bv112nrwuvV5WVa/pa91lNQHvpoILTqWLi1wABQD9LtVX1snqRccXAtFGXotjKdY78NSNopFiAagWY5aEkKIJs9ZAO9fXj5TLcDwmfqaQSei+5Xwj3ePnU6I41Tb57eMQRNCiKbo2/sCgxg4ehBji4brPtan6z+avmNPPG9C1KFm27QkhBBN1o4fYNMn5e8HT4bfZleddthjkNBDn44/LF7vLJu5BT68EgrT9TlY2p6ljwgaOk1fMFGIBkQCGSGEaGo2Lyx/PXGtvtBixUDmxs/1FaVBn2clsWfg8fHd4K4NsP49fd2d8MSTnGEhjp8EMkII0dioPn2xxoV36rUmw2dCVIq+kGHO7vLamJsW6h15AaLbQe4efcXiDsPg2g/Bnl45iCljDoKBd5yS2xHiREggI4QQjYmq6os1pm8o3/bepZXTdR4J7YaWv7/6XX3l4tNKZ7ntWsUxQjRCEsgIIURjkbsHXu4D1GCwaf9xgStQJ/XSv4RoYiSQEUKIxmLZM/iDmH7j4KJZsHQmFGXpNSwhsfocMSFx0P78es2qEKeKBDJCCNEQuQr1yensaXqgEpYAf3+u77v6XTjtSv318JmBxyUPOLX5FKKeSSAjhBC1UXwYVr0JXUaenKaa/AOw/XtY+iS4CirvbzO4PIgRQkggI4QQx/TDw3Bwjd6c80XpSJ5fntVXbO5+JRjNgf1RqlJwCIKjoeAgbPsGIpIhfaM+ysjrBE+JviBj1pYqDlYADUxBcOHTdXxzQjRuskSBEEIcjT0NXuh69DTR7WH0PIirIp3HCZ+MgZ0/1OKiCnS+GBJOg9ZnQPIZ+iilyDYQ0bI2uRei0ant81tqZIQQoiKvGw6uht1LIeNvvSamjMGkBxMXPQv/ux1KcvXtubvh9TNg9EfQaQTsWwHBLfTOt4serD6IiW6nL8LY/jyIToGSfIjvrnfcPbKGp82ZJ+V2hWjsJJBp7FyF4MjVq6TLBMfooxZMlqqP0TS9GltR9Krqsj+YmgaqV/9jXZKnp0GDsCQwGPT5K1QvaD4wWsBQxytil1UOHquK/mRSffr3mt5bST6Yg6sv67rk8+g/b49D/xmbbSf/mk2F6gMU/fe4jNetByDpGyH9L/13PnsbZPyl/55XZIuGwXdDr+shNE7fNvYr+PQWiO2sNxUBfHxd9XkY+C+9hiW+O1jD9Q68bY6xrpEQ4pgadCDz2muvMWvWLDIyMujZsyevvPIKAwY0oB75Xpf+x68kH9zF+jYFcOSB/ZAeEIQl6GuVKApoqv7py1Wor0yrqXq6kjwozoaiTP0YxQg+t35O1QvWUP0h5vPor1Uv5OyBogxw5FSdN0sotOwL7iI9WCnJ16+jGPRr+Vzlaa0Rehu9YgBviX59zVe+3xyiX7f4cOB2o1Vv8w+OgcjW+h94d3F5Wag+CIrQ78mRA9lb9QIyB+szkJqsYDDrM5OW5OllYjTrf+RVL9iiIKKVnreycjYY9esZzfq5QmL1Mo7pAC37wOGd+sNJMer3bQ3Vy7IkT38YeV2AppeP2aZfx10M+fvh4Fp9wjDVp5/X54bwJH0NGncR/n4Kka31+9uzTH/wgZ7X6Hb6vQVF6GvXRLUFT3F53h25sP1b6HKJ/hWeWHp9B+z8EfYu1x9uqk//+QRF6D9zg1mfxdVl139nyn4mrfpCUKQecHocejk6C/Tft5Rz9J9nUYZ+f2abHnwGRejpVS8k9dHv0VMCMe31eyjK0o8xWsEWqZeT6tHLPKZDeX7D4vVr1zTo9JToP0efR8+js0AvqxYd9e2apv9MjwysfR59v7tIvw+jufRn49F/FmVBd0m+/v9n98+QtVk/1ln6O19SoHeatYbrx7rs4LQH/h+oRNHz1v1KvaakwzAIaRGYJOF0mLRWf+11wzsXBC7SqBj0n1dEazj/UTj9H4HlFdO+ZmUnhDiqBttHZsGCBYwZM4Y5c+YwcOBAZs+ezaeffsr27duJi4s75vEnrY/Mt/fpn75K8vWHfoNQ+kA3GPU/4MXZgQHH8TKY9PPVxblEHSoNqOqbOQSi2uiBpDlYD0IKDuq/f+5iPfgoC8pr+n8lKLI0oHaW1wieTOYQSOyh15IAJPaCtoP15qPa1jjm7Yd3Lwb7QbjgCRj4T722J+F0PWgXQtRIbZ/fDTaQGThwIP379+fVV18FQFVVkpOTmTRpEg8++OAxjz9pgcz/7oC/Pi5/rxj0T7mWsNINmv7JL6Kl/um1MFP/pKgo5Z/QTDYIjtKDhJBYCEuE0Fi9TR3Km24sofofU1eR3nShGPWHg8Gkj3goqwWxhOrropRRVdj1ExSm6bUQqkd/QFhC9E+o1jD9Dzaa/um6KEO/B9Wnp/M69U+fJqv+SbMgVa9FMtv0T/sGo/6J2F2k1zIUHNSr4w0m/Rrm4NKyUfTrgX7+6Pb6Po9DrxnxufTvoXF6OZRd212sH5u+Ua8hiGqj1wgERerHltVUqT79oVmYDofWQeZm/VN0XHf93rwuPd8Gk34+rwuCwsub1txF+j2abXpTXKt++kPHYNbvSTHA4e36+W3R+jldReA4rN9TaDx0vEC/58wtkLZefwCW5OqfzLO26D/bkDi9dkP16TU4RrNe8+N16dcymvV8dxulf0o3mkt/jj79tatIry2xRZUHrGl/woE/9JoNRdGDiRad9Z/1oXV67ZmiQGhC6c/Rpf/uOfP12hZ3IWTv0H8XDCbI26efyxYFITH68SZrafmZoThLT2Mw679rziqGBdeIov8MTEH6/4saH2bQ/49VFRQZLfrPx2zTf5c6DtdrQWxRernbovT/IwWppTWc4fp9B4XrtZEVm5tOlOorrV1q0JXdQjRoTSKQcbvdBAcH89lnnzFq1Cj/9rFjx5Kfn8+XX35Z6RiXy4XLVV5VbLfbSU5OrvtA5vAu/QFoi9QfrNbwuv1DKERDpfr0gEJR9EDQngbZ2/WgxuMoDYBj9SDbEqwHD2VNRuZgPaBQDOX/X9zFeoBlCtK3+1ylAaRRD5ZMttImyKDSPlmlxxVm6k2GZU21Zlv99qsSQtSpJjFq6fDhw/h8PuLj4wO2x8fHs23btiqPeeqpp3j88ccrbbfb7XWbOUuc/gXgATxFdXt+IRoLcywkxdYsrQoUO6rYYQJvWcdaBWzJ5bs0Sv+PuQF3hWNs4Cxr7vSCs7B2+RZCNGhlz+2a1rM0yEDmeEybNo0pU6b43x86dIhu3bqRnJx8lKOEEEII0RAVFhYSERFxzHQNMpBp0aIFRqORzMzANvTMzEwSEhKqPMZqtWK1lneoCw0NJTU1lbCwMJQ6rHYua7JKTU1t1hPtSTlIGZSRcpAyACmDMlIOJ14GmqZRWFhIUlJSjdI3yEDGYrHQt29flixZ4u8jo6oqS5YsYeLEiTU6h8FgoFWrVictj+Hh4c32l7QiKQcpgzJSDlIGIGVQRsrhxMqgJjUxZRpkIAMwZcoUxo4dS79+/RgwYACzZ8+muLiYW265pb6zJoQQQogGosEGMtdeey3Z2dlMnz6djIwMevXqxaJFiyp1ABZCCCFE89VgAxmAiRMn1rgp6VSxWq3MmDEjoD9OcyTlIGVQRspBygCkDMpIOZz6MmiQ88gIIYQQQtSEzOQmhBBCiEZLAhkhhBBCNFoNuo/MiVBVlbS0tDqfR0YIIYQQJ0/FeWQMNVgCqMkGMmlpaTKrrxBCCNFIpaam1mg+uCYbyISF6atRN+fZFYUQQjQMuSW5KIpCVFBUfWelwSubGbjsOX4sTTaQKWtOktkVhRBC1CeXz8WY78bg9Dn5/LLPSQ6T1oKaqGm3EOnsK4QQQpxEB+wHyHPlUeItYWXayhofV+AqYPH+xfhU37ETN2MSyAghhBAn0T77Pv/rJ1c9CcDq9NW8t/k9DtgPkO/Mr/K4KcumMGXZFN7d/O4pyGXjJYGMEEIIcRJ9vuNz/2tVU8lyZHHrj7fy3NrnGPnFSO746Y4qj1udsRqA+Vvn11leUgtTOVh4sM7O1xA02T4yNeXz+fB4PPWdjSbBbDZjNBrrOxtCCNFg2N12fkv7LWDbX9l/BbzfkrMFl8+F1Vg+pf9++37/a6PBSLYjm8igSMwG83HloyyAuvh/FwOw/sb1mI3Hd66GptkGMpqmkZGRQX5+fn1npUmJjIwkISFB5u4RQgjw135EB0WT68wF4J5l91SZrn1kewB25u3kyq+u9O/LKM7gvE/P48auN/LAgAeOKx+v/PkKb2962/8+vTid1uGtj+tcDU2tA5lffvmFWbNmsW7dOtLT0/niiy8YNWqUf7+macyYMYP//ve/5OfnM3jwYN544w06duzoT5Obm8ukSZP4+uuvMRgMXHXVVbz00kuEhob60/z1119MmDCBNWvWEBsby6RJk5g6deqJ3W0FZUFMXFwcwcHB8uA9QZqm4XA4yMrKAiAxMbGecySEEPVve+52AFqFtvIHMlV55+93mNp/KhHWCH+T0pE+3PrhcQcyFYMY0AMnr+bl8d8f546ed3Bm0pnHdd6GoNaBTHFxMT179mTcuHFceeWVlfY/++yzvPzyy7z33nukpKTw6KOPMmLECLZs2UJQUBAAN9xwA+np6SxevBiPx8Mtt9zC+PHjmT9fbwe02+1ccMEFDBs2jDlz5rBp0ybGjRtHZGQk48ePP8Fb1puTyoKYmJiYEz6f0NlsNgCysrKIi4uTZiYhRLP31e6vABiYOJC/Dgc2KZkMJuJscaQVp/HV7q84YD/ABxd/wJ78PdWe72DhQVqFHXuSuIp8qg8FBY3yNaKXpi7l78N/szlnM3csvoNNYzfV6pwNSa07+1500UU88cQTXHHFFZX2aZrG7NmzeeSRR7j88svp0aMH77//PmlpaSxcuBCArVu3smjRIt5++20GDhzIWWedxSuvvMLHH39MWloaAPPmzcPtdvPOO+/QvXt3Ro8ezV133cULL7xwYndbqqxPTHBwcJ2cT5QrK1PpdySEaO4OFR3iz6w/AbiiY+AzU0Hhz5v+ZFKfSf5tG7I34FE97Mrf5d/WM7ZnwHGPr3y81vnYX7gfDQ2LwcIr570C6B2QN+dsrvW5GqI6HbW0d+9eMjIyGDZsmH9bREQEAwcOZOVKfez8ypUriYyMpF+/fv40w4YNw2AwsGrVKn+as88+G4vF4k8zYsQItm/fTl5eXpXXdrlc2O32gK9jkeakuidlKoQQulXpq/BpPnrE9qg0CV6QSW+hMBkCG0au+uoq1metB+CzSz8jLjguYP8f6X+QU5JTq3w8u+ZZANpGtOWcVucA4NW8AWl25++u1TkbkjoNZDIyMgCIj48P2B4fH+/fl5GRQVxc4A/GZDIRHR0dkKaqc1S8xpGeeuopIiIi/F+yzpIQQoj6lFmcCUCnqE4APH/O8/59d/e5G4ABCQOwmWz+7XsL9gJgUAy0jWjLTd1uAggIaI4cBXU0mqaxI3cHAH3i+lT7YfPeZffW+JwNTZOZR2batGkUFBT4v1JTU+s7S0IIIZqxDEfph/tg/YP4BW0vYNPYTay/aT03dL0B0Ecz/fSPn3hs0GMBx7YOa43VaKV3XG8WXbWIRVct4rL2lwHw8K8P88vBX/CoHvYV7DvqzL85zhyyS7IxKAbu7acHK3f2vLNSOqfPycbsjaQWNr5nZ50GMgkJCQBkZmYGbM/MzPTvS0hI8I9sKeP1esnNzQ1IU9U5Kl7jSFar1b+uUlNfXyk1NZVx48aRlJSExWKhTZs23H333eTk1K66UQghxMlzqOgQAIkhgaM4j5wLJtwSzmktTgvY1iGyg/91y9CWmA1mYoLKB6dMWDKBPh/04dKFlzJ+8Xi+2fMNDo+jUh625mwF9FFTZc1Z/+r1LzaN3cSmsZt49bxXAch0ZHLjdzdy1VdXHe/t1ps6DWRSUlJISEhgyZIl/m12u51Vq1YxaNAgAAYNGkR+fj7r1q3zp1m6dCmqqjJw4EB/ml9++SWgw+jixYvp3LkzUVHNe+XQPXv20K9fP3bu3MlHH33Erl27mDNnDkuWLGHQoEHk5lY/vE8IIeqDy+fik+2fUOAqqO+snFJlk9q1CW9zzLSdoztzc/ebA94fKdxa9Qf01RmrmbZiGm9sfKPSvq/3fA1A/4T+VR5bthq3V9X7zJR4SyhyFx0zvw1JrQOZoqIiNmzYwIYNGwC9g++GDRs4cOAAiqIwefJknnjiCb766is2bdrEmDFjSEpK8s8107VrVy688EJuv/12Vq9ezW+//cbEiRMZPXo0SUlJAFx//fVYLBZuvfVWNm/ezIIFC3jppZeYMmVKnd14YzVhwgQsFgs//vgj55xzDq1bt+aiiy7ip59+4tChQzz88MMAtG3bln//+99cd911hISE0LJlS1577bWAc+Xn53PbbbcRGxtLeHg45513Hhs3bvTvf+yxx+jVqxcffPABbdu2JSIigtGjR1NYWHhK71kI0fh4VS+qpuLxeXhm9TP8+49/M+TjIQz+aDBXf3W1v7aiKdI0jYlLJpJRrDctpUSk1Oi4u3rfxbWdr2V4m+Fc1+W6SvsHJw0+6vGL9y/mqVVPcfbHZ7MsdRmaprEuQ680GNluZJXHtA6rPClexbWhGoNazyOzdu1azj33XP/7suBi7NixzJ07l6lTp1JcXMz48ePJz8/nrLPOYtGiRf45ZEAfXj1x4kTOP/98/4R4L7/8sn9/REQEP/74IxMmTKBv3760aNGC6dOn18kcMlXRNI0Sb8lJOfex2Ey2Go/0yc3N5YcffuDJJ5/0z9lSJiEhgRtuuIEFCxbw+uuvAzBr1iweeughHn/8cX744QfuvvtuOnXqxPDhwwH4xz/+gc1m4/vvvyciIoI333yT888/nx07dhAdHQ3A7t27WbhwId988w15eXlcc801PP300zz55JN1WApCiKbEq3q5bOFllfpbaGjY3XbsbjtjvhvDj1f/iNHQ9Oab2mvfy/KDy/3vI6wRNTrObDTzyBmPVLu/a0xXPrz4Q2787kb/tjhbHFkleneNQ0WHmL9Nn49t0tJJ/tmETYqpUtNVmcigSB4Z+AhPrHrCv21PwZ5q0zdEtQ5khg4diqZp1e5XFIWZM2cyc+bMatNER0f7J7+rTo8ePVixYkVts3dcSrwlDJw/8JRc60irrl9FsLlm89ns3LkTTdPo2rVrlfu7du1KXl4e2dnZAAwePJgHH3wQgE6dOvHbb7/x4osvMnz4cH799VdWr15NVlYWVqu+vsdzzz3HwoUL+eyzz/xBo6qqzJ07l7CwMABuuukmlixZIoGMEKJa6cXpx+w0mlWSxfTfp/PkWU3vb8kXO7/wvy4bnVRXIizlQdHSfyzFo3p4fu3z/Lj/x0ppy2YS7hrTNWBk1JGu7nQ1O/N3smD7AkBfC6qsY3Fj0GRGLTUnRwskKyrrl1Tx/datesevjRs3UlRURExMDKGhof6vvXv3snt3+XwCbdu29QcxoC89cGRnbSGEqCjLcfS/EWWdXb/a/RVTl0+t8d+0hirPmcfXu7/mnp/v4fT3Tmfu5rkAzDxzJredfludXis5LJk+cX0Y1noYscGxJIUm8fzQ5+nRoke1x/SO633UcxoNRh454xHeGKb3sfluz3e4fe46zffJ1GwXjazIZrKx6vpV9XbtmurQoQOKorB169YqZ1beunUrUVFRxMbGHvNcRUVFJCYmsmzZskr7IiMj/a/N5sDe9YqioKpqjfMshGh+yvqG9I3vy9wL5wJwwH6Aab9OY0y3MSSEJPibR77f9z3Xd72eXnG9jnne1emrWZu5lvE9xleaSO5UUTWV9ZnraRXWilhbLE6fk9HfjCatOC0g3ejOo7m8w+V1fn2jwch7F71XafuItiP8SyDEBccFBJN94vrU6NxnJp1JmDmMQk8h9y+/n9nnzuavw3/x7t/vcl+/+2q9NMKpIoEM+sO5ps079SkmJobhw4fz+uuvc8899wT0k8nIyGDevHmMGTPG3+fmjz/+CDj+jz/+8DdL9enTh4yMDEwmE23btj1l9yCEaPpWHNK7BVQcQtw6vDXzLp7nfz+1/1T/jLPrs9bXKJC59cdbAb0viILCmO5j/JPNnQqF7kKeX/s8n+/8/KjpBiYOZOqAqRiUU9foUfEZ9u6Id/n10K+8uO5FDIqBvvF9a3QOg2Kg0KMP5liaupSPt3/Me5vf41DRIZanLufidhdzccrFDG45mFlrZrE1dyu3dL+FIa2GnJR7qikJZBqZV199lTPPPJMRI0bwxBNPkJKSwubNm7n//vtp2bJlQN+V3377jWeffZZRo0axePFiPv30U7799ltAXxZi0KBBjBo1imeffZZOnTqRlpbGt99+yxVXXBGwhIQQQtRUibeE7/Z8B8CFbS+sNt1N3W4isziT97a8x4vrXmRH3g5mDJpRZS210+sMWPCwbCHGL3d/yfqb1leal+VE7CvYxwvrXqBDZAeWHVzGoMRBTOo9iQ3ZG5jw0wTcatVNLmO6jWFi74l4VA/hllM/j5mqldeUJ4UmcX3X6xnZbiRun5vIoMjjOud/Vv3H/9qreflq91d8tfsrNty0gfe3vA/A9V2uP6F81wUJZBqZjh07snbtWmbMmME111zjn0hw1KhRzJgxwz/aCODee+9l7dq1PP7444SHh/PCCy8wYsQIQK+F+u6773j44Ye55ZZbyM7OJiEhgbPPPrvS8hBCCFFT87fOR0MjyhrF6bGnHzVtbHB5M/i3e75lQ9YG/7Dsaztfy6Te+oKKV351ZbX9bvp80Ic5w+YwuOXRhyaXWZ+5nlxnLp2jOpMQmsCOvB10je7qrz15avVT/J72Oz+n/gzAzrydfLn7y4A5cDpEdqB3XG/WZq5F1VQGJAxgYu+J2Ew2bNS8u0BdqhjIlDW71XS0VG29uO5F/+sjF7WsD4rW2HtZVcNutxMREUFBQUGlWX6dTid79+4lJSUlYFh4U9K2bVsmT57M5MmTT+l1m0PZCiEC+VQf7295n7SiND7e/jEA9/W7j7Hdxx71uPc3v8+stbOOmuaaTtfwyY5P/O+DTcGYjeZKk+vd2fNO/tXrX0c918bsjQFDl8uM7TaWKztdyY68Hdy//H5ADwbKJomr6J0R71Q7uVx9SitKY8TnI2gd1ppvr/z2uM/zwZYP/E1+ZQyKgTbhbfzrQJW5vP3lPHHWE9S1oz2/qyI1MkIIIY7Lkv1LeGbNM+SU5FRqcrm8/bE7uoaYQ46ZpmIQYzFYeO6c5zir5Vm4VTf9PixvAn994+tc0fEKEkKqXsYGYPG+xVVuf2/Le7y3pbwD7ektTmf+yPks3r+YKcv0udJGdRjFzDNn1njer1MtKTSJn67+qdrZf2vqxq43MrzNcP7M+pOpv0wFoIWtBZ9e+imTlkxiZfpKf9qHBj50QteqKxLICCGEOC6Tl02ucvuUvlNq1C/jkvaXsDZzLUNaDuG/m/7Lrvxd1ab9z1n/4exWZ/ubS6xGK/MunsfOvJ08tvIxQJ/ILSEkgVXpq3hoxUNEBkWSEJJA1+iuuH1uf7ByUduL+Dn1Z5w+Z5XXGt1lNADDWg9j9rmzsRltnNnyzGPeT32LDznxbgGKopAQkhAw0infmY/VaGVi74n+QMZmsjWYQTLStCTNH3VKylaIpu+l9S/x9qa3q9z3r57/4s5elVdXPpZn1zzLB1s+AOC7K79jQ9YGHvq1/BP/d1d8R3J4cpXHTlgygV8O/gLAlR2v5H87/3fUay26ahGbD2/m3uX3cnefu/l428ckhiQyqsMo2oS3oV+CDHYAmLVmFu9veZ8nBj/hH0pe4i3h7U1vc0GbC6pcD6ouSNOSEEKIkybXmVtlELP46sVHbdY5lgvaXMAHWz6ge0x3Woa2JDksmW2523h/y/ukRKTQMqxltcf2iu3lD2SOFcTMPnc2LUNb0jK0Jetb6yOe6nrSuqZict/JjGw3kq7R5bPJ20w2fyfshkICGSGEEDVWVT+TbjHdTiiIAegV14vvrvyOhOAE/wii+/vfz796/guTwXTUOVluPu1mij3F/N/f/+ff9uHFHzJz5UwcHgf/N+L/SC9Op31E+4Amr7octt0UmQ1musV0q+9sHFOzDmRkhtq6J2UqRNP27uZ3/a9vOe0WLm9/OfHBdTNlQ3JY5aajUEvoMY8zG8xM7jsZDY13/n6HV857hZ6xPfns0s/Q0DAoBpJCk+okj6LhaZaBjMViwWAwkJaWRmxsLBaLpcH2RG8sNE3D7XaTnZ2NwWDAYrHUd5aEEIDH5+GeZffQPrI99/S954TO9duh3zhUdAiDYuDX0b8SZgk79kGn0OQ+kxl32jh/h2BFUVCQv+1NXbMMZAwGAykpKaSnp5OWlnbsA0SNBQcH07p1awwGWY9UiIZgdcZqlh9czvKDy7muy3XH3QSkaioTl04EYFDioAYXxIAeuJysSeBEw9UsAxnQa2Vat26N1+vF5/PVd3aaBKPRiMlkktotIRqQf/70T//r7bnbySjO4O6f76ZjVEdePvdlVqatJDk8mW92f8O6zHUcKDxA/4T+PND/AeJD4rG77axJX8Ou/F3+CeIeP/Px+rodISpplsOvhRCiqfP4PPzzp3+yOmO1f9uNXW/kw60f1vgcV3W8qsoFEjeN3VQneRSiKrV9fkv9vxBCNEFf7/k6IIgBjhnEVFytGqgyiHn0jEdPPHNC1KFm27QkhBBN1cbsjcz4fYb//ZlJZ/J72u/Vpn9wwIN0iOzAwMSB2N12nln9jH+F6bL9P+3/CYCR7UaevIwLcRykaUkIIRohVVMxKAbSitKIscVgNVr9+5744wkWbF8A6M1J9/W7j14f9PLvn33ubCb/PBmAt4a/xaCkQVVeY+mBpYRbwmWmW3FKycy+QgjRxN35053szN9JgauAEm8Jl7S7hKeGPAVARnGGP4i5sO2FPDDgAQCu7nQ1X+/+mqeHPM35rc/nP2f9h4NFBzkj8Yxqr3Ne6/NO/s0IcYKkRkYIIRqRQnchZ3507AUMY22xfHLpJ7SwtfBvK6vFEaIhk86+QgjRRGUUZ9QoiAF9nZyKQQwgQYxokqRpSQghGolPd3zqf909pjsTek3gx/0/sj5zPUGmILpEd+HXQ78SZY3igjYX1GNOhTh1JJARQohGwOPzMH/rfACmDZjGdV2uQ1EUhrQaUimdoiiYDPLnXTQP8psuhBC14FN9pBWnkRCScNJWTy7xlvD82uf9nXYTQhLIKM4AIDoomtFdRlc7g7bZKCs6i+ZFAhkhhDiGNza+wZacLUzpO4XPdnzG+1ve17cPe4NWoa1oG9G2xufKd+bz2obXOKvlWcSHxLMtdxsOjwOTwUR2STaL9y1md8HugGPKghiA67tcL31dhKhARi0JIcRReHwe+nzY56hpbux6I/f3v7/aAOP1Da/zxsY3aB3WmgOFB2p0XQUFDY2EkATu63cfC3ctpFtMN+7seSdGg7HW9yFEY1Hb57cEMkIIcYSckhwcXgebD2/m6z1f88vBXwL294jtwV/Zf1U67uGBDzO6y2jSitKIDY7FbDDzw74fuG/5fce8Zp+4PoRaQjEqRi5pdwlntTyLYHNwnd2TEI2FTIgnhBC14PQ6SStOI6ckh515O/ly95dsydlSZdqyqfz7J/Rn6YGl3LPsnoD9T69+mtUZq1m8fzEAEdYIClwF/v0j2o4gyBjEkFZDWJW+ivE9xhMfHA8gq8YLcZwadI3Ma6+9xqxZs8jIyKBnz5688sorDBgwoEbHNqYaGafXSY4zh9ySXAyKAZfPhcPrwOV1UewtJtgUTIm3BLPRjM1oQ0NjT8Ee7C47ewr2kF6c7h+p4PQ6iQuOI8IawbnJ5+L2uQkyBVHsKcbtc1PsLabIXYRX9eLVvPhUHxajBVVTMRlMFLoLMSpG8lx5ZBZnYjPZaB3emhhbDB6fB4/qwe1zo6ERbArGZrJhM9loGdaSlIgUXF4XWY6sSqMmvKqXPQV7UFCwmWyEW8KxmWyUeEvIcGToefMU4/K5CLeE41E9hFnCiLRGEmwKptBdSJGnyL/fZDARYg4h1BJKqDmUuOA4OkZ25FDRIQrdhViMFswGMxajBaNipMhTRKg5lAJXAQbFQFRQlL8ZIMeZQ3pROn8f/pscZw5e1YuCgkEx4FE9DGk5BJfPBYDBYCAhOAENjQ1ZG9h0eBOqppIYkkh0UDTJ4clEWCKItEbSLrIdPtVHgasAu9uO3W2nxFuCzWTj9BanE2QKQtVUNE3j97Tf2Za7DZ/mw+624/a5CTYF4/A6sBqteFUvRZ4ickr0/EUHRdMzridmgxmP6vHv9/g8hFvDOS/5PFRUSrwlOL1OnF4nJoMJm8mml6enkBZBLYgKiqLQXUiMLQaL0QKAw+PAbDBjMpga3cN1W+42tuduJ8gURKG7ELvb7i//IGMQscGxqJpKrjOXPGce+wr2sSV3C6qmVnvOTlGduKnbTYzqMKrSvlR7Ki2CW/DFzi94avVT1Z7jnFbn8NiZj1Wa10UIUVmTaVpasGABY8aMYc6cOQwcOJDZs2fz6aefsn37duLi4o55/MkKZBbvX8zfh/8m15nrf0A4feXfVU3VH1ouO0aDEbPBTKQ1ErPBjNVoRVEU8px5OL1OLEYLea48ij3FdZY/0TiYDCYiLBH+4Ky+KShYjVYMigGH1wHok6fZTDY0TSPUEkpKeAo+zUeBu4BIaySxtlgSQxJpH9meYFMwVpOV/fb9pBelYzaacXqduHwu//8Nh9dBiaeEEm+JP6BLDkvG6XMSag5F1VQsRgtBxiCMBqOeF4+elzxnHna3HYBgczBBxiBKfCVYDVZynbkcLjlMrjPXn/faKguqu0Z35YzEM+ga05VYWyx94vvUuGPt1pyt3Pbjbdjddi5KuYh/dPoHWY4sesT2IDks+bjyJURz1GQCmYEDB9K/f39effVVAFRVJTk5mUmTJvHggw8e8/iTFcjct/w+ftj3Q52dr4zFYCEqKApVUwkyBfkfDDaj/gc2xByCW3Xj9DrxaT5SwlOIscUQY4shLjiOuGA9uDNgIMeZw+bDm9l0eBPhlnBcPhdhljCCTEF4VS8mg4nEkERMBhMmgwmHx4GqqaiaSnRQND7NR5gljMSQRIq9xaTaU8l15mIxWrAYLf7F6RweByXeErIcWWzJ2YJH9QAQaY3EatLTKCj+74mhiYSYQyjxllDgKsDhcWA0GEkMSfTX0FiNVuxuOwoKBwoP4Pa5MSgGQi2hhJnD8GpeHB4HCgol3hIKPYUUuArYlb/LX5axtlh/zZFbdeNTfQBoaIRZwnB4HPg0nz99iDmExJBEWoW1omNkR8xGMzklOdhMNtKK0thr30ukNZISTwkGxUBWSRZe1UukNZIhrYYQExTDfvt+lqcuJzE0kWJPMYdLDpPvygfKgxbQa3+sRmuVwcvAhIG0CmtFuCUcFCjxlBBuDSezOJPooGgigyKxmWyEWcI4VHiINZlrOOw4jMWo/+4khiRiVIxsy9vG34f/JtQc6q8xCzIF4fbpvz9ltVOHSw7jVt0YFWNAeTR2rcNa08LWgjBLGBHWCMIt4YRaQil0F1LoLkRBIToomqigKGKDY+kX34+EkAR8qu+EO9HmlOSQ48yhU1SnOrobIZqfJtFHxu12s27dOqZNm+bfZjAYGDZsGCtXrqzyGJfLhctV/nCw2+0nJW9DWg4h1hZLjC1Gf0AYgwgyBRFkDMJqsmLAQIglhCirHpR4VI9/6KRX9aKiEmYOI8QcgtPnJCZID0ZCzaF1Wo1/UcpFdXauxuBwyWF25e8iOSyZlqEtA/ZpmoaGhk/zYTaY0TRNb9Ip/WdS6qgJpcICwpqmcaDwAJHWSMIt4f7zOzwObCYb++z7KPGWYDFYMBv1WrsIa0StLncHd1S7T9O0Y96Tqqk4vU5sJhu5zlx/s1uMLYZCdyEmgwmn14mCQq4rl/32/ZgNZr2Jzl1ATkkOu/J3kVGcQYm3BIfXQUJwAikRKXrTWGnNSZApKCCgKnt9wH6AYk8xQaYgnF6nv1nV7XP7mz2DTEH+psBwSzgKCpmOTIyKkSBTEB6fh2hbNDFBMZgMJmJsMZV+/jVVFyOByj5cCCFOnQZZI5OWlkbLli35/fffGTSo/OkwdepUli9fzqpVqyod89hjj/H4449X2p6amtrg+8gIIYQQQme320lOTiY/P5+IiGN/wGuQNTLHY9q0aUyZMsX//tChQ3Tr1o3kZGmbFkIIIRqbwsLCxhvItGjRAqPRSGZmZsD2zMxMEhISqjzGarVitVr970NDQ0lNTSUsLKxOm2zKIsXmXtMj5SBlUEbKQcoApAzKSDmceBlomkZhYSFJSUk1St8gAxmLxULfvn1ZsmQJo0aNAvTOvkuWLGHixIk1OofBYKBVq1YnLY/h4eHN9pe0IikHKYMyUg5SBiBlUEbK4cTKoCY1MWUaZCADMGXKFMaOHUu/fv0YMGAAs2fPpri4mFtuuaW+syaEEEKIBqLBBjLXXnst2dnZTJ8+nYyMDHr16sWiRYuIj4+v76wJIYQQooFosIEMwMSJE2vclHSqWK1WZsyYEdAfpzmScpAyKCPlIGUAUgZlpBxOfRk0yOHXQgghhBA1UbO5t4UQQgghGiAJZIQQQgjRaEkgI4QQQohGq0F39j0RqqqSlpZW5xPiCSGEEOLkqTghnsFw7PqWJhvIpKWlyfIEQgghRCOVmppao4ltm2wgExYWBsiikUIIIeqX5vWS8e8nQFOJf/hhDM14aHZNlC1xUPYcP5YmG8iUNSfJNNFCCCHqi6aqbOvW3f9eGTac8EtG1ujY/M8/x5efT8ytt56s7DVoNe0W0mQDGSGEEKK++XJzA9679+yp0XGappH+8CMAhAwaRFC3bnWet6ZCRi0JIYQQJ4n3yEAmNRW1pIQD48Zx6P6p5C9ciC8/v9JxmsPhf+3csaNO8qK53eR/9hmeQ4fq5HwNhdTICCGEECfJkTUyvrw8ChYupPj3lQDYv/4a1803E//gA4Hpior8r93799dJXnLnzSfrmWcwJSTQcdnPdXLOhqBZBzKapuH1evH5fPWdlSbDaDRiMplkyLsQQgDe7MMB79XCQkr+2hSwzf7ttwGBjFpcTMEXX/jf57wxh6Kfl9HqpdlY2rQ5rnw41q8n65ln9DxlZBzXORqqWgcyv/zyC7NmzWLdunWkp6fzxRdfMGrUKP9+TdOYMWMG//3vf8nPz2fw4MG88cYbdOzY0Z8mNzeXSZMm8fXXX2MwGLjqqqt46aWXCA0N9af566+/mDBhAmvWrCE2NpZJkyYxderUE7vbCtxuN+np6TgqVN+JuhEcHExiYiIWi6W+syKEEPXKuW0rAJa2bXHv20fJxo2UbNkSkMabnU3exwuIuPwyDDYbmc/OIn/BgoA0rm3byH7pZVq+8Hyt86D5fBycELgAs+pwYAgOrvW5GqJaBzLFxcX07NmTcePGceWVV1ba/+yzz/Lyyy/z3nvvkZKSwqOPPsqIESPYsmULQUFBANxwww2kp6ezePFiPB4Pt9xyC+PHj2f+/PmAPvTqggsuYNiwYcyZM4dNmzYxbtw4IiMjGT9+/Anesj5Z3t69ezEajSQlJWGxWKQGoQ5omobb7SY7O5u9e/fSsWPHGk1mJIQQTZWztPYlZPBg3Pv26Rs9HhSzGUNIiL9/TMZjj+HLz6fFP++gcOmSKs9l/+674wpkvIdz8OXlBWzLeu55EqY/WutzNUQntPq1oigBNTKappGUlMS9997LfffdB0BBQQHx8fHMnTuX0aNHs3XrVrp168aaNWvo168fAIsWLeLiiy/m4MGDJCUl8cYbb/Dwww+TkZHh/1T/4IMPsnDhQrZt21ajvNntdiIiIigoKKg0/NrpdLJ3717atGlDcBOJSBsSh8PB/v37SUlJ8QevQgjR3JRs3Mi+a0cD0Or11zh45wT/vvBLLiHxP09yaPI9FC1d6t/eae1adpQ+G6uS8uVCgjp3rl0+/vqLfddcW2l70GmnEXHpJUSPHVur851sR3t+V6VOPy7v3buXjIwMhg0b5t8WERHBwIEDWblS79i0cuVKIiMj/UEMwLBhwzAYDKxatcqf5uyzzw5omhgxYgTbt28n74iosozL5cJutwd8HYvUFpwcUq5CCAHZr73mfx3cp0/APnOrlhgsFoxhoQHbHav156AxIoJOa9cQftmlAfuznq99jUza/Xq3jKDu3Wn97jv+7c6//ybzqac5NOVeNFWt9Xkbijp94mSUdiCKj48P2B4fH+/fl5GRQVxcXMB+k8lEdHR0QJqqzlHxGkd66qmniIiI8H/J8gRCCCHqk/ew3tE3asxNGCMjSX5zDuEXX4Stb1+ix4wBIHrcuIBjymptzK1aYQwNJWH6DNrM+5AWd00CoPiXFaglJTXOg2PNGv+op9BzziZk0KBKaezffYdj9Zra32AD0WQ+Ok+bNo2CggL/V2pqan1nSQghRHPm8QIQdu65AISecw4tX3iBtvM+xBQdDUBQ58502fQXtt69Aw41t2wJgDE0hOC+fYm5+Wb/PtfOnahud42y4Ny2HQBbr17E3nWXno/zzquUzrF2LYfuvQ/n9rqZs+ZUqtNAJiEhAYDMzMyA7ZmZmf59CQkJZGVlBez3er3k5uYGpKnqHBWvcSSr1epfjqC5L0ugKAoLFy6s72wIIUSz5isoAPRmoqNRzOZK88iYj1gs0RAcjK1vXwD2XXMt23v0ZGuXruwYdCYH755M7ofzqKrLqzdTb8UI6nG6f1vi44+R/N+36Pj7b5iTkgA4/Oqr2L/9lkOlwU5jUqeBTEpKCgkJCSxZUt7j2m63s2rVKgaVVmcNGjSI/Px81q1b50+zdOlSVFVl4MCB/jS//PILHo/Hn2bx4sV07tyZqKiousxyo5SRkcGkSZNo164dVquV5ORkLr300oByF0IIUX80rxdvaZ/OYwUyALaePYm4/HL/+6rmi4msYqSwLy+Pwh9+IPOJJyhZu7bSfseGDQD+gAXAFBtL6JAhmKKjCRl8ZkD6upp871SqdSBTVFTEhg0b2FBaOHv37mXDhg0cOHAARVGYPHkyTzzxBF999RWbNm1izJgxJCUl+Uc2de3alQsvvJDbb7+d1atX89tvvzFx4kRGjx5NUmlBX3/99VgsFm699VY2b97MggULeOmll5gyZUqd3XhjtW/fPvr27cvSpUuZNWsWmzZtYtGiRZx77rlMmDDh2CcQQoiTTNM0MmbOJHPWLAByP/iQXecPI2v2bAq+/LLStP1Njb5O0sPg8WCMjMQUG1uj4yoOhw7u26fS/ogrrzjq8cVr1rD3yqtIvXOCHkjl5lKyVq80CL/ggiqPMRzRelGToKuhqfU8MmvXruXc0vY+wB9cjB07lrlz5zJ16lSKi4sZP348+fn5nHXWWSxatChgGO68efOYOHEi559/vn9CvJdfftm/PyIigh9//JEJEybQt29fWrRowfTp0+tkDpmqaJqGVovOU3VJsdlqNYfNnXfeiaIorF69mpCQEP/27t27M+6ITmNlNm3axN13383KlSsJDg7mqquu4oUXXvBPQLhs2TKmTp3K5s2bMZvNdO/enfnz59Om9BPBl19+yeOPP86WLVtISkpi7NixPPzww5hMzXpiaCFENTypqeTN/wgA+7ff+WeSzZnzpj9N3P33E3Nr1X+zGruin3+m4MuvAIi4/DKUGk4OaggJIeWrL/Hl5mLt0KHSfkVRiLrxRvI+/BAAS4f2uHft9u8//PIr+ostW9h22ulYSyeitXRoH1AjU1FZX5wyvoIC3AcPYWnVssr0DVGtn0RDhw6tsh2ujKIozJw5k5kzZ1abJjo62j/5XXV69OjBihUrapu946KVlLC9T99Tcq0jdV6/DqWGc9nk5uayaNEinnzyyYAgpkxkZGSlbcXFxYwYMYJBgwaxZs0asrKyuO2225g4cSJz587F6/UyatQobr/9dj766CPcbjerV6/2B1crVqxgzJgxvPzyywwZMoTdu3f7A8oZM2Yc/40LIZosT3r56NLqpsPPmjWLqNHXYqjib1ljZ//ue//ryNJ5ZGoqqFOno+5Xi4v9r9stXEjmf/7jDxqP5Nq5E4DgozzfIq++GrW4GPfefRT873/6cTt2NKpApsmMWmoOdu3ahaZpdOnSpcbHzJ8/H6fTyfvvv89pp53Geeedx6uvvsoHH3xAZmYmdrudgoICLrnkEtq3b0/Xrl0ZO3YsrVu3BuDxxx/nwQcfZOzYsbRr147hw4fz73//mzfffPMYVxZCNFeegzUbNbq9bz9/P5LGzH3wEL7CQjSPh6znnsP+zTcAtJn3IdZ2KXV6rbDh+jxtIYMHo5hMJEyfTpctmzGWjoKqSlXNVGUMFgstbr+dpP88SejQoQAUfP1Vneb5ZJO2AfTmnc7r1x074Um6dk0dzyTMW7dupWfPngE1OIMHD0ZVVbZv387ZZ5/NzTffzIgRIxg+fDjDhg3jmmuuITExEYCNGzfy22+/8eSTT/qP9/l8OJ1OHA6HzIwshKjEffCg/3Xs3XcRdf31HJwwEcfatRijozHFxeEqnaU99bbbabvgY5QaNlVrmtaglpRxbt/B3tJOukpwMFrp+n1hw4dXGlJdF0LPPZe2n35KUOfymhvFYAhYgsAY2wJfhcUqy0Y7HUvZKKvC7xfhefBBzKXztxX98gu+AjsRl15SF7dQ5ySQQW8Oq2nzTn3q2LEjiqLUeJmGmnr33Xe56667WLRoEQsWLOCRRx5h8eLFnHHGGRQVFfH4449Xua6WLD8ghKiKJ1UPZGLvnUKL228HIOn558h+4UVibr8NU4sW5LzzLjlvvYVz82bsP/xAxMiRRz2n6nCwZ9QVGKxWEp/4N8aICMxt2pzSoEbTNAp/+om8997HsXYtprg4vBWmEykLYmy9e5P0/HMoJ2GWc0VRsJ1+WqXtpthYf17affklWc89728qOrIfTHWirr+ekj//BGDXOUNJfvtt8j/7jMJFiwAI7tPbfy5NVUHTUIzGE76nEyVNS41IdHQ0I0aM4LXXXqO4QjtpmfzSxccq6tq1Kxs3bgxI/9tvv2EwGOhcYb2O3r17M23aNH7//XdOO+00fx+mPn36sH37djp06FDpS5YiEEIcyZud7V87qKyzKYA5Pp6kZ57G2qEDxshI4qbcg6102v60e+/Dsf7Po563ZNPfeA4cwLVzJ/uuHc3uCy8i9Y47Tso9qA4HnowMCr78EtduvTOte/9+dl8wgkOT7sJROsy5YhATfMYZxE9/lA7Ll9P2o/kYatjBt660euVlrJ0702b+PEzR0SQ8/BBhI0aQ+PRTNQ72wi8JDCZTb7vNH8QApD3wIJ7MLDS3mz2XXcaeyy7Hc+hQnd7H8ZAamUbmtddeY/DgwQwYMICZM2fSo0cPvF4vixcv5o033mDr1q0B6W+44QZmzJjB2LFjeeyxx8jOzmbSpEncdNNNxMfHs3fvXt566y0uu+wykpKS2L59Ozt37mRM6fTZ06dP55JLLqF169ZcffXVGAwGNm7cyN9//80TTzxRH0UghGiAHOvWYUlJIWfuXFSHA1NSIqFnnnnUYxRr+cN+//XX0/6nxRz8179w7dxFzB13EHfPZEAPjopX/l7p+OJfVrB7xIW0/fwzjKGhlfZXRfP50JzOKjsZa5rGobvupnDx4vI8BgcT3Ls3xb/9FpDWGB2Nr3QYefy0B+t94UVbz560+3Kh/70hJIRWL82u1TkURSFkyBCKqxlo41i7ll3nnBOwreDrb2jxz5MTUNaUBDKNTLt27Vi/fj1PPvkk9957L+np6cTGxtK3b1/eeOONSumDg4P54YcfuPvuu+nfv3/A8Ouy/du2beO9994jJyeHxMREJkyYwB2ln3RGjBjBN998w8yZM3nmmWcwm8106dKF22677ZTetxCi4SpcupSDd07A0r497tIajPipU4857Dj07HNwrPzD/373sOH+1zlvvknoOWdjTkhg13nnV3sO9/797L7wItq8/x7Wdu2Oej33gQPsvmAEAMEDB6I6HKjFxbSe+y7muDgcq9cEBDGgNxf5gxijkVavvqJ3tDWbUe12vIcPY23f/qjXbUxazX6RzFmzyP94QY3Sx9xxcqZFqQ1FO54epI3A0ZYBdzqd7N27l5SUFOnncRJI+QrRPBQuW4YvJ4fcefNwbSmvDTa3akX7xT8es0lDU1V2DjkbX05Oja+Z/NabhJ59NoU//8zBf93p327t0oV2C7846rEZM2dWO1S5oqDTTiP8whEU/rSEktLJX40xMbT+71sEdetW47w2ZjuHnusfOh9+2aVEXn01B8YE1jp1/nM9hloMWKmpoz2/qyKdHIQQQtSac8cODv7zX6Q//EhAEAPQ4l//qlG/DMVgoOOyn4m4/LIaXbPFXZMIGTIE0BdiTP6/twnu3x8A17Zt/jlWCpctI/WOf2L/7jsAPGlpFK1Y4Q9ijjW4I+Hxx4i57TZavvgCpvh4grp3p/333zWbIAb0n2EZ22mnETJgALZevfzbjNHRJyWIOR5SIyM1BnVOyleIpi/n7bfJeu75gG2GkBBazp5N6JCzanUu1elke6/yocqd/lhJ5jPPUvCFXsOiBAfTed3aKoMjTdPYdd75eNPTaTFpIkFdu3HwzjsrpSujWCx0+mMlhT/9hGPdemy9e1G0ZAnO7TvwHDhAizvvpMWkiQ1qiHd90DSNHX37oToctPv+O6wpKbh27iT1jn+CotBy9uwqR0/VhdrWyEgfGSGEEDXmycxk1zlDK22Pe/ABYm6++bjOaQgKCpiDxRgZSeJ/nsQYHkbuh/OIvbP6Gh5FUYgZN47MJ5/k8CuvHv06wcEkPv0UhuBgIi67jIjL9JqgyNK1AEU5RVFI+XIhamEh1hR9Uj9rx450WNrwFieWQEYIIUSNZb84O+B9y1deJuzcc2s8oV11gnv1ovj38pFJiqIQP20acVOnHnOukvBLRpJZYdJO0Nc4KlvvKOafd2BqEUvEqMtrPLpJgCU5ub6zUCPNOpBpoq1q9U7KVYimSfN4sP/4o/99wmOPET58+FGOqLmExx9j//U3EHld4NpENZlwzRQVRdJzz5F2332APvle2PDhmNu0IXz48ID5bETT0ywDGbPZDIDD4cDWQDorNSWO0urhsnIWQtQf1enE/v0iwoYPxxh6Ygs05n36KZrDgSEigk4rf6/TmWstycl0+GX5cfdNibhkJBFHTOgWe5S+MqLpaJaBjNFoJDIykqzSWRmDg4ObfceuuqBpGg6Hg6ysLCIjIzE2gKmrhWjuDs+ZQ86cNylYuJA278097vNomkbmzH8DYE1JOWnT7wtRW80ykAFISEgA8Aczou5ERkb6y1cIUb9y5ugr1TtWrULzeilYuBBffj6mxETCL76Ywp9+IqhrNzwHU0l/dDoRV4wKqMnQNA00Dffevf5tMbfdesrvQ4jqNNtARlEUEhMTiYuLw+Px1Hd2mgyz2Sw1MUI0EM4jFpjNfuklcv77tv99zptv4dqxIyDN4ZdfoeTPDQT374+