{"nbformat":4,"nbformat_minor":0,"metadata":{"colab":{"provenance":[],"authorship_tag":"ABX9TyMxQW83jPElq1NfMAxzlkWX"},"kernelspec":{"name":"python3","display_name":"Python 3"},"language_info":{"name":"python"},"widgets":{"application/vnd.jupyter.widget-state+json":{"d23159b2b6114d0e91eaaaaf38b69c35":{"model_module":"@jupyter-widgets/controls","model_name":"HBoxModel","model_module_version":"1.5.0","state":{"_dom_classes":[],"_model_module":"@jupyter-widgets/controls","_model_module_version":"1.5.0","_model_name":"HBoxModel","_view_count":null,"_view_module":"@jupyter-widgets/controls","_view_module_version":"1.5.0","_view_name":"HBoxView","box_style":"","children":["IPY_MODEL_dccc8afccd5b4803883d35720f7ee6c9","IPY_MODEL_49128e6fad62469d87bd8080303994a4","IPY_MODEL_40506e0bab1846fc951d0f703f4d433c"],"layout":"IPY_MODEL_8ee5ba0ff3ce489bb4f3434bc58a6c46"}},"dccc8afccd5b4803883d35720f7ee6c9":{"model_module":"@jupyter-widgets/controls","model_name":"DropdownModel","model_module_version":"1.5.0","state":{"_dom_classes":[],"_model_module":"@jupyter-widgets/controls","_model_module_version":"1.5.0","_model_name":"DropdownModel","_options_labels":["102025"],"_view_count":null,"_view_module":"@jupyter-widgets/controls","_view_module_version":"1.5.0","_view_name":"DropdownView","description":"Miesiąc (MMYYYY):","description_tooltip":null,"disabled":false,"index":0,"layout":"IPY_MODEL_2ebbdde05c0848be9059c2945471f3c8","style":"IPY_MODEL_d5e5edc566ee4791ba0614d41b6abe2b"}},"49128e6fad62469d87bd8080303994a4":{"model_module":"@jupyter-widgets/controls","model_name":"DropdownModel","model_module_version":"1.5.0","state":{"_dom_classes":[],"_model_module":"@jupyter-widgets/controls","_model_module_version":"1.5.0","_model_name":"DropdownModel","_options_labels":["01102025vaisala.dat","02102025vaisala.dat","03102025vaisala.dat","04102025vaisala.dat","05102025vaisala.dat","06102025vaisala.dat","07102025vaisala.dat","08102025vaisala.dat","09102025vaisala.dat","10102025vaisala.dat","11102025vaisala.dat","12102025vaisala.dat","13102025vaisala.dat","14102025vaisala.dat","15102025vaisala.dat","16102025vaisala.dat","17102025vaisala.dat","18102025vaisala.dat","19102025vaisala.dat","20102025vaisala.dat","21102025vaisala.dat","22102025vaisala.dat","23102025vaisala.dat","24102025vaisala.dat","25102025vaisala.dat","26102025vaisala.dat","27102025vaisala.dat"],"_view_count":null,"_view_module":"@jupyter-widgets/controls","_view_module_version":"1.5.0","_view_name":"DropdownView","description":"Plik:","description_tooltip":null,"disabled":false,"index":24,"layout":"IPY_MODEL_1e2b948dbd7a4f8fa8beeec8ec5de0e1","style":"IPY_MODEL_2568167a15f54e9fa963dc33037e3ed4"}},"40506e0bab1846fc951d0f703f4d433c":{"model_module":"@jupyter-widgets/controls","model_name":"ButtonModel","model_module_version":"1.5.0","state":{"_dom_classes":[],"_model_module":"@jupyter-widgets/controls","_model_module_version":"1.5.0","_model_name":"ButtonModel","_view_count":null,"_view_module":"@jupyter-widgets/controls","_view_module_version":"1.5.0","_view_name":"ButtonView","button_style":"primary","description":"Wczytaj i Rysuj","disabled":false,"icon":"","layout":"IPY_MODEL_7a7b1a91136c48058dedd59f2f0b88aa","style":"IPY_MODEL_9061e23d67ec4d7486e0ad2f14ac1285","tooltip":""}},"8ee5ba0ff3ce489bb4f3434bc58a6c46":{"model_module":"@jupyter-widgets/base","model_name":"LayoutModel","model_module_version":"1.2.0","state":{"_model_module":"@jupyter-widgets/base","_model_module_version":"1.2.0","_model_name":"LayoutModel","_view_count":null,"_view_module":"@jupyter-widgets/base","_view_module_version":"1.2.0","_view_name":"LayoutView","align_content":null,"align_items":null,"align_self":null,"border":null,"bottom":null,"display":null,"flex":null,"flex_flow":null,"grid_area":null,"grid_auto_columns":null,"grid_auto_flow":null,"grid_auto_rows":null,"grid_column":null,"grid_gap":null,"grid_row":null,"grid_template_areas":null,"grid_template_columns":null,"grid_template_rows":null,"height":null,"justify_content":null,"justify_items":null,"left":null,"margin":null,"max_height":null,"max_width":null,"min_height":null,"min_width":null,"object_fit":null,"object_position":null,"order":null,"overflow":null,"overflow_x":null,"overflow_y":null,"padding":null,"right":null,"top":null,"visibility":null,"width":null}},"2ebbdde05c0848be9059c2945471f3c8":{"model_module":"@jupyter-widgets/base","model_name":"LayoutModel","model_module_version":"1.2.0","state":{"_model