└── Untitled9 (1).ipynb


/Untitled9 (1).ipynb:
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  1 | {
  2 |   "nbformat": 4,
  3 |   "nbformat_minor": 0,
  4 |   "metadata": {
  5 |     "colab": {
  6 |       "provenance": []
  7 |     },
  8 |     "kernelspec": {
  9 |       "name": "python3",
 10 |       "display_name": "Python 3"
 11 |     },
 12 |     "language_info": {
 13 |       "name": "python"
 14 |     }
 15 |   },
 16 |   "cells": [
 17 |     {
 18 |       "cell_type": "code",
 19 |       "source": [
 20 |         "import numpy as np\n",
 21 |         "import pandas as pd\n",
 22 |         "import matplotlib.pyplot as plt\n",
 23 |         "import seaborn as sns\n",
 24 |         "import plotly.express as px\n",
 25 |         "\n",
 26 |         "# Load the dataset\n",
 27 |         "file_path = '/content/gretel_generated_table_2024-09-09-10-27-31.csv'  # Update this with your file path\n",
 28 |         "data = pd.read_csv(file_path)\n",
 29 |         "\n",
 30 |         "# Step 1: Display the dataset example\n",
 31 |         "def view_dataset():\n",
 32 |         "    print(\"Here is a preview of the dataset:\")\n",
 33 |         "    print(data.head())\n",
 34 |         "\n",
 35 |         "# Step 2: Get details of a specific Iris sample by Sample ID\n",
 36 |         "def display_sample_info(sample_id):\n",
 37 |         "    # Retrieve the sample based on the Sample ID\n",
 38 |         "    sample = data[data['sample id'] == sample_id]\n",
 39 |         "\n",
 40 |         "    if sample.empty:\n",
 41 |         "        print(f\"Sample ID {sample_id} not found.\")\n",
 42 |         "        return\n",
 43 |         "\n",
 44 |         "    print(f\"\\nDetails of Sample ID {sample_id}:\")\n",
 45 |         "    print(sample[['Sepal length (cm)', 'Sepal width (cm)', 'Petal length (cm)', 'Petal width (cm)', 'Class', 'Country']])\n",
 46 |         "\n",
 47 |         "    # Visualize the sample on a scatter plot\n",
 48 |         "    plt.figure(figsize=(8,6))\n",
 49 |         "    sns.scatterplot(x='Sepal length (cm)', y='Petal length (cm)', hue='Class', data=data, palette='Set1', s=100)\n",
 50 |         "\n",
 51 |         "    # Highlight the specific sample\n",
 52 |         "    plt.scatter(sample['Sepal length (cm)'], sample['Petal length (cm)'], color='red', s=200, label=f'Sample ID: {sample_id}', edgecolor='black')\n",
 53 |         "\n",
 54 |         "    plt.title(f'Sepal Length vs Petal Length (Sample ID: {sample_id})')\n",
 55 |         "    plt.xlabel('Sepal Length (cm)')\n",
 56 |         "    plt.ylabel('Petal Length (cm)')\n",
 57 |         "    plt.legend()\n",
 58 |         "    plt.show()\n",
 59 |         "\n",
 60 |         "# Step 3: Display which countries contain the specified Iris class\n",
 61 |         "def display_class_countries(iris_class):\n",
 62 |         "    countries = data[data['Class'] == iris_class]['Country'].unique()\n",
 63 |         "\n",
 64 |         "    if len(countries) == 0:\n",
 65 |         "        print(f\"No countries found for Iris class: {iris_class}\")\n",
 66 |         "    else:\n",
 67 |         "        print(f\"Iris class {iris_class} is found in the following countries:\")\n",
 68 |         "        for country in countries:\n",
 69 |         "            print(country)\n",
 70 |         "\n",
 71 |         "# Step 4: Pie chart visualization of lengths and widths by Iris class\n",
 72 |         "def plot_pie_chart():\n",
 73 |         "    fig, ax = plt.subplots(2, 2, figsize=(10, 8))\n",
 74 |         "\n",
 75 |         "    data.groupby('Class')['Sepal length (cm)'].sum().plot.pie(autopct='%1.1f%%', ax=ax[0, 0], title='Sepal Length')\n",
 76 |         "    data.groupby('Class')['Sepal width (cm)'].sum().plot.pie(autopct='%1.1f%%', ax=ax[0, 1], title='Sepal Width')\n",
 77 |         "    data.groupby('Class')['Petal length (cm)'].sum().plot.pie(autopct='%1.1f%%', ax=ax[1, 0], title='Petal Length')\n",
 78 |         "    data.groupby('Class')['Petal width (cm)'].sum().plot.pie(autopct='%1.1f%%', ax=ax[1, 1], title='Petal Width')\n",
 79 |         "\n",
 80 |         "    plt.tight_layout()\n",
 81 |         "    plt.show()\n",
 82 |         "\n",
 83 |         "# Step 5: World map visualization showing all Iris species by country\n",
 84 |         "def display_world_map():\n",
 85 |         "    # Aggregate data by country and class to show all occurrences of Iris species in each country\n",
 86 |         "    country_iris = data.groupby(['Country', 'Class']).size().reset_index(name='Count')\n",
 87 |         "\n",
 88 |         "    # Create world map visualization using Plotly\n",
 89 |         "    fig = px.choropleth(\n",
 90 |         "        country_iris,\n",
 91 |         "        locations=\"Country\",\n",
 92 |         "        locationmode=\"country names\",\n",