1Q3sO3jkBa5cu2Hr0ACDkzEGEDRt28jMvRA01y3lkhBCiqSv+4w8O3HxLnZ+34orWQpwMMrOvEEI0c96cnIAgxtqp0zGPCTnnbDqtXUvs5MnVj/IxmQg7v/p1j4SoD822aUkIIZqqjMdn+l8nzZpF6LnnsqNfP/+2+IceIvM//8EYEUG7Rd9jiory72vxzzto8c87yF+4kPQHpxF3/31EXXcd3txcQMHSquWpvBUhjkkCGSGEaIQ0t5usF17E2rEDkVdd5d+uOhwULl0K6AFLxKWXBBxnSkok6sYbCDrtNCytkwOCmIoiR40i4vLL/SOJLMdYn0iI+iKBjBBCNCI+u539Y2/GtbV8ocb0hx8h/OKLsPXrR+EPP4LXizEqiqgKk8uZEhLwZmTQ6sUXUQwGgvv0rur0AWQ4tGgMJJARQohGwldUzL5rRwcMhS5j/+577N99738f/9BDKBUmpWz78Ud40tKx9ex5SvIqxKkinX2FEKKRyH7ppYAgJnL0tVUnNJkIPXdowCZzQkKNamGEaGykRkYIIRoBTVUpWrYMAFuvXrSe+y6GoCBi774bVBXFbMYQGkr+Z59hjIiUxRFFsyGBjBBCNDCaqpL94mzcqakE9++HNyOT3A8+QHM6MYSEkPz22xiCggAqddaNuuaa+siyEPVGAhkhhDiG4lWr8Rw6ROSVV1C4bBm5b/8fwQMG0GLSxBPqEKtpmv94X2Ehqt1Ozv+9Q96CBeDzAVC4aFHAMbGTJ5/w4o9CNCUys68QQhyFWlLC9t59ADBGRuLLz/fvs3bpQsSoywkdPLj6SeQAz6FD2H9cjPvAfgoX/4Tv8GEM4eFoXi8GiwXV6URzOqs81hQXhzEqCtf27UTddBPxD02T0USiSavt81tqZIQQohqaqnL4rbf87ysGMQCubdvIenobWUDoOefQ6pWXUSyWgDTOHTvYN/o6NIcjYLtqt+vnPGI76OsZRd1wAyFnnYXBaq2bmxGiiZJARgghSnlzcsj7+GNKNmzEm5WFa/v2gP3RY8di7dyZ8JEXk/3ibHLnzvXvK1q+nEMPPEDMzTeT/eprKFYLBlswzr//rhTEAJjbtCZm3K1Y27fDEBaGuWVLNJcLQ1AQhhBpOhKiphp009Jrr73GrFmzyMjIoGfPnrzyyisMGDCgRsc2laYlTdNA09BKSlCsVhSTCU1V8WZl4d63D3dqKprThVpUiGINQvN4MEZFYuvVC2uHDmgul972XlSE5nRiio/HvWcP3rw8UFXQNMzJrcHrQXU40DweNJ8Pb1YWnsxMLK1aYUlJQTGZQDGgGA1g0L8UgwFDSAhKUBDG0NCAOSuOpDoceDIyMdiCMIaHowQHoygK3txcfAUFej4L7GU3jWI0YGzRAkurVnhz8/BmZ6MWFWEItmGKiUF1OkHTMMXFYQgLO+Gqdk1Vce/bj2v3LtTCIqwd2gNgio3FlJDgzxeAYjCgqSrFv6/EvWcPhvAwrO3aEdS1K5j0zwa1zY/m8+FJz0ArcaC63GgeN5rHA6qGYrGgud34CgpQi4pAUzG3bo3ttNPQfD5QVdTiYnyFhWglJZhbtcLUosXRr1ehb0ZTonk8+u+2x4Pm9eLLy8NXVIxiMmEItmGw2VBsNnwFBbh27tS/tm7DtW8vePXf+6qEDR9O0rPPYLDZyq+laTi3bMEYEUHqHf/EvXt3tfkyxsSQ8skCjLGxGI6osRFCBGoyTUsLFixgypQpzJkzh4EDBzJ79mxGjBjB9u3biYuLq7d8eXNz8aSm4svPR3W60FxO1BKn/t3lAp8Pb/ZhNK8XxWLBYLVgCAvXAwE0MBpR7YX6g8qn4j2cje/wYbzZ2Xjz8zFYrKhuF5rbg+ZwoKmq/iArKdEzYDajoP/BPiZF8T98TzqzGVNUlB4IlX15vfoffqMRtbBQD5zKGI16QFST+zgGJSgIS0oKQZ064dyxA19enj6iw2TEGB4BPp/eJGA0ohYXYwgJwRgejiEiHDQNX04uzh07apYXs1kPpIqL9Xs6ktGIYrVi7dABU3Q0mtuFNzcPtcSB5nLjzcjAGBFB8BlnYGmdjDcrC19hESXr11dqtjgR5latAPDl5aG53ShBQSgWC8bQUHylQW1wv34oNhsoeuCl2Gxobg/e9HSUoCAMoaEYQkNA1TCGhWFKTMAQEoIvNw9TTDSGiAisbdtibtMGg8WCpmn48vPx5eaieb1oJSWoTidqSQma04nqdKGWOFALCvAVFaGYzJhbtdSD4NIg3NQiBsVsRnO79XOU/S65y3+vDCEhoPpQnS4UkxFfgV0PhPNyyf/fF/hyc0+o7Czt2xPcpw/mlkmEDD4Lc8skTNHRldIpioKte3cA2n/7DemPPUb+xwv0nQYDttNPx7lzJxGXX0bsXXdVuxSAEOLENNgamYEDB9K/f39effVVAFRVJTk5mUmTJvHggw8e8/iyiO67777j9ddfZ926daSnp/PFF18watSoWuXlhx9+YMaMGWzevBmL10tfk4mpcXG0NNfjJyujEUurVpiTk8FowNSihR7c+FQ8mRk4N28pD34MBgylNSa+nBz9AdSuHRgN4PHiPnRIr84ODkYxmVBLP9WbE+Jxpx7Ec+gQ+Hx67ZCqoqk+UPXXvsJC8HprlGVDSIge7B2R3hAaqtfqhIf7Ay/N58Nz4IA//6aYGAzh4XrNQ24ums+HISgItbi4zopUsViwtGkDaHizslFsNrwZGUc9xpSUiDkpCdeWrahVNB/UitGIMSxMDzrMZr32zePBl5uLKSEBY1hYafAFzs2bAx/YBgPG6Gh8BQV1EhzWliE4GMxm1IKCU37tqihBQXotTGgoxogINK9XDyZLnKhOJ4agIKwdOmDt2BFr585Y26WgqRrWTh2PO+DQVJWs558HIHbSJP/waCFE7TSJGhm32826deuYNm2af5vBYGDYsGGsXLmyVudyOBz07NmTcePGceWVV9Y6L3v37uXyyy9nypQpzJs3j93Pv8Aj8+cxOSeHb0ZegsFq1T+9BgWhWK16UBEVjRJk1T9Fulx4c3NKq/EV/RNleBgoCgZrEKbYFphatMAUG4shJATNp2Kw6ecyBAWBwaAHFnFxqG43msuF5vVhjo87alOO5vHgzc3DGBrib8YBUJ1O/SFpNNa6LKq8js+H5nbjzcnFV5CPwWLRz2+x6DUgDgdoGsbwcD3Y0jQ0hwNfURGoqr92pMpzu9148/MxRUVVuteyphG1pARPWhqFS5biPZxNULduWEprI1SXS+9QaTT6mwSMUdF6MGQv0PcZ9H3mpESsnTtX6ljpzcvTAy9F0e+nqAhv9mFUhwNrSlvMLfWVgFW3G8/Bg3qwVlSEa+cu3AcOYAwLxRQf73+oObfv0Ee+5ObiycjAEBKMYjRhTkokfOTIWj383Pv26eViMmGw2TCGh6NpGq6dO/33ZoyKRDHrTVOax41qt6ME2VCLi3Hv24fm9erBo6bhs9sxBFkxJSaiuT2oRUWoxUWAgs9ux5OehmovxNQiBm9+Pr78fFzbtqO5XAFBnCEiQp+cLShI/10Osun/T2w2DEFBGCMjwGTCs3+//vtQWtuiGI14MjNQUFDKfo9KvzCb9NeKUvp7HYpiMaOpGsaICAxBVhSLBXNSEtE33xzQBHSqKAYD8ffff8qvK0Rz1yBrZNLS0mjZsiW///47gwYN8m+fOnUqy5cvZ9WqVZWOcblcuFwu/3u73U5ycnJARKcoSqUaGZfLxcMPP8xHH31Efn4+p512Gs888wxDhw4F4LPPPuO6667D5XJhMBjQNI1vvvmGyy+/HJfLhfkowYQQTZ2mqnrfHbsd1enE0rp1vQQRQoimo0nUyByPp556iscff7zSdnvpEMcyDocjYNukSZPYvn07//d//0dCQgLffPMNF154IStXrqR9+/Z06tQJg8HA66+/zg033EBRURHvvPMOQ4cOpaSkhJKy5hshmiujEUqbY9weT700bQkhmo6yZ3RN61kaZI2M2+0mODiYzz77LKD2ZOzYseTn5/Pll19WOubIGplDhw7RrVu3U5FdIYQQQtSx1NRUWpV2FTiaBlkjY7FY6Nu3L0uWLPEHMqqqsmTJEiZOnFjlMVarFWuF/g2hoaGkpqYSVmFobkREBPPmzeOSSy4B9E6811xzDSFHzNngcrm49NJLmTt3LpmZmVx00UWMHDmSq6++mszMTP7xj39w1lln8c033zTJIaw1UdZ0l5qa2qiHt58IKQOdlIOUAUgZlJFyOPEy0DSNwsJCkpKSapS+QQYyAFOmTGHs2LH069ePAQMGMHv2bIqLi7nllltqdLzBYKgykgsODvYXrKqqGI1G1q1bh/GIzq+hoaGEh4cza9YsoqKieOmll4DyKq9ff/2VrVu3csYZZ5zIbTZ64eHhzfY/axkpA52Ug5QBSBmUkXI4sTKIiIiocdoGG8hce+21ZGdnM336dDIyMujVqxeLFi0iPj6+zq7Ru3dvfD4fWVlZDBkypMo0DocDg8FQ5T614rwoQgghhDjlGmwgAzBx4sRqm5JqqqioiF27dvnf7927lw0bNhAdHU2nTp244YYbGDNmDM8//zy9e/cmOzubJUuW0KNHD0aOHMnIkSN58cUXmTlzJtdddx3p6ekAtG7dmt69e59Q3oQQQghxYqquamhC1q5dS+/evf1Bx5QpU+jduzfTp08H4N1332XMmDHce++9dO7cmVGjRrFmzRpat24NwHnnncf8+fNZuHAhvXv35uqrr6Zz5858/fXX2JrxMFOr1cqMGTMC+iU1N1IGOikHKQOQMigj5XDqy6BBjloSQgghhKiJJl8jI4QQQoimSwIZIYQQQjRaDbqz74lQVZW0tLSAeWSEEEII0bBVnEemulHDFTXZQCYtLY3k5OT6zoYQQgghjkOjntm3LoSFhQE069kVhRB1I3NvAYU5Tjr0q7t5rIQQVSubGbjsOX4sTTaQKWtOktkVhRAn6oM31gLQqn08cW3k74kQp0JNu4VIZ18hhKih/ExHfWdBCHEECWSEEKKGZNYtIRoeCWSEEOIoKs4ZqqkSyQjR0DTZPjJCCFEXfN7yxWFVCWQaNZ/Ph8fjqe9sNHtmsxmj0Vhn5zvpgcxTTz3F//73P7Zt24bNZuPMM8/kmWeeoXPnztUeM3fuXG655ZaAbVarFafTebKzK4QQAXzeCsGLxDGNkqZpZGRkkJ+fX99ZEaUiIyNJSEiok3neTnogs3z5ciZMmED//v3xer089NBDXHDBBWzZsoWQkJBqjwsPD2f79u3+9zKpnRCiPvg8UiPT2JUFMXFxcQQHB8vzpB5pmobD4SArKwuAxMTEEz7nSQ9kFi1aFPB+7ty5xMXFsW7dOs4+++xqj1MUhYSEhJOdPSGEOKqKTUsVgxrROPh8Pn8QExMTU9/ZEYDNZgMgKyuLuLi4E25mOuWdfQsKCgCIjo4+arqioiLatGlDcnIyl19+OZs3bz5qepfLhd1uD/gSQogTVTF48bh99ZgTcTzK+sQEBwfXc05ERWU/j7ros3RKAxlVVZk8eTKDBw/mtNNOqzZd586deeedd/jyyy/58MMPUVWVM888k4MHD1Z7zFNPPUVERIT/S5YnEELUhYo1Ml4JZBotaU5qWOry53FKA5kJEybw999/8/HHHx813aBBgxgzZgy9evXinHPO4X//+x+xsbG8+eab1R4zbdo0CgoK/F+pqal1nX0hRDMUGMhI05IQDc0pC2QmTpzIN998w88//1yjRaAqMpvN9O7dm127dlWbxmq1+pcjkGUJhBB1xeuRGhnROLVt25bZs2fXdzZOupMeyGiaxsSJE/niiy9YunQpKSkptT6Hz+dj06ZNddK7WQghakPzlY9U8kpn32r5fFI2denSSy/lwgsvrHLfihUrUBSFv/766xTnqmE66YHMhAkT+PDDD5k/fz5hYWFkZGSQkZFBSUmJP82YMWOYNm2a//3MmTP58ccf2bNnD+vXr+fGG29k//793HbbbSc7u0IIEUCtMLOv1MhULS+jmLcmLefXT3fWd1aajFtvvZXFixdX2Tf03XffpV+/fvTo0aMectbwnPRA5o033qCgoIChQ4eSmJjo/1qwYIE/zYEDB0hPT/e/z8vL4/bbb6dr165cfPHF2O12fv/9d7p163aysyuEEAECamSkj0yV1ny7D1XV2LhE+ibWlUsuuYTY2Fjmzp0bsL2oqIhPP/2UW2+9lc8//5zu3btjtVpp27Ytzz//fLXn27dvH4qisGHDBv+2/Px8FEVh2bJlACxbtgxFUfjhhx/o3bs3NpuN8847j6ysLL7//nu6du1KeHg4119/PQ5H+QKqqqry1FNPkZKSgs1mo2fPnnz22Wd1WRxHddLnkdFqsMpaWSGWefHFF3nxxRdPUo6EEKLmKk6CJzUyTYOmafUWlJoshhqN2DGZTIwZM4a5c+fy8MMP+4/59NNP8fl8dO3alfPOO4/HHnuMa6+9lt9//50777yTmJgYbr755hPK42OPPcarr75KcHAw11xzDddccw1Wq5X58+dTVFTEFVdcwSuvvMIDDzwA6KOGP/zwQ+bMmUPHjh355ZdfuPHGG4mNjeWcc845obzUhKy1JIQQR1Hxs5hHamSaBK9b5a27l9fLtce/dA5ma80mgBs3bhyzZs1i+fLlDB06FNCbla666ireeustzj//fB599FEAOnXqxJYtW5g1a9YJBzJPPPEEgwcPBvQmrmnTprF7927atWsHwNVXX83PP//MAw88gMvl4j//+Q8//fQTgwYNAqBdu3b8+uuvvPnmm6ckkJHVr4UQ4igqrnjt8zSMGpmdazNZ/8P++s6GOMm6dOnCmWeeyTvvvAPArl27WLFiBbfeeitbt271BxtlBg8ezM6dO/H5Tuz3tGLfm/j4eIKDg/1BTNm2siUGdu3ahcPhYPjw4YSGhvq/3n//fXbv3n1C+agpqZERQoijUCv0kQlYQLIe/fi2PtN5qy5RxLWRqSZqy2QxMP6lk19TUN21a+PWW29l0qRJvPbaa7z77ru0b9/+uGo5DAb9uhW7e1Q3q67ZbPa/VhQl4H3ZNlXVayeLiooA+Pbbb2nZsmVAOqvVWut8Hg8JZIQQ4igq/uFvaItGlhSd+PTuzZGiKDVu3qlv11xzDXfffTfz58/n/fff51//+heKotC1a1d+++23gLS//fYbnTp1qnLtotjYWADS09Pp3bs3QEDH3+PVrVs3rFYrBw4cOCXNSFWRQEYIIY6iYtOS2gDmSqkYWMmk+01faGgo1157LdOmTcNut/v7v9x7773079+ff//731x77bWsXLmSV199lddff73K89hsNs444wyefvppUlJSyMrK4pFHHjnh/IWFhXHfffdxzz33oKoqZ511FgUFBfz222+Eh4czduzYE77GsUgfGSFOEU3VyNxrl5EvjUzFQKbiUOz6olZo3qr/3OhkGaOT69ZbbyUvL48RI0aQlJQEQJ8+ffjkk0/4+OOPOe2005g+fTozZ848akffd955B6/XS9++fZk8eTJPPPFEneTv3//+N48++ihPPfUUXbt25cILL+Tbb789rglwj4ei1WR8dCNkt9uJiIigoKBAlisQDcLGpan8+slOWneP5tJJveo7O6KGtv6extL3twFgCzMzbtaQEz5nbloxbqeXhHYRtT7W7fTy38m/AHDJpJ606R5zwvk5UYvf2cyO1ZkATJhzXj3nJpDT6WTv3r2kpKQQFBRU39kRpY72c6nt81tqZIQ4AbXpM7FpmT5D54HNuScrO+IEeVw+ctOLAX222j0bstEqtCapdVAjo2kaH81cxefPrqO44P/bO+/wKKruj3+3p2ySTe+NEHovCQEEFH6AYgFRAVFQUV8UUIQXFRWxI/KiiCKgIlhQqiIgRXoNAQIhJEASICQhyaZvdrObrXN/fyw72cnupick4X6eJ0925t6ZuXOm3DPnnnOurt7bW09iSaFQqCJDoTSYzORi/PDGcdy4UFin+gIhfdyam6JsFZQllbVXdMCulUn448ME5GWU4fcPErB3zWXkXKtSPGtTXMvkalw5mccN2TYy2Pd9ClKOmRVZvbZqaLFSVX9nXeuhpaZQrJqC9mnXp7QV6JuVQmkge75LhlFnwr7vU+pUny+gjgTNSca5Amz57Bx2fp3U4H3k3ygHAPy1/CK77vr5KkW1NsVh+xeJOPLbNaQcz7XavgA3LhTi2B/pAACNlRWmIb4l1hYZhlpnKBSqyFAoLQWf77jX0muNUJVqW7A17Y/bdywn5YUNt8jURm3OvjqNEQBw7Yy8al2lkVNHXa5nfzdkmMh6GzrMRKFQRYZCaTDCeuahqGlo6df34vHLO6fbnDKjrzTi0qEcVJTd/XbzreRLminfC8MQ5N8or3WIyaCtUl6s59UhDIHeSrExGhqiyHCHrSh1o53GtbRZmvJ6UEWGQmkg9U2oVdPQkvZOYrO89LJGtamlObE5HSe3ZmDHVxdrr9zMWMvX2Iwd/J/LErH61SPQqg1IS5Bj86dnUV7EtQIJRFWvVp6VJU6vM8FkaJxFhWuRaR2dc2sOv7ZkpbWerZly97Fcj+pZgxsCTYhHoTQQkZiP+gxi8B1YZKytBwJR47KNqkq1SDuTj+73BcPZTdygfRBCoCyuhLuPs80svTqNAYQATq7ml8/NpCIAzTucU1esh+6MehNE4ubN3Lr9i0QoCswv41PbMjDyuW5smbX1zTqJnr7SCKPVfE2mBlhkrP1itGoDDv96FR37+SHMQRh2pUoPvdZo93reCwgEAshkMnZuIBcXl3tSDq0FQgg0Gg0KCwshk8nsZiGuL1SRoVDuYNSbIBDx6/SSK8mtgLK45uEUZUklXGUSCATmTs2RRUZvNQwhEDbuBbtrZRLK5Brkpivw2Ny+Do93+ehtRPXzg8zPxab8zI4buLA/G4Mf74i+o8Oqtqs04sd5JwAAM1eNgEDAb1TUTGWFHk6uoibrVKxbYmyBWaotSoz5eCac2pbBLhdkKkEYgvKiSqhKq5x79ZVGrkWmQUNLVdtc2JcFg86Eq6fy7eZv0aoN+GnBSQCAb5gbQjp7Im5CFMdKdC8QEBAAAKwyQ7n7yGQy9ro0FqrIUNoFhJBGdYjlRRr8tugMusQFYOT0brXW373qUo3lt9PK8PdXFxHSxZNVKBw5+1Z3Bm0MZXJz53r7muMhqvi/biDlWC7O783Cf+xMnHdhfzYA4PSf11lF5vimdDYPDmDukJ2l4gYrMlmpJdj9zSX0GB6M4VM6N2gf1bF2xG2IgtAYvxqGIbh6Kp+z7sTWDFw+cpuzrqJMx/GLaYiPTPaVqnBwg842S/Tta6W4fqEIgydEIeHvm+z6omwVirJVCO/pDUWBBiW5atw3KfqesE7weDwEBgbCz8/P4USJlJZDJBI1iSXGAlVkKE1CYxWJxqBW6LB1yTl0ig1A7CMdOP4JdeXSwRwAwLV4eZ0UmYpSbiIzk4HhHDflmDn81lqh4AushhsYwio2jXX+rC/51xXmY9npBO3BMISjxADmMGRthYHj9GrUm5BztRTBnT0hdqr51XJmxw0AZjk1lSLDaYuh/tNAmBoxj5K2wlYZra7EAEDSwWzOPVFfH5mMcwW4+G+23TLLM/j3iiQAQKpVCLg1Bp0JRzemAQA69PVFSGfPerWhLSMQCJq0A6W0Dqizbzvlwr9ZSEuQ116xCUg9kYt180+gIFPZIserTtLBbKjL9bj4bzZ+ez8elRX62jeyghACVZlthlXCkDpnXi3OrUBhVtX52xtG4jijWs23lJVSwv5uiSiU+vrh2JsbymRgOEMpAHBq23XsWX2ZTeff0lhbhxoytNQQK44F6+HBmqhuKTPqGWScL0CFvfvPTlTHpcM5DvdtCf2ujX9WJbO/rS02TQWNDqK0NFSRaYcU3FIi/s8bOLj+Sou8VI5uTINOY8Shn680+7HsYbLqwCrKdLiRaDsOThjiUBbn99zCreRim/WHf7uGDW+dYh1aralufNr2+XlsXXIexbdVAOz7ulgrMpcO5bBDGWkJBVXn0gIWGZG46rEvvl1Ra317bTIaGORc5U61YEkCV5dMx81xW1pbZAx1mJgz77oCf3yUgIMbrkCvNdbq81QTDZ0I9OK/Wfj3x1T8uSyRs95kYPD7BwnYszqZs74mi11DpjuQ3yy3ibhqEFa3e0OH6NTlOlw9nUcnVaXUG6rItGEIIdi75jJ2fHWR8/IozavqnOyNoTcXdytdenWlQq3kWmRMRgZ/fHwWu7+179dydlem3fXXTpt9HvauuWzzcnbkLGlJhGYdoVSUo0LxbRVHkTq7KxPXzpj3r1NXjdm3xNCSdURNXZQOe20yGRhOHp2GDOc1NdY+MoZK7n1fJlfjxJZ0Tmf/1/8uoDRPjbQzcpzdnYktn51r8LEtUw1IPSX12s5iiameP6goRwVFgQaZl4pZp2JFgQYlNSiemvL6WSItVKoatp0jSANv4b+/uojDv1zDuX/sP48UiiPu/tunncPUYAloLCYDg5tJRchNK+N8VVnP32LJT9KesQkRVnNN7EXZKpTlq5GdWtrgr8XqDrmOFBn1nY5JYOUPs+XTc9j8yTkYtNzONe+6OR0+Jy9ICygyzu5VYdmusto7XrtDS0aGk0fHWSoC38oKpVXXct81wSOhVug419PaIqOr5B5/x1cXkXz4Ng78lGp3XwU3yxvfIABSz8bPrkwI4Vis/vyf2Vrzz3fJDrYwk3W5pMZyR9R6razalbjPvvXS+noydxpv1JvqNVRqcVS/mWRn/xRKDVBFphnRqg34+e1TOLThao31lMWVnFwT1mSllKAkz/5XmLW1xfqFYd3xaJRN+7VVE5Z3mcnEODyf5qC6Jaj6i5lwnEAb1q7qPheOFBmdxnxsvp2hpeo+DBZn28YmSKsv1i3TVxqxbel5HN3o2K/Fnr+J0cBw1puMDGcywz8+SmB/E4bg2pl8TrhyY5X77Csl2PD2KRxYXzWcaX3PadVGnNqWgYzz5mE7i7UiN01hd3+GJgrX9o90R+8HQhu8fcEtJdbOOYbDv1S9MypVBhgNJo787FGUo3JYFhQtQ8wjkXbLMs4VIP1s7f50t9PKcGbHTY5CpS7X4dLhHM67iDAEJpN5aGzzJ2fr/fFAJ1el1Bd6xzQjGecKoFHqa3S6zU4twa/vxWP/D7ZfisW3Vdj97SVs+uis3W2tZ9Etyq56iVl3MJmXuF83aWfysXHxGXZyvKaGYQg2f3wWWz471+g08cqSSmScL6g1HXz1r29ddUXGqtO0N9RWXemQZ5bbtN2g4yohjtJw5Fwtw9XTeRDYcfatbtXJTS8DIYSThba61aYxmAyM3Ugc6+PdSi5GQaYSqSfyHCoXjoaWrBXm6rM4a8r1rJUwLUGOQxuuYuPiMw06D2u0FQbcuFiIc7tvATA/YxasFdpr8flIOpiDf3+0b4GpTl38REY917XWOpUqPYY+FV2nY1bHaDDh3D+ZMBkZG6WlKLt2X6banH37/F+Y3fXpZwtw4Kcrtc4ariqpGv7Sqg3Qqg3mzM5bMjjvGcZEoCrRQlWqRZlcU6PvjtFgwoH1qUg/V/WOLMmtaNEPoeaEEIJKlZ46QDczVJFpAHXtoK1vXkc3siUKwZ5DaU3j4QC3Uz7081V22brjKbjFVVgObrgKRYEGqSfsh2Y2FrVChzK5OUdFXaMoHPHHR2fx74+pyKjla1F/5zhR/XzNbajmK2D9tW1PkameAXb70kTcuMi9HtW3q8kn5PAv11B8W+2wnRYqVQazAmp1a2g1js38Bp0JRTlcXxuj3oQbFws5IdwWNn1yFr++G2/j+GptAbIuUxbb78jO7baNbDFVs8jY47dF8bhxsdDGKbgx/PPdJexbmwK5naEgrp+Yrfxrwl4outDKKVrkJIDIKqT8/me7ILK3Dzr08eVs0ym2bgm+Bo6LsFm3ds4xh8NDFWVauLjXnKm5JLeCo9hZI3YWcu7zroMD0WNYMKdObcPQ1s/zhrdPYd38E7hxwfa9RQjhDO/WpCSmnshDekIBDqzjBgrcTmtbU3U44vyeW/hpwUnE/3kDhBBcTyzErct06KypoYpMPSkv0mDdf0/gzN83aq1rrbuc33PLbh2Ji+N5JqyHL+zlxfjnO67zquXlbf2lXJxT9XVj/ZXjqNNyhMnI1O4USAink6ypU67axLFSaOlcctMVNe7D8oL1DpYCuJN11+rr0trKYU+RsWfKvniAm6vDoDOBMAQH119B/I4btc6zpCiw7Uh1duRRPWS9ps5k1zdJ2PLpOU649unt17FvbQoObjB3BGLnqs5WUaCBWqHjTB9gMjGcr2drBWj7sgvQa42cfei1RuRcte1UTm3PqJNvxb61KZz5gI5vTseRjdfqHbVkUVLkN21D/DVKPbRqg0PLXUO+hse92gsvrRgOv3A3AEB4d2+OXDr08cVDr/TCkCc6suuGPNERYd28AAC9R5qHl3xCpeg4wA9xE6Iw5qUeeHBmT4x5qQf6jLJvHXHE6e3XHQ4TW78n/l1n3wLl5Gpuu8Unqv+D4ZB6cf2j7CnD1lRaHb8mXy6D1sR5V9SkyGgcWGvqq4i2VpLu5Ke6eCAbv74bj/0/pOCfVcmNGkI2TxNCLTzW0IR49eTs7kzoNEYk7s3CoMeiaqxrbeo+uysTA8fZjlE7uVRdgjK5GgWZSnSKDQCfz+NYVs7vucUer6JMiy2fnbMx55fJ1fCPdOcoMjqNEatnHcWM5fdx2lNfp9K9ay8j63IJpn40yG5aewvWioKlc3GU0XbXyiRkXylFv7HhiBvPlaV1+yzz+jjCMmTjEyJl1yUfvo2hT0bbtKlMrkbqiVx4B7kisKMM3sFSzpe3hcJb3A7z8tHbcJKK2GFCiUvNj469bL16O8NGxzelc5atlYPb10qRdDAHI6Z2htTTCfl3nIOvnMxDYJQHSvM1uHwn8Z5FOfHwdeYMMwJcBaq6U6t1yHGlUo89q5PhLBWxndoPc4/bPb/6hCqbrJRwe0niirJV8A1zQ1ZKCXLTyxD7WAcIBHzIM8uhLKqEycjg6MY0PDyrt939//z2KbjIxA7vy4zzBRBKBByrS23+JhG9fAAA42b1xtXTeeg6OAgSVyEGPBQB/0h39p509ahSBrrfF8w6nseNj0JIZ08EdZI5TA4Y0MEDqlIt1ArHQy+Wdlvnmbn/mS5QFlcicV8WALN10J5F6ZmP4/DbongAYOdhmrI4FtoKPTx8XWwck09syYBfuBs6Dwq0myRPV8dcOXvXXkZxTpU1uSHh3dXfbRYu/JuFrMslGDerF0euGqUeNy8WIjomABJnx8+mycDg1uVihHTxrPEjsqmwvi7WkWnqch3cvZ3rvb/c9DLs+NI8QevoF7sjeoA/p1xRqIGzm7hGGVSHYQgKbynhG+oGgYjPukN4Brgg9XguBk/sCM8A13q3tSWhikw9ceRYat3ZKgo1kDgL7X7hMAwBMRH2hsm2Mrv//kGVg2SHPr448muVA2bi3iz0fzACIrEAp7Zft/ugV5RpYdCbkHHeNqR23fwTnOWanID1WiP4fB6EYgGuxefD2U3MmryTj9zGsEmdAACZl4pwxiqhFiHcxGBHf7sGVakOT70zABf+zUZ2SgmeXDiQNZFbUq1f2Jdlo8hYW1SqD+MQhiB+xw1o1QYMn9KZtchYR+Bwhk+s/Fs4PhM8YPpngzkZdx1x40IRgjtVvdxrGzarHjlVV/Kvl6MkrwLeQVI2Q+vPC09j9Ivd2Tp8Pg9/3gkdro493wLLPZp/XYG/ltc8S7UjZ9ia6BTjj/Sz5iGNsS/3wL7vUzjlt2qJptny2TnMWH4fGx6fnVpq109k58oku9szDEFFqc7hy7v6sEV2agl2OQjFB4CHXu3F/nZxF6P/2Ah2OfbRDpy6AhEfUz8aBB6Px7HSCUR8VhlyxOP/7QeGEJTcrsDWJeft1hk2KdomwaB3iBTdhgbhanw+NOV6dOzni2vxtsOvUk8Jnv4gFoVZKnTs7wcAkDgLWTlZ38+A2QpSmqfGtXg5xr7cA64yCeL/uoF+Y8MR3t27VouNBWslBgBuXy3F7S6eyE1XYOC4iDo9b5cO5eDC/iz0HxuO4C6eSE+Qw8PXBQk7ze+bM3/fxLBJnZCbXoYyuQbXzxcgN12BY3+kY8xLPdChr6/dD6jze2/h/J5biOjlg3FW17m5EIj5YOx8wKjLGqbIHPs9jf3974+p6NjPj7XIKQo02Lj4DGT+Lpj64SDOdgWZShgNJptrDpgTisb/aR5hmPntCBz4KZWTuFFVpsPk92LY5ZLcCty4UAifEDd06Otrs7+7AVVkGoHJyGDDW6fA4wEvrRgGvoAPtUKHje/bOjVaIoS3Lz2PwiwV/MLdUJhlP8ogN70Muem25vzvXzuGSe/F4Ho1RcUnVIrinAok7MxEws6qHAzewVKU5Nr3s6ko02HXyiSMm90bmnId+3VmMjDYuPiMw5wUl4/chm+oFF0HB2HP6sucMlWJlv1aAICSXHNH+9uiKnmsf/MkJr03EB7Vvp73rE5mx+x9Qt04X/y6SiOuxedDKBZArdBB7Cxg07Rbz2/j4i7GsMmdcHxTOlKO54Iv4GHoU9EOv+5AzEqCNdED/OwqgoCt9aS5sOfcba2AVfffsXDpcI7dXD771qagU4w/Mq3CZnsMD0ZBptLGeuMIoYiPCf/th7wMBU5tu84p6zkihFVkqvuM1JVDP1dF6Ti6ZwHA3cfJoTXIcr/VeqxfrtoN/47s7YO4CVH1/vqsyUJZEzw+DwLw4Bfu7rBOl7hAJPx9k/X7CuniCZ87Q6gTF/TH9cRC9BgWbFeR4Qt48AxwdXg+Uk8JZn4zAhf+zbLJpWStjOZlKND/wfAGD/cUZqlYpTzlWC6eencgbl4sQv51hUO/H8vQS+K+LNbyZM3lI7eRdbnY7r2w/4cUeAe74sm3B9p8BF06ZB7qsRtCDrPF1qhnQAip8brUFaGIb9eB/9T26+gSF4icK6UY9Xw3jhIszyyHm6cTXGUSZF4qgrpcj+5Dg1BZYbAZGi8vqoTM33z/3bhofm8pCjQgDGEVHHlmObYvNYfwPzizJ+cZ1VcaWSUGMFt7q2efLrldgVUzD8PJVYSBD0fixOaq9+Bjc/sgpItXg2TTlFBFphH8tfwC+8DF77iJIRM7OkzT7xUshcnEsMqLIyUGgN2XkoXNn9h2cj1HhHCsNxaknpIaO4XsK6XY810yslJK8Mic3gjr7g1lSWWtibUO/3INgVGyGuvUxOZPzuHpD2I56zIvFdtEWFmwNxxRHWc3EVxlEoR2q3qoko/cRkZiIbyD6tYxxTwSiQEPRaCywlDjpIvWTF8y2EYZqo3eo0IR2MHDxnLRY3gwO0dTQzi5JcNhmUXRsOAdLEVIF0/sW5viYAsuRgMDv3DzkIq1IuMX4Q7/SHf0GxsOT38X8Pg8jJjamZ3Lp6446liq05jsuxaq39+Pvt4H8pvl6Dc6/K4l9usyKIBNpmgh9rEO4PF48ApyZRUZ6xnN3X2c0W9MOADYyLzniJA6zX0mEPExcFwkCjKVHN+r6iTutVUmLEhchJiyOBapJ/JwbnfNyey0agP2rE62sdo0hJruhZJcNdbMOYqw7t6I6ueLrnGB4PF5nOzaeRkK+Ee4g2EIRBIBp8Pn83mY/vmQWh2srycWQuolgapEi4pSHTLOF2D4lM7wj3SHsqTS4UdUQaaS7Su2LT0Po96EoU91grbCwIbe+4RKzZm3CdcSY03O1VK4eIihrTBwrMBnd2ciopcPpJ4S9pwAc3LP6AF+0GtNuP+ZLjbTjNT0sWaJUrNmz5rLeOnLYXd9NnUeaadeQ0qlEh4eHigvL4e7e+M1awt7117GTQdfxCOnd4W6XIczO2yjPAQiPqa8H8OxTjQFHQf4YfiUzjZDR4B5DLWu4acAMG5WL5QXVuLkVscdYmtF6iXB9M+GAABK8iochqzXxPQlgyH1dALDEFw5mYfriQVw83KqUbGcteYBZJwvsCvnDn18YTQwyE0rYxVedx8nPPvJYABmx0zrKJNZax5AmVzNGWJsLqZ9NhhuXk7ITi1BUY4Klw7lOLZcWbWPMTH446OzMOpNuG9SJ4T38LbrLJ1/o5yTdl/iIoROY0RUX1+ORWnMSz2w/4e6KVP2kHpK7M5TVFf6jg7D4Mc71l6xmWEYYnam5ZmTKTpJq4aqc66W4t8fUxEd488O69rj6MZrSD2RBwCYuWoEJyljbaQlyHFwfd2mGBGK+Xj8v/1xYX8WricWYuC4CMQ80gEFt5TY9nnVEFmnGH9zMkp5zf5I1ngGurL3ZVMT3EnmMHCg9wOhKLhVznEmf2ROb7h4iJGwMxMd+pgj1DRKPXh8HghDcGJLBnKu2EbkCYR8DHgonGMdb89M/XAQaxVqKurbf7eYIrNq1SosW7YMcrkcvXv3xjfffIOYmBiH9bdu3YpFixbh1q1biI6OxtKlS/HQQw/V+XjNpcgUZilx4KcrtToLWhg0vgNSjufazJZcH7oNCcQVqyEUwJx4K7yHN/qMCoNIIkBehgI7vryAvmPCEdXXFwIRH95BUqQcz0Xy4RzOy+T5L4bi+KY0u6GTduGhXplYazL/NyVB0TLkZSgA2JpMAWDTxwmc4Yaew4NZ59jqBHeSYfy8fnbLjm9OR+qJXAiEXDNxVF9fjP1PTwDmsPO9ay+zX1kd+/vhvkmd4OIuBmNi8Ms7p6Eu1yN6oD9GzzD7uzAMQca5Ahxcf4W1iAFwqBgBQP+x4Ug9kYcn3u6PzEvFcPNyQoe+vkg6mIPT26ssJSInAQxak91rYU9WWrUBGqUezm4iHPn1Gjr294PUywkVpVok7LyJkc91Q1BHmbndJgaEqX1aAm2FAZnJxYjq5wtCzPP6BEXL8P1rxwAAXkGumLwoBuf33HI4TYQjBjwUAaOBQeyjkTDqGVaR5wt46DTQH/k3y/Ho6304w51SLwnnOZy8KIaNdGsPFGWrsPXz8+g3OgyDxtcciFAdQghuJRfDL8Idrh4SXDqU4/CD5oX/DYWzVAyDzoT8GwoEd/KEQMiH0WDC2jnma+vm7YRpnw6GychgzeyjtR7fw9cZ5UWVeGBaF0T29kXBLSVCunhCW2FAdmop+Hxz6gjAPIQ8+PEodtmaV1ffj0MbrjbJhLkCIb/JElR26Ovr8AO4IfT9vzCbyMqmJKqfH0xGBkHRMoidBKy1TyDk4/EF/eAZ6Iodyy+gMEuFMS/1YH2wmopWqchs3rwZ06ZNw5o1axAbG4sVK1Zg69atSEtLg5+frQBOnz6NYcOGYcmSJXj44Yfx+++/Y+nSpbhw4QJ69OhRp2M2lyIDmB1Rt352vtbw08nvx8A7SIrjm9NrHR7pPzYcUk8Jjv1hZbrjARPm9YNvmBu2L0tEye0KdOjjC68gV8Q8HGljztNVGiF2EtiYlM1JmcwJrFzcxXByFaEktwKbPq7ZajFhfl/oNEYEd/KESCLAyW0ZuJlUxHYG7j5O6H5fMCoUOsQ8HIni2xXQVhgQ1c8Xvy2Kt+lABz4ciV73h+D4pnRknCuASCJASBdPiJwE6D8mAs5uIqhKtbiwPxs3LhSi+7BgSD0lnBl6Azt6sNE7z34SBwAQigV2TcAmE4Pd31yCXmtCZC9v9H8wAmX5GpQXaaBR6pGZXAyFXIMxL/eAh6+zw+gSwhDoKo2sQ3dRtgpiZyE8fLnOehbTtLWCY0GvNSL9bAHCe3jDzav2NPaEIbh9rQwalZ79UnaVSfDc50Mcb0MI/lyWiLICDSa/F4OinAqEdfOCQMiHolCDPasvI7yHN4ZMvLsWiIoyHQghkMok5q9bQrBn9WUoCjSImxCFa/H55hD6Yi08/JzhH+GOiF4+SNh5E8qiSgx9qhN63R/C2adaoUPx7Qp4+Dnb+KxkpZZAVaJF/g0F0u9M0Cn1kuCZD+NaxRxRTYnJwIAv5NVpWKnG/ZgYXNiXBbGTEP6R7tj+hdm6Fj3AD6NfdPwOLspR4fr5QvR6IISN6CrNU+PghitgGIIugwJsfKyEYj6mfzYEypJK+Ia5OWz7rcvFyE1XYNBjHSAQ8s2+c6fz4ebthNtpZRj4UASc3czvAX2lEX98lNAoa11TEdDBHRPfHIDCLCUyzhVA6uUEoYiPk1sz7OZi8g6WokyuZv3deHweHnqlJ0rz1NCo9Og6OBBega5soklr4h6Pgm+YG05tvc66FQR3kqHv6HDE77jhMDfZ6Be7QyDg43ZaGQY8FGH3faqvNIIQwkZ7Jey8idI8NXqOCG5yP5lWqcjExsZi4MCB+PbbbwEADMMgNDQUc+bMwdtvv21Tf9KkSVCr1di9eze7btCgQejTpw/WrFlTp2M2pyIDmEN61eU6uPs4w6g34cL+LCQdzIHJwKDr4EDEPtaBfZArK/Q4tfU6GIaAMTHoOiQILu5ilOWr4RPqhqJsFaIH+oPHM+cbcHIRIbKPDyrKdPANdWvytltIS5BDVaJF3zFhKMvX4NqZfFQq9fCLcEdUXz+HE+AVZauQf6Mc3YcGOewIyos0yL9ejs6DzAnCCm4p4RMihVBU5dTGmBiHEQw6jQFiJyF4fB4MehOunspHVF9fuMok0Fcaodea6j1BX0ugKtXCxU3cpB2kQW9C4t5biOrrB9+wmu8Hk4ExD0+08TTvukoj0s7I0SUuwKGCWV/K5Gps+vgsOg30x/CpnTn3IqVmtBUGqMq0jX4fEYYg9UQurl8oQu8HQuAX4Q6RRNBk19gaS9qBklw1Uo7nouvgQIR29QIhBAWZSsj8XVhlYe+ay1CVVEIgFqD/2HBcPZXPJl3kC3mc6TcsiJwEcHIVQVWihUDEx9iXe9yZ7qFquNgz0BXjXu1l89EDmPuF3xadgdRTghFTu+DklnQMfaoTAqM8QBiCMrkGB9anonNsgMO8Q6pSLQqzlPANc4OyqBLBnT1rVGLzMhQwGRkEdPCAXmtEbnoZPP1da32vtDStTpHR6/VwcXHBtm3bMH78eHb99OnToVAo8Pfff9tsExYWhnnz5mHu3LnsusWLF2PHjh24dMl+2KROp4NOV6V9K5VKhIaGNpsiYw+TgUHOtVIEdZRxkmdRKJTWgSOrJYVSnfKiSty4WIje94dCIOJDrzVCJBGAMRLOh4pRb4Jea+JYMYwGExgTqVVBU5frIBTxWySnTVuivopMs/e2xcXFMJlM8PfnJu7x9/fHtWv2J6qTy+V268vljsc9lyxZgg8//NBmvVJpP4qoufAKF0Nr0EDb/iedplDaJDr6bFLqAE8CdBzkCXVlBXAnrZXWEvBmJ8efUmnrF6itOQAU4AEmI6BT1j9pYHvG0m/X1c7SbswGCxcuxLx589jl3NxcdOvWDaGhDZ+JlkKhUCgUyt1BpVLBw8Oj1nrNrsj4+PhAIBCgoICbx6KgoAABAfYnWAsICKhXfQCQSCSQSKp8JqRSKXJycuDm5th5rCFYhqxycnJabMiqNULlQGVggcqBygCgMrBA5dB4GRBCoFKpEBQUVKf6za7IiMVi9O/fH4cOHWJ9ZBiGwaFDhzB79my728TFxeHQoUMcH5kDBw4gLi6uzsfl8/kICQmpvWIDcXd3v2dvUmuoHKgMLFA5UBkAVAYWqBwaJ4O6WGIstMjQ0rx58zB9+nQMGDAAMTExWLFiBdRqNZ5//nkAwLRp0xAcHIwlS5YAAF5//XUMHz4cy5cvx7hx47Bp0yacP38e33//fUs0l0KhUCgUShuhRRSZSZMmoaioCO+//z7kcjn69OmDffv2sQ692dnZ4POrvMAHDx6M33//He+99x7eeecdREdHY8eOHXXOIUOhUCgUCuXeoMWcfWfPnu1wKOno0aM265588kk8+eSTzdyq+iORSLB48WKOP869CJUDlYEFKgcqA4DKwAKVQ8vLoN3OtUShUCgUCqX907bTf1IoFAqFQrmnoYoMhUKhUCiUNku7SYhXHYZhkJeX1+R5ZCgUCoVCoTQf1nlkrAOBHNFuFZm8vDya1ZdCoVAolDZKTk5OnfLBtVtFxs3NPJvnvZxdkUKhUCitA4NOC4FQBL6AzrpeG5bMwJZ+vDbarSJjGU6i2RUpFAqFcjcpvHUTv709Fy4yGZ757CtIvbzvdpPaBHV1C6HOvhQKhUKhNBMmowG/vvUaCGGgLivFjcSEOm+799vl2PrxOzAZjc3YwrYPVWQoFAqFQmkm1AoFZ1lRIAcAaJTl0FdqHG7HMCZcOXEE2SnJuH0lpTmb2OahigyFQqFQKM1EpbKcs6wsLICqtBjr5/4H3zz3FP5ZuQyFt27abKevrGR/Kwrym6QtmnIFdn25BLeSEptkf62FdusjU1dMJhMMBsPdbgalnohEIgio0xyFQmnlaKopMlp1BVIOH4BWXQEAuHbqGHg8Hh6a819OPb2mylpTkpuNirJSSD29GtWWU1t+Q3rCKaQnnML8zbsbta/WxD2ryBBCIJfLoahm9qO0HWQyGQICAmieIAqF0mpRlRRzlnUaDXLTrnDWpcWf4CgyJbdzsH/NCnb54t5duLh3F55c9BnCevRqUDvO7/4LyQf3NWjb1k69FZnjx49j2bJlSExMRH5+Pv766y+MHz+eLSeEYPHixfjhhx+gUCgwZMgQrF69GtHR0Wyd0tJSzJkzB7t27QKfz8fEiRPx9ddfQyqVsnWSk5Mxa9YsnDt3Dr6+vpgzZw7efPPNxp2tFRYlxs/PDy4uLrQzbEMQQqDRaFBYWAgACAwMvMstolAoFPsU3MgAAAR26oL89GsouJlhU4cxmbBp8Vt4cNYb8PALwLHf1iE/I82m3pk/NzVIkTHq9Tj220+cdRWlJe0meqreioxarUbv3r3xwgsv4PHHH7cp/+KLL7By5Ur8/PPPiIyMxKJFizBmzBhcuXIFTk5OAICpU6ciPz8fBw4cgMFgwPPPP4+XX34Zv//+OwBzDPno0aMxatQorFmzBpcvX8YLL7wAmUyGl19+uZGnbB5Osigx3t7t40Leazg7OwMACgsL4efnR4eZKBRKqyT/ulkhiejVF/np19j13iFh8IvogKsnjwIAcq+l4vjGDXh47lsOnXtzUpPBMCbw+fV736kVpUC1+aH//PwDTPvim3rtp7VSb2ffBx98EJ988gkmTJhgU0YIwYoVK/Dee+/hscceQ69evfDLL78gLy8PO3bsAABcvXoV+/btw48//ojY2FgMHToU33zzDTZt2oS8vDwAwMaNG6HX6/HTTz+he/fumDx5Ml577TV8+eWXjTvbO1h8YlxcXJpkf5S7g+X6UR8nCoXSGrm4bxeKsjIBAGE9enPKAqI64aE5/0XnuPvYdelnTqJSWQ6DTgsACOnaw2afWclJ9W5HQeYNAIC7rx88A4MAAEVZmVg+6WH8MPsFGLTaeu+zNdGkUUuZmZmQy+UYNWoUu87DwwOxsbGIj48HAMTHx0Mmk2HAgAFsnVGjRoHP5yMhIYGtM2zYMIjFYrbOmDFjkJaWhrKyMrvH1ul0UCqVnL/aoMNJbRt6/SgUSmvm+rl49ndAx86QuLiyy4HRnQAArtUceNPiTwAApF7emPTB5xgx7SVO+b7vvqpXG0xGA/asXAYAcPP2xaQPlnLKlUWF+P7V56DXVtrbvE3QpIqMXG6Oj/f39+es9/f3Z8vkcjn8/Pw45UKhEF5eXpw69vZhfYzqLFmyBB4eHuwfnWeJQqFQKHcTncasHIye+RqEIhFmrPwBT7z3CYZMehY9HxgDABj0+CRE9O7HbnN4/VoAgIefuc/rP+4xzN+8G4/MWwjAHEJdPRKqJm6cT2AT6vV/eDxcZZ42dbTqCmSnJINUG35qK7SbPDILFy5EeXk5+5eTk3O3m9Rq+OCDD9CnTx+Hy021XwqFQqFUYUl45+lvHs5xdnNHeM8+GPT4JHbOJWc3d0x85yP0e/BRzrbuvtyP+eiYwezvU5t/RWZSIhjGBLWiDIRhHLahvLDAvH3sYEQPjAMA9HvoMZt6104dw3cvPo30Myfre5p3nSZVZAICAgAABQUFnPUFBQVsWUBAABttYsFoNKK0tJRTx94+rI9RHYlEws6r1N7nV4qPj4dAIMC4ceMatP1///tfHDp0qNZ627dvx4gRI+Dh4QGpVIpevXrho48+QmlpaYOOS6FQKPcSllwxTlYRuY6IGf8kZ9likbHA4/HQod9AAEDywX34c8lifDXlMaz5z7P4csqj+Gvph6xvjTXK4iIAgCwgiF03YtqLeO2XbZi/eTc6Dx4GAEg7fRzaChV2ffV5Pc6wddCkikxkZCQCAgI4naRSqURCQgLi4syaYFxcHBQKBRITqzILHj58GAzDIDY2lq1z/PhxjhPngQMH0LlzZ3h62prF7jXWrVuHOXPm4Pjx46yDdH2QSqW1Rmu9++67mDRpEgYOHIi9e/ciJSUFy5cvx6VLl/Drr782tOkUCuUegTGZwDAm82/GhNK82+zyvYC2ooLN6uskrX0WZ1eZJ4ZOmc4uewYG29QZ9Phkh9vfvHAOWclJYBgTa6EhhCAz6TwAwMtqfzweDyKJOYrYybV2Jau1U29FpqKiAklJSUhKSgJgdvBNSkpCdnY2eDwe5s6di08++QQ7d+7E5cuXMW3aNAQFBbG5Zrp27YqxY8fipZdewtmzZ3Hq1CnMnj0bkydPRlCQWWN8+umnIRaLMWPGDKSmpmLz5s34+uuvMW/evCY78bZKRUUFNm/ejFdeeQXjxo3Dhg0bbOp8/vnn8Pf3h5ubG2bMmAFtNY/02oaEzp49i88++wzLly/HsmXLMHjwYEREROD//u//sH37dkyfPt3udgzD4KOPPkJISAgkEgn69OmDffuqEjDp9XrMnj0bgYGBcHJyQnh4OJYsWcKWKxQKvPjii/D19YW7uzseeOABXLp0qX4ColAodx2T0YgN81/FbwvfAGMyYd+qr7D+jZn4/pXn8Pf/PsGlA3vafKRMTRi0Wvww+wUAgE9ouI1DryNixz+JgKhoOLu5c/xmLARGd7ar4FhIiz+Br6Y8hi+ffgyFt26iKCsT5QVyCIRCTnSUNdWtRRJX1zbnK1PvPDLnz5/H/fffzy5blIvp06djw4YNePPNN6FWq/Hyyy9DoVBg6NCh2LdvH5tDBjCHV8+ePRsjR45kE+KtXLmSLffw8MC///6LWbNmoX///vDx8cH777/fJDlk7EEIgVGna5Z914ZQIqlX9M2WLVvQpUsXdO7cGc888wzmzp2LhQsXsvvYsmULPvjgA6xatQpDhw7Fr7/+ipUrV6JDhw51PsbGjRshlUrx6quv2i2XyWR213/99ddYvnw51q5di759++Knn37Co48+itTUVERHR2PlypXYuXMntmzZgrCwMOTk5HB8mZ588kk4Oztj79698PDwwNq1azFy5Eikp6fDy6txqbkpFErLUZZ3G2X5uQCAr56u8sdQK8pw/dwZXD93BrnXrtik5W8vpB47xPrHdBk6ol7v+EkfLAXDmCB2crZbHtG7HyvboVOm4+QfP7Nl104dM/8gBL++9Rq73j+qE0RWfbA1gdGdOcs6tRqFmTfg36Fjndt8t6m3IjNixIgatTUej4ePPvoIH330kcM6Xl5ebPI7R/Tq1QsnTpyob/MahFGnw8rpT7TIsarz2s/bHN5g9li3bh2eeeYZAMDYsWNRXl6OY8eOYcSIEQCAFStWYMaMGZgxYwYA4JNPPsHBgwdtrDI1kZGRgQ4dOkAkEtX9RAD873//w1tvvYXJk83mz6VLl+LIkSNYsWIFVq1ahezsbERHR2Po0KHg8XgIDw9ntz158iTOnj2LwsJCSCQSdn87duzAtm3bmk2JpVAoTU/1tPz2uHryKPqPG9+mOsy6QAjBlZNHAAACoRB9RtfPl1FolXbEHoyVY2/MY0/A3dsHV08eRWYNE0EGd+nmsCyqfyxe+WEjCm9ex9Ff16HkdjYUBfI2dV3aTdTSvUBaWhrOnj2LKVOmADCHrU+aNAnr1q1j61y9epX1NbJg8U+qKw0xKyqVSuTl5WHIkCGc9UOGDMHVq1cBAM899xySkpLQuXNnvPbaa/j333/ZepcuXUJFRQW8vb0hlUrZv8zMTNy4caPe7aFQKHcPRSE3TYZPaLjder8tnIvca1fslrUVCCFIOXoQmRfPo+DmdXw5+RFzBl8eD9P/twqSJk682mvkGDi5ueOB5/8DHo+Hrvfdj8cXfggXD5nDbYI7O1ZkAMDF3QMRffqzQ2CH169pyiY3O/fspJHWCCUSvPbztrt27Lqybt06GI1G1pcIMD9EEokE3377LTw8PJqkTZ06dcLJkydhMBjqbZWpiX79+iEzMxN79+7FwYMH8dRTT2HUqFHYtm0bKioqEBgYiKNHj9ps52goi0KhtE7KC6oUmZe+/QluPr449us6JP6zA9ExgyF2cUHq0YMAgB3LPsaMlT/Uyem0KPsWJM4ucPf1q7Vuc2I0GCAQCFB8OxtFt25i/+oVNnXun/5Sjf4sDcUvogNm/Wg7oqEpV7C/Ow8ehrTTx9nloM5d67RvgVDI7uv01o0YNHEydBoN9q36Es5u7hgz83Xw+K3P/kEVGdzx4K7H8M7dwGg04pdffsHy5csxevRoTtn48ePxxx9/YObMmejatSsSEhIwbdo0tvzMmTP1OtbTTz+NlStX4rvvvsPrr79uU65QKGyUC3d3dwQFBeHUqVMYPnw4u/7UqVOIiYnh1Js0aRImTZqEJ554AmPHjkVpaSn69esHuVwOoVCIiIiIerWXQqG0Liw+HPc/9x9W6bjv6enwj4pGVL+BEDu7YOCjE7Fh3ivQVqhw9OcfMfbVuTXus6KsFL8smA0A6Dp0BKRe3ug16kHI/O2n5GgOSvNy8e/ar2u1Ig1+cqpNXpjmJrxXX2QlX4RveCQefv1NRPUbiD3fLgcAONchagoAhk6ehsyL5iin+G1/QCRxwtmd26FVmTPlD3h4AnzCIgAAxTlZ4AsE8AoKafqTqSdUkWkj7N69G2VlZZgxY4aN5WXixIlYt24dZs6ciddffx3PPfccBgwYgCFDhmDjxo1ITU2tl7NvbGws3nzzTcyfPx+5ubmYMGECgoKCcP36daxZswZDhw61q+AsWLAAixcvRlRUFPr06YP169cjKSkJGzduBAB8+eWXCAwMRN++fcHn87F161YEBARAJpNh1KhRiIuLw/jx4/HFF1+gU6dOyMvLwz///IMJEyZwprSgUCitF/n1dNy8cA4AEGTlSCoQitB1SNVHjndwKMJ69EJ2SjJSjx2Es7s7hj/zAgjDQKMst8lAW3TrJvvbMtFi8qF9eG75akjrGBVUFzTKcty+moKbiWdRcjsbvUePQ+dBQ3Hmz004+7djy/2Uj5dBFhAEF/emsYzXlwdnzUPiPzvQf9x4AGYnY4Neh8DoLnXeh18Et584vnE9Z/nnBbPx5KLP4Ozujl8WzAZfIMCj899BVH+uO0NLQxWZNsK6deswatQou8NHEydOxBdffIHk5GRMmjQJN27cwJtvvgmtVouJEyfilVdewf79++t1vKVLl6J///5YtWoV1qxZA4ZhEBUVhSeeeMJh+PVrr72G8vJyzJ8/H4WFhejWrRt27tyJ6OhoAICbmxu++OILZGRkQCAQYODAgdizZw/4d0yVe/bswbvvvovnn38eRUVFCAgIwLBhw2ymq6BQKK0Lk9GI+G1/oEO/AUjcvQOAeZJE/6joGrcjTJU/3vldfyKkaw/s+MIcKOLs7oFX1v4KHp+PjITTOGTHb0OnVmPtzGl48Zsf4eFXN8tMeaEchVmZiOwzAAadFlqVkh0CMhmN+G3hXKjuJJEDAPnqFZyhI75ACImLCzr0i0F5oRzK4kI8PPctBHbsXP1QLYqrzBPDpj7PLvN4PPQaObbe+xn85FSc3rrRYfnWj99hfzOm1pEXiEfaWsB4HVEqlfDw8EB5eblNll+tVovMzExERkZywsLvFRYuXIgTJ07g5Mm2l4ramnv9OlIorYUz2zfh1JbfOOueWbKi1siX21dSsPnDtx2WD3jkcQR27MTJNhvYqQtk/oG4euIIp+5Ds+ej6333V98Fh1vJF7H900WcdXyBABPeWgzPwGBcPXkUpzY7Tvjp4eePpz/9kmN1IYS0uwlslcVF+GHW87XW63rf/Xho9vymP34N/bc9qEXmHoIQgps3b+LQoUPo27fv3W4OhUJpwxCGwZFffkBJThayU5I5ZYHRnesUvhvSrQeGPzsDx35dZ7f8/K4/bdaNfnkOfELDETdxMn6a+x92/eH1azmKDGMysfMZWUg+sNdmf4zJhO2fvc9ZF/fEFHSOuw9p8ScRv83sWDvo8UmIfXwyhNUCINqbEgMA7j6+CO7SHbnXUgEA/R+egGFPP8fJCQSgWZSYhtD63I8pzUZ5eTm6desGsViMd955p/YNKBQKxQHZKcm4uHeXjRLj5CrFyBdeqfN+Bjw8ARPeXsxZ12eMbe6V7sNH4j+rf2ZDuT0Dg/Haz9vw2AKzhUWrroCy2DyP39FffsTKaROxf81K6LWVOL/7L2z7dBEyzp4GAIyZ+XqN4co97h8N75AwxIx/EnFPPI1H3ngbg596xkaJac+MmPYi+9s7OBR8gYAzVBXSrcfdaJZdqEXmHkImk0F3lzIYUyiU9kOZPA+ntv5ms77nyDEY9PhkuPv41mt/kb37c5ZHvvAKug69H38sMmf+9e8QjbGvvmGzncjJCR0HxCKwUxfkp1/DpsVvwT+yI66fiwcApBz5FylH/uVsI/XyRrfhDyCwUxeU5uYgqFNX3Lp0AQKhELeSL6LXyLFs+4UiEQY/+XS9zqW9EBAVjYje/VCSm4PoWPPM28OffQE+4RFQFhUi5rG7k0TWHtRHhvpWtFnodaRQWp689GusgmHNc8u/g3dIWIP3u2bmNKjLSgEA8zfvBmDOG3Nq86/oM3qc3bmHLGSci8fO/31a6zEi+/THqJdm11vRupchDNPiuWOojwyFQqFQmo0Tv2/gLL/xx9/g8wX2K9eD6Jg4JO3/h7PONywC4xcscrBFFZF9bNMzPDrvHez88jP4d+iIh+e+DcKYmiVBXXunNSbAq849rci0U2PUPQO9fhRKy6LTaNhkcD6h4Rj3+ptNosQAwH1PPweDTofOg4bWe1uhSIQZX/+Aa6eOoUyeh2FTn4erzBNTP/0SXsEhEDs37TQBlNbFPanIWNLuazQaODvbn2GU0vrRaMyzyzblNAoUSntDWVSI479vwKAJT7FZWRvK3lVfghAGTlI3TP/fqqZp4B3ETs4Y+8rcBm8vCwjEoImTOesCOnZqZKsobYF7UpERCASQyWQoLDR7uLu4uLTLELr2CiEEGo0GhYWFkMlkEAia5ouQQmmPHPppNW5eOIe0+BOYv2lXjXXL5Hnw8PW3CVsGzMnibpw3T3cS1r1Xs7SVQmkI96QiAwABAeYskBZlhtL2kMlk7HWkUCi2MIyJnS4AhEBTrsChdatx/fwZdB16P0ZMexEnft+AqAGxKMy8gVNbfkNItx544t1P2AkEi7NvQeTkDFVpMbvfoU/bz+5NodwN7smoJWtMJhMMBkMLtozSFIhEImqJoVBqIfngPhz44Vt22TMwCGX5ebVuxxcI4BcZBcZkQmHmDU5Z57j78PDct5q8rRSKBRq1VE8EAgHtECkUSrvj3M7tNpP+1abE+EVEoSgrE4zJBPn1dLt1wnvRrOCU1kXrj6uiUCgUSr3IvXaFo8TYJC+z4xP4fy/PwbNLv8aUT5ZhyKRnOWUWp1mf0HB0HDio6RtMoTSCe94iQ6FQKO2N43dyvfAFQsxc+wvEzi44+/c2tvyJdz7GrhVLEBTdBY8tWMT6wwBAYMfOCOzYGd2GPYCjv/yAvmMfQWi3ni19ChRKnaGKDIVCobQx9JUaKIuLsO2T9yAQiTF92TdsrpQyeR7y0sy5XiZ/uBTOblwfg6gBgxDeqw9e/eF3u9FJFtx9fPHoPDonG6X1QxUZCoVCaUOU5uVi/Rv/4az75rmnAABBnboiL/0qAMAvMoqTR6XLkOG4lXwR//fSLACoUYmhUNoSVJGhUCiUNkLJ7RxsmO94ZmmLEgMAI1+YycmP9dCc/4IxmTjDSBRKe4A6+1IoFEob4fTWjezv3qPHYdLiz9Gh30AAgHdIGIK7dAdfIICLhwz+HaI52/J4PKrEUNol9K6mUCiUNoC+UoOsyxcBAEOeeoZNxx/SrQennkKeD75QQJUWyj0DvdMpFAqlnhj1egjF4mbbv0Kej/XzXgFjMiK8V19oyhUoysoEAMj8AxEz4UmH28oCAputXRRKa4QqMhQKhVILZ7ZvQnFOFsbOmofDP63G5cP/IqBjJ0x85yM4uUrrtS+9thL6ykq4yjyRl34NAqEQRp0O6vIyFOdkI/XYQaiKi9j6WckX2d88Ph9jXp3bZDNOUyjtgXt+igIKhUKpiYqyUqydOc1heWj3Xug4MA59xz7scPLZqyePIvngPty+mlLv4/e4///g7OaO/Otp6P/QeJqQjtLuqW//TRUZCoVCqQYhBJUqJQpuXkf8tt+Rn5HGKQ+Iiob8RobNdi9+8yM8/AJgMhpZH5X0hFPY9eWSGo/nKvOEu48fjEYDiMmEgY9ORFiP3pB6eTfdSVEobQQ61xKFQqHUA6Nej/KiAjAmE4qyMpH07z9mxaXaN15o916