 93 |         "        color=\"Class\",\n",
 94 |         "        hover_name=\"Country\",\n",
 95 |         "        hover_data=[\"Count\"],\n",
 96 |         "        title=\"Iris Species Distribution by Country\",\n",
 97 |         "        color_discrete_map={\n",
 98 |         "            'Iris-setosa': 'blue',\n",
 99 |         "            'Iris-versicolor': 'green',\n",
100 |         "            'Iris-virginica': 'red'\n",
101 |         "        }\n",
102 |         "    )\n",
103 |         "\n",
104 |         "    fig.update_layout(geo=dict(showframe=False, showcoastlines=False, projection_type='equirectangular'))\n",
105 |         "    fig.show()\n",
106 |         "\n",
107 |         "# Main Menu\n",
108 |         "while True:\n",
109 |         "    print(\"\\nChoose an option:\")\n",
110 |         "    print(\"1. View a preview of the dataset\")\n",
111 |         "    print(\"2. View a specific sample by Sample ID\")\n",
112 |         "    print(\"3. View countries with a specific Iris class\")\n",
113 |         "    print(\"4. View pie charts of lengths and widths by Iris class\")\n",
114 |         "    print(\"5. View World Map of Iris Species by Country\")\n",
115 |         "    print(\"6. Exit\")\n",
116 |         "\n",
117 |         "    choice = input(\"Enter your choice: \")\n",
118 |         "\n",
119 |         "    if choice == '1':\n",
120 |         "        view_dataset()\n",
121 |         "    elif choice == '2':\n",
122 |         "        sample_id = input(\"Enter the Sample ID: \")\n",
123 |         "        display_sample_info(sample_id)\n",
124 |         "    elif choice == '3':\n",
125 |         "        iris_class = input(\"Enter the Iris class (e.g., Iris-setosa, Iris-versicolor, Iris-virginica): \")\n",
126 |         "        display_class_countries(iris_class)\n",
127 |         "    elif choice == '4':\n",
128 |         "        plot_pie_chart()\n",
129 |         "    elif choice == '5':\n",
130 |         "        display_world_map()\n",
131 |         "    elif choice == '6':\n",
132 |         "        print(\"Exiting...\")\n",
133 |         "        break\n",
134 |         "    else:\n",
135 |         "        print(\"Invalid choice. Please try again.\")\n"
136 |       ],
137 |       "metadata": {
138 |         "colab": {
139 |           "base_uri": "https://localhost:8080/",
140 |           "height": 3302
141 |         },
142 |         "id": "guuxOxldPfJS",
143 |         "outputId": "2a274af0-b801-424f-d143-a3e4bd6bf5c0"
144 |       },
145 |       "execution_count": 3,
146 |       "outputs": [
147 |         {
148 |           "name": "stdout",
149 |           "output_type": "stream",
150 |           "text": [
151 |             "\n",
152 |             "Choose an option:\n",
153 |             "1. View a preview of the dataset\n",
154 |             "2. View a specific sample by Sample ID\n",
155 |             "3. View countries with a specific Iris class\n",
156 |             "4. View pie charts of lengths and widths by Iris class\n",
157 |             "5. View World Map of Iris Species by Country\n",
158 |             "6. Exit\n",
159 |             "Enter your choice: 5\n"
160 |           ]
161 |         },
162 |         {
163 |           "output_type": "display_data",
164 |           "data": {
165 |             "text/html": [
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168 |               "<body>\n",
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197 |             ]
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200 |         },
201 |         {
202 |           "name": "stdout",
203 |           "output_type": "stream",
204 |           "text": [
205 |             "\n",
206 |             "Choose an option:\n",
207 |             "1. View a preview of the dataset\n",
208 |             "2. View a specific sample by Sample ID\n",
209 |             "3. View countries with a specific Iris class\n",
210 |             "4. View pie charts of lengths and widths by Iris class\n",
211 |             "5. View World Map of Iris Species by Country\n",
212 |             "6. Exit\n",
213 |             "Enter your choice: 4\n"
214 |           ]
215 |         },
216 |         {
217 |           "output_type": "display_data",
218 |           "data": {
219 |             "text/plain": [
220 |               "<Figure size 1000x800 with 4 Axes>"
221 |             ],
222 |             "image/png": 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\n"
223 |           },
224 |           "metadata": {}
225 |         },
226 |         {
227 |           "output_type": "stream",
228 |           "name": "stdout",
229 |           "text": [
230 |             "\n",
231 |             "Choose an option:\n",
232 |             "1. View a preview of the dataset\n",
233 |             "2. View a specific sample by Sample ID\n",
234 |             "3. View countries with a specific Iris class\n",