IeewJBEZ3hsTFFekJp3Dwx+9QqSxn62z+YCE6xQ3Fxb07wRcIYdTr2OkA/Dt0RHlRIfzCI+EXGQWjXo+4J6bAxd2jRc+XQmlvtGqLzKpVq7Bs2TLI5XL07t0b33zzDWJiYuq0bVuyyJiMRmjKFahUKSEUS2Ay6GE06GHQ6kAYBgKhEBqlAgKRGCKJBACgKJBDIc9DeYEcBr0OOo0GQrEYjNEIZ3d3BEZ3gW9oOAw6HXQaNXQaDYx6Hdy8fVCSm4NKlRKEYUAIgWdAEExGA/RaLRiTEYzRhIqyUlSUlsDDzx9ewSHgCwTg8fjg8Xjg8fnmPx4PYmcXiMRiOLt7QOrpBZPRCJPRAJPRvB+RkwQ8Ph/qsjIoiwoglEjgJHWDxMUVPB4PyuIi6Cs1MOr10KorWJnweDy4yjwh9fSCrlIDdVkZ9JUaiJyc4OrhCYNOCwBw9fSC1NMLXsGhcHH34MiRx+fDWeoGhjFBW1EBvkAAnUYNsZMzJK5SiJ2dAQA6tRoFmddRkpOFkts50FVq4B0cCvAAZzcPePj5gweAIQwEQhGknl4w6vW4cvwwyvJzIXGVwisoBH6RHSAUSyAQieAdEmY+tskEbYWKla1Rr4fYydm8T35V9oOCm9chv5EBg04Lo15/R34GMAwDoUgEk9EIrboCeo0GhBDI/APg4R8AwhDw+HwwJhMM2koYdDpIvbwR1qM3GJMJlSolTAYDRBJzuyQuLtBpNDDodAiM7mTX18Ko10MgFHLa11aQX09HcU6WWX4mIypVSugrNeALRRCJJRBJJBA5OUFbUYHinCzzNc/NAWMy2d2fk6sUHv4B6DPmYfQYMcpuHcZkwqnNv3KmAKhOZN8BeOSNtyGSODXJeVIo7Zl2M7S0efNmTJs2DWvWrEFsbCxWrFiBrVu3Ii0tDX5+frVu31yKzM0L5yC/kQFthQpGvQ5GvR4GnQ5Ggx4mvR4MY4JaUWZOPCUSQygSQeLqeqfDIODxzZ2pyWgEYRioy0pRqVI2WfvuZVw8ZNCUK+pcn8fngxBi8+XdVPAFQjAmo90ysbMzPPwCoFaUme8Hg6FZ2lATAqEQApEIAA88Hg8iiQRGoxFalRLg8SB2cobYxQVgGIhdXOHm7QOxszMqlUq4uHvASeoGz8AgeAYFw0nqDr6AD0V+HjTKcpiMRhj1OvOzwf7Xw6DTQndHIeMJBJD5BUDs4gKBSAzGaICLhycEQqGVMmy8oxybFTuT0QixszMYhjErXAIBtOoKGA0GVCrL2cie+iIUS0AIA5/QCIR07YbQ7r0h9fSCb3hknTPgXj11DHtWLgMAdIodguCu3ZF7NRVdhz2AqP4xDv1nKBQKl3ajyMTGxmLgwIH49ttvAQAMwyA0NBRz5szB22+/Xev2zaXI7PpyCdITTjXZ/izwBQKInJxAGIb9qhdJnMDj8WDU6+Dq6Q2TwQCjXgeGYeDh6wfPwGB4+AWAx+fDVeYJk9EAwjBQlRRDfiMd5QVyiJ1dIHFxgdjFFQKhEKriIrh4yOAdGgY+XwCT0Wi2lIjFEDk5gy8QwKjTwcPPH1JvHyjk+VAWFYIQhrXgEIaYlwmBtkIFnVqNygoVtBUqCEQicwcpFIHP50Ov1YIQxtzpBQTBqNdBq1ZDr1GDEAKxkzPcfP0gFIngJHVjlQqGMSEv/RqIyQQXmSekXt5wcnWFvrISGqUShDFBKJZAU65AeVEBJ8pDKDZbrYwGfZWSwjN31hJXKQzaShvFQeLiisDozvAJiwAhBOqyUogkEhRlZcJkNAI8nvl8KjVQK8pg0OrgIpMhql8M3H39kJdxDUVZmRA7OUOvreS0x3x9HSs1FsJ69IKrzAtCsRh8oQgCgfn6aJQKuHn7QuLiCiepFCAEBTevIzftCgw6HZxcpXCSukEWEAhthQoFmTegU6vBF/Dh7OYOvuCOYmAwQKdWQ+jkZFbCdbrG3ratEv8OHeHm7QO+QAiJiwucpG5gTEYYtDoYdFoYdDqInJzgHRIGn9Bw+IZHwM3bFwAarWxkp1yCyMkJgR07N8WpUCj3JO3CR0av1yMxMRELFy5k1/H5fIwaNQrx8fF2t9HpdNBZvZiVyuaxcoT37guJqytcPGQQiiUQisUQ3jFZC0TmztvZ3QNCsRgmvQFGgx4aZTn7gmRMJkhcXAEAQrEYrjJPuHp6wVnq1iZN+a0BQgiKsjKhVpQhoGMnOEvd2DKdRgM+nw+BWATCENYB06DXQVdRAR6fD5GTE6s01vmYDFPj9dJpNCgvlMPJVQpXT0/w+QLw+HwoiwvhKvNEWV4uVCXFEDk7g88XwDsklL0vWgKT0YiK0hIwjAmEIQCIWckRi+Hm7QuT0QCdRgN9pQY8Hg9adQVUxUXQadRw8ZChUqWEtkKFwluZqCgtgU5dAYNeB8+AIEi9vCEQCs3Ph8T8bAjvDIsKJRI4uUrBFwhRJs8zt8VggMloAF8ggKqkGDzwIBCLIBCalWK+QGj+LxSCB0CjUkLi7AKBUAiGMSvJlufP3ccPAVHRNZ57cxLWo/ddOzaFcq/SKi0yeXl5CA4OxunTpxEXF8euf/PNN3Hs2DEkJCTYbPPBBx/gww8/tFmfk5PT6n1kKBQKhUKhmFEqlQgNDYVCoYCHR+3O8K3SItMQFi5ciHnz5rHLubm56NatG0JDQ+9iqygUCoVCoTQElUrVdhUZHx8fCAQCFBQUcNYXFBQgICDA7jYSiQSSOxE9ACCVSpGTkwM3N7cmdbKzaIr3uqWHyoHKwAKVA5UBQGVggcqh8TIghEClUiEoKKhO9VulIiMWi9G/f38cOnQI48ePB2B29j106BBmz55dp33w+XyEhIQ0Wxvd3d3v2ZvUGioHKgMLVA5UBgCVgQUqh8bJoC6WGAutUpEBgHnz5mH69OkYMGAAYmJisGLFCqjVajz//PN3u2kUCoVCoVBaCa1WkZk0aRKKiorw/vvvQy6Xo0+fPti3bx/8/f3vdtMoFAqFQqG0ElqtIgMAs2fPrvNQUkshkUiwePFijj/OvQiVA5WBBSoHKgOAysAClUPLy6BVhl9TKBQKhUKh1AWagY1CoVAoFEqbhSoyFAqFQqFQ2ixUkaFQKBQKhdJmoYoMhUKhUCiUNgtVZOrJqlWrEBERAScnJ8TGxuLs2bN3u0lNxpIlSzBw4EC4ubnBz88P48ePR1paGqeOVqvFrFmz4O3tDalUiokTJ9pkYM7Ozsa4cePg4uICPz8/LFiwAEZjzTM/t1Y+//xz8Hg8zJ07l113L8ggNzcXzzzzDLy9veHs7IyePXvi/PnzbDkhBO+//z4CAwPh7OyMUaNGISMjg7OP0tJSTJ06Fe7u7pDJZJgxYwYqKipa+lQajMlkwqJFixAZGQlnZ2dERUXh448/hnV8RHuTw/Hjx/HII48gKCgIPB4PO3bs4JQ31fkmJyfjvvvug5OTE0JDQ/HFF18096nVi5rkYDAY8NZbb6Fnz55wdXVFUFAQpk2bhry8PM4+2rocarsXrJk5cyZ4PB5WrFjBWd9iMiCUOrNp0yYiFovJTz/9RFJTU8lLL71EZDIZKSgouNtNaxLGjBlD1q9fT1JSUkhSUhJ56KGHSFhYGKmoqGDrzJw5k4SGhpJDhw6R8+fPk0GDBpHBgwez5UajkfTo0YOMGjWKXLx4kezZs4f4+PiQhQsX3o1TahRnz54lERERpFevXuT1119n17d3GZSWlpLw8HDy3HPPkYSEBHLz5k2yf/9+cv36dbbO559/Tjw8PMiOHTvIpUuXyKOPPkoiIyNJZWUlW2fs2LGkd+/e5MyZM+TEiROkY8eOZMqUKXfjlBrEp59+Sry9vcnu3btJZmYm2bp1K5FKpeTrr79m67Q3OezZs4e8++675M8//yQAyF9//cUpb4rzLS8vJ/7+/mTq1KkkJSWF/PHHH8TZ2ZmsXbu2pU6zVmqSg0KhIKNGjSKbN28m165dI/Hx8SQmJob079+fs4+2Lofa7gULf/75J+nduzcJCgoiX331FaespWRAFZl6EBMTQ2bNmsUum0wmEhQURJYsWXIXW9V8FBYWEgDk2LFjhBDzAywSicjWrVvZOlevXiUASHx8PCHEfPPz+Xwil8vZOqtXrybu7u5Ep9O17Ak0ApVKRaKjo8mBAwfI8OHDWUXmXpDBW2+9RYYOHeqwnGEYEhAQQJYtW8auUygURCKRkD/++IMQQsiVK1cIAHLu3Dm2zt69ewmPxyO5ubnN1/gmZNy4ceSFF17grHv88cfJ1KlTCSHtXw7VO6+mOt/vvvuOeHp6cp6Ft956i3Tu3LmZz6hh1NSJWzh79iwBQLKysggh7U8OjmRw+/ZtEhwcTFJSUkh4eDhHkWlJGdChpTqi1+uRmJiIUaNGsev4fD5GjRqF+Pj4u9iy5qO8vBwA4OXlBQBITEyEwWDgyKBLly4ICwtjZRAfH4+ePXtyMjCPGTMGSqUSqampLdj6xjFr1iyMGzeOc67AvSGDnTt3YsCAAXjyySfh5+eHvn374ocffmDLMzMzIZfLOTLw8PBAbGwsRwYymQwDBgxg64waNQp8Ph8JCQktdzKNYPDgwTh06BDS09MBAJcuXcLJkyfx4IMPArh35GChqc43Pj4ew4YNg1gsZuuMGTMGaWlpKCsra6GzaVrKy8vB4/Egk8kA3BtyYBgGzz77LBYsWIDu3bvblLekDKgiU0eKi4thMplspkjw9/eHXC6/S61qPhiGwdy5czFkyBD06NEDACCXyyEWi9mH1YK1DORyuV0ZWcraAps2bcKFCxewZMkSm7J7QQY3b97E6tWrER0djf379+OVV17Ba6+9hp9//hlA1TnU9CzI5XL4+flxyoVCIby8vNqEDADg7bffxuTJk9GlSxeIRCL07dsXc+fOxdSpUwHcO3Kw0FTn29afj+potVq89dZbmDJlCjtB4r0gh6VLl0IoFOK1116zW96SMmjVUxRQ7h6zZs1CSkoKTp48ebeb0qLk5OTg9ddfx4EDB+Dk5HS3m3NXYBgGAwYMwGeffQYA6Nu3L1JSUrBmzRpMnz79Lreu5diyZQs2btyI33//Hd27d0dSUhLmzp2LoKCge0oOFMcYDAY89dRTIIRg9erVd7s5LUZiYiK+/vprXLhwATwe7243h1pk6oqPjw8EAoFNdEpBQQECAgLuUquah9mzZ2P37t04cuQIQkJC2PUBAQHQ6/VQKBSc+tYyCAgIsCsjS1lrJzExEYWFhejXrx+EQiGEQiGOHTuGlStXQigUwt/fv93LIDAwEN26deOs69q1K7KzswFUnUNNz0JAQAAKCws55UajEaWlpW1CBgCwYMEC1irTs2dPPPvss3jjjTdYS929IgcLTXW+bf35sGBRYrKysnDgwAHWGgO0fzmcOHEChYWFCAsLY9+TWVlZmD9/PiIiIgC0rAyoIlNHxGIx+vfvj0OHDrHrGIbBoUOHEBcXdxdb1nQQQjB79mz89ddfOHz4MCIjIznl/fv3h0gk4sggLS0N2dnZrAzi4uJw+fJlzg1secird46tkZEjR+Ly5ctISkpi/wYMGICpU6eyv9u7DIYMGWITdp+eno7w8HAAQGRkJAICAjgyUCqVSEhI4MhAoVAgMTGRrXP48GEwDIPY2NgWOIvGo9FowOdzX5ECgQAMwwC4d+RgoanONy4uDsePH4fBYGDrHDhwAJ07d4anp2cLnU3jsCgxGRkZOHjwILy9vTnl7V0Ozz77LJKTkznvyaCgICxYsAD79+8H0MIyqJdr8D3Opk2biEQiIRs2bCBXrlwhL7/8MpHJZJzolLbMK6+8Qjw8PMjRo0dJfn4++6fRaNg6M2fOJGFhYeTw4cPk/PnzJC4ujsTFxbHlltDj0aNHk6SkJLJv3z7i6+vbZkKP7WEdtURI+5fB2bNniVAoJJ9++inJyMggGzduJC4uLuS3335j63z++edEJpORv//+myQnJ5PHHnvMbhhu3759SUJCAjl58iSJjo5utWHH9pg+fToJDg5mw6///PNP4uPjQ9588022TnuTg0qlIhcvXiQXL14kAMiXX35JLl68yEbjNMX5KhQK4u/vT5599lmSkpJCNm3aRFxcXFpN2DEhNctBr9eTRx99lISEhJCkpCTOu9I6+qaty6G2e6E61aOWCGk5GVBFpp588803JCwsjIjFYhITE0POnDlzt5vUZACw+7d+/Xq2TmVlJXn11VeJp6cncXFxIRMmTCD5+fmc/dy6dYs8+OCDxNnZmfj4+JD58+cTg8HQwmfTdFRXZO4FGezatYv06NGDSCQS0qVLF/L9999zyhmGIYsWLSL+/v5EIpGQkSNHkrS0NE6dkpISMmXKFCKVSom7uzt5/vnniUqlasnTaBRKpZK8/vrrJCwsjDg5OZEOHTqQd999l9NZtTc5HDlyxO47YPr06YSQpjvfS5cukaFDhxKJREKCg4PJ559/3lKnWCdqkkNmZqbDd+WRI0fYfbR1OdR2L1THniLTUjLgEWKVppJCoVAoFAqlDUF9ZCgUCoVCobRZqCJDoVAoFAqlzUIVGQqFQqFQKG0WqshQKBQKhUJps1BFhkKhUCgUSpuFKjIUCoVCoVDaLFSRoVAoFAqF0mahigyFQqFQKJQ2C1VkKBQKhUKhtFmoIkOhUCgUCqXNQhUZCoVCoVAobRaqyFAoFAqFQmmz/D9UlQbMwpXGOAAAAABJRU5ErkJggg==",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "import pandas as pd\n",
+ "teslas = pd.read_excel(io = \"tsla_stock.xlsx\", sheet_name=1) #sheet name es para elegir pagina, empiezas en 0\n",
+ "teslas.plot.line(subplots = True)\n"
+ ]
},
{
"attachments": {},
@@ -494,7 +713,7 @@
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
- "version": "3.9.10"
+ "version": "3.10.8"
},
"title": "Machine Learning & Linear Regression",
"toc-autonumbering": true,