235 |             "4. View pie charts of lengths and widths by Iris class\n",
236 |             "5. View World Map of Iris Species by Country\n",
237 |             "6. Exit\n",
238 |             "Enter your choice: 1\n",
239 |             "Here is a preview of the dataset:\n",
240 |             "   Sepal length (cm)  Sepal width (cm)  Petal length (cm)  Petal width (cm)  \\\n",
241 |             "0                5.1               3.5                1.4               0.2   \n",
242 |             "1                4.9               3.0                1.4               0.2   \n",
243 |             "2                4.7               3.2                1.3               0.2   \n",
244 |             "3                4.6               3.1                1.5               0.2   \n",
245 |             "4                5.0               3.6                1.4               0.2   \n",
246 |             "\n",
247 |             "         Class  Country sample id  \n",
248 |             "0  Iris-setosa      USA        S1  \n",
249 |             "1  Iris-setosa   Canada        S2  \n",
250 |             "2  Iris-setosa   Mexico        S3  \n",
251 |             "3  Iris-setosa       UK        S4  \n",
252 |             "4  Iris-setosa  Germany        S5  \n",
253 |             "\n",
254 |             "Choose an option:\n",
255 |             "1. View a preview of the dataset\n",
256 |             "2. View a specific sample by Sample ID\n",
257 |             "3. View countries with a specific Iris class\n",
258 |             "4. View pie charts of lengths and widths by Iris class\n",
259 |             "5. View World Map of Iris Species by Country\n",
260 |             "6. Exit\n",
261 |             "Enter your choice: 2\n",
262 |             "Enter the Sample ID: S120\n",
263 |             "\n",
264 |             "Details of Sample ID S120:\n",
265 |             "    Sepal length (cm)  Sepal width (cm)  Petal length (cm)  Petal width (cm)  \\\n",
266 |             "87                6.7               2.9                5.7               2.2   \n",
267 |             "\n",
268 |             "             Class    Country  \n",
269 |             "87  Iris-virginica  Australia  \n"
270 |           ]
271 |         },
272 |         {
273 |           "output_type": "display_data",
274 |           "data": {
275 |             "text/plain": [
276 |               "<Figure size 800x600 with 1 Axes>"
277 |             ],
278 |             "image/png": 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\n"
279 |           },
280 |           "metadata": {}
281 |         },
282 |         {
283 |           "output_type": "stream",
284 |           "name": "stdout",
285 |           "text": [
286 |             "\n",
287 |             "Choose an option:\n",
288 |             "1. View a preview of the dataset\n",
289 |             "2. View a specific sample by Sample ID\n",
290 |             "3. View countries with a specific Iris class\n",
291 |             "4. View pie charts of lengths and widths by Iris class\n",
292 |             "5. View World Map of Iris Species by Country\n",
293 |             "6. Exit\n",
294 |             "Enter your choice: 3\n",
295 |             "Enter the Iris class (e.g., Iris-setosa, Iris-versicolor, Iris-virginica): Iris-setosa\n",
296 |             "Iris class Iris-setosa is found in the following countries:\n",
297 |             "USA\n",
298 |             "Canada\n",
299 |             "Mexico\n",
300 |             "UK\n",
301 |             "Germany\n",
302 |             "France\n",
303 |             "India\n",
304 |             "China\n",
305 |             "Japan\n",
306 |             "Australia\n",
307 |             "\n",
308 |             "Choose an option:\n",
309 |             "1. View a preview of the dataset\n",
310 |             "2. View a specific sample by Sample ID\n",
311 |             "3. View countries with a specific Iris class\n",
312 |             "4. View pie charts of lengths and widths by Iris class\n",
313 |             "5. View World Map of Iris Species by Country\n",
314 |             "6. Exit\n",
315 |             "Enter your choice: 7\n",
316 |             "Invalid choice. Please try again.\n",
317 |             "\n",
318 |             "Choose an option:\n",
319 |             "1. View a preview of the dataset\n",
320 |             "2. View a specific sample by Sample ID\n",
321 |             "3. View countries with a specific Iris class\n",
322 |             "4. View pie charts of lengths and widths by Iris class\n",
323 |             "5. View World Map of Iris Species by Country\n",
324 |             "6. Exit\n",
325 |             "Enter your choice: 6\n",
326 |             "Exiting...\n"
327 |           ]
328 |         }
329 |       ]
330 |     }
331 |   ]
332 | }


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