_module":"@jupyter-widgets/base","_model_module_version":"1.2.0","_model_name":"LayoutModel","_view_count":null,"_view_module":"@jupyter-widgets/base","_view_module_version":"1.2.0","_view_name":"LayoutView","align_content":null,"align_items":null,"align_self":null,"border":null,"bottom":null,"display":null,"flex":null,"flex_flow":null,"grid_area":null,"grid_auto_columns":null,"grid_auto_flow":null,"grid_auto_rows":null,"grid_column":null,"grid_gap":null,"grid_row":null,"grid_template_areas":null,"grid_template_columns":null,"grid_template_rows":null,"height":null,"justify_content":null,"justify_items":null,"left":null,"margin":null,"max_height":null,"max_width":null,"min_height":null,"min_width":null,"object_fit":null,"object_position":null,"order":null,"overflow":null,"overflow_x":null,"overflow_y":null,"padding":null,"right":null,"top":null,"visibility":null,"width":null}},"d5e5edc566ee4791ba0614d41b6abe2b":{"model_module":"@jupyter-widgets/controls","model_name":"DescriptionStyleModel","model_module_version":"1.5.0","state":{"_model_module":"@jupyter-widgets/controls","_model_module_version":"1.5.0","_model_name":"DescriptionStyleModel","_view_count":null,"_view_module":"@jupyter-widgets/base","_view_module_version":"1.2.0","_view_name":"StyleView","description_width":""}},"1e2b948dbd7a4f8fa8beeec8ec5de0e1":{"model_module":"@jupyter-widgets/base","model_name":"LayoutModel","model_module_version":"1.2.0","state":{"_model_module":"@jupyter-widgets/base","_model_module_version":"1.2.0","_model_name":"LayoutModel","_view_count":null,"_view_module":"@jupyter-widgets/base","_view_module_version":"1.2.0","_view_name":"LayoutView","align_content":null,"align_items":null,"align_self":null,"border":null,"bottom":null,"display":null,"flex":null,"flex_flow":null,"grid_area":null,"grid_auto_columns":null,"grid_auto_flow":null,"grid_auto_rows":null,"grid_column":null,"grid_gap":null,"grid_row":null,"grid_template_areas":null,"grid_template_columns":null,"grid_template_rows":null,"height":null,"justify_content":null,"justify_items":null,"left":null,"margin":null,"max_height":null,"max_width":null,"min_height":null,"min_width":null,"object_fit":null,"object_position":null,"order":null,"overflow":null,"overflow_x":null,"overflow_y":null,"padding":null,"right":null,"top":null,"visibility":null,"width":null}},"2568167a15f54e9fa963dc33037e3ed4":{"model_module":"@jupyter-widgets/controls","model_name":"DescriptionStyleModel","model_module_version":"1.5.0","state":{"_model_module":"@jupyter-widgets/controls","_model_module_version":"1.5.0","_model_name":"DescriptionStyleModel","_view_count":null,"_view_module":"@jupyter-widgets/base","_view_module_version":"1.2.0","_view_name":"StyleView","description_width":""}},"7a7b1a91136c48058dedd59f2f0b88aa":{"model_module":"@jupyter-widgets/base","model_name":"LayoutModel","model_module_version":"1.2.0","state":{"_model_module":"@jupyter-widgets/base","_model_module_version":"1.2.0","_model_name":"LayoutModel","_view_count":null,"_view_module":"@jupyter-widgets/base","_view_module_version":"1.2.0","_view_name":"LayoutView","align_content":null,"align_items":null,"align_self":null,"border":null,"bottom":null,"display":null,"flex":null,"flex_flow":null,"grid_area":null,"grid_auto_columns":null,"grid_auto_flow":null,"grid_auto_rows":null,"grid_column":null,"grid_gap":null,"grid_row":null,"grid_template_areas":null,"grid_template_columns":null,"grid_template_rows":null,"height":null,"justify_content":null,"justify_items":null,"left":null,"margin":null,"max_height":null,"max_width":null,"min_height":null,"min_width":null,"object_fit":null,"object_position":null,"order":null,"overflow":null,"overflow_x":null,"overflow_y":null,"padding":null,"right":null,"top":null,"visibility":null,"width":null}},"9061e23d67ec4d7486e0ad2f14ac1285":{"model_module":"@jupyter-widgets/controls","model_name":"ButtonStyleModel","model_module_version":"1.5.0","state":{"_model_module":"@jupyter-widgets/controls","_model_module_version":"1.5.0","_model_name":"ButtonStyleModel","_view_count":null,"_view_module":"@jupyter-widgets/base","_view_module_version":"1.2.0","_view_name":"StyleView","button_color":null,"font_weight":""}},"675b4e4aee0c4a92bbf2123132d4c689":{"model_module":"@jupyter-widgets/output","model_name":"OutputModel","model_module_version":"1.0.0","state":{"_dom_classes":[],"_model_module":"@jupyter-widgets/output","_model_module_version":"1.0.0","_model_name":"OutputModel","_view_count":null,"_view_module":"@jupyter-widgets/output","_view_module_version":"1.0.0","_view_name":"OutputView","layout":"IPY_MODEL_29a867f44c9d48c49d07eb93e4c6e8ac","msg_id":"","outputs":[{"output_type":"stream","name":"stdout","text":["Wczytano: /content/drive/MyDrive/LO_Strzyzow/METEO/102025/01102025vaisala.dat\n","Zakres czasowy danych: 2025-10-01 00:00:56+00:00 -> 2025-10-01 23:59:55+00:00\n","Liczba wierszy: 1440\n","Dostępne kolumny: ['day', 'month', 'year', 'hour', 'minute', 'second', 'wind_dir1', 'wind_dir2', 'wind_dir3', 'wind_min', 'wind_mean', 'wind_max', 'temp', 'RH', 'pressure', 'rain_sum', 'rain_time', 'rain_intensity', 'grain_sum', 'grain_intensity', 'voltage1', 'col22', 'col23', 'col24', 'datetime']\n"]},{"output_type":"display_data","data":{"text/plain":"<Figure size 1400x1200 with 7 Axes>","image/png":"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\n"},"metadata":{}},{"output_type":"stream","name":"stdout","text":["\n","Podstawowe statystyki (kolumny numeryczne):\n"]},{"output_type":"display_data","data":{"text/plain":"                  count          mean         std      min       25%      50%  \\\nday              1440.0      1.000000    0.000000      1.0      1.00      1.0   \nmonth            1440.0     10.000000    0.000000     10.0     10.00     10.0   \nyear             1440.0   2025.000000    0.000000   2025.0   2025.00   2025.0   \nhour             1440.0     11.500000    6.924591      0.0      5.75     11.5   \nminute           1440.0     29.500000   17.324119      0.0     14.75     29.5   \nsecond           1440.0     55.372222    0.483565     55.0     55.00     55.0   \nwind_dir1        1440.0    112.711111   90.233455      0.0     36.00     92.0   \nwind_dir2        1440.0    258.947222   91.013825      0.0    176.00    306.0   \nwind_dir3        1440.0    250.781944   82.865882      0.0    181.00    267.5   \nwind_min         1440.0      0.253194    0.273760      0.0      0.10      0.2   \nwind_mean        1440.0      1.080556    0.804200      0.1      0.40      1.0   \nwind_max         1440.0      2.136528    1.576023      0.1      0.60      2.0   \ntemp             1440.0      6.388750    2.410839      1.7      4.50      7.1   \nRH               1440.0     89.445486   10.990199     62.6     81.10     94.7   \npressure         1440.0    996.925417    0.756519    995.4    996.50    997.1   \nrain_sum         1440.0     43.806944    0.909287     40.3     44.20     44.2   \nrain_time        1440.0  32854.895833  630.872844  30640.0  33057.50  33150.0   \nrain_intensity   1440.0      0.158958    0.792864      0.0      0.00      0.0   \ngrain_sum        1440.0      0.000000    0.000000      0.0      0.00      0.0   \ngrain_intensity  1440.0      0.000000    0.000000      0.0      0.00      0.0   \nvoltage1         1440.0      6.566111    3.288363      0.4      3.90      7.1   \ncol22            1440.0     13.739583    0.094842     13.5     13.70     13.7   \ncol23            1440.0     13.415972    0.089523     13.3     13.40     13.4   \ncol24            1440.0      0.000000    0.000000      0.0      0.00      0.0   \n\n                       75%      max  \nday                  1.000      1.0  \nmonth               10.000     10.0  \nyear              2025.000   2025.0  \nhour                17.250     23.0  \nminute              44.250     59.0  \nsecond              56.000     56.0  \nwind_dir1          160.500    350.0  \nwind_dir2          314.000    359.0  \nwind_dir3          335.000    359.0  \nwind_min             0.300      2.1  \nwind_mean            1.600      4.7  \nwind_max             3.200      8.5  \ntemp                 8.400      9.9  \nRH                  97.800    100.0  \npressure           997.400    998.0  \nrain_sum            44.200     44.2  \nrain_time        33150.000  33150.0  \nrain_intensity       0.000      9.7  \ngrain_sum            0.000      0.0  \ngrain_intensity      0.000      0.0  \nvoltage1             9.425     13.0  \ncol22               13.800     14.2  \ncol23               13.400     13.8  \ncol24                0.000      0.0  ","text/html":"\n  <div id=\"df-9961f6a5-0f59-47cb-8f33-70956d10fa09\" class=\"colab-df-container\">\n    <div>\n<style scoped>\n    .dataframe tbody tr th:only-of-type {\n        vertical-align: middle;\n    }\n\n    .dataframe tbody tr th {\n        vertical-align: top;\n    }\n\n    .dataframe thead th {\n        text-align: right;\n    }\n</style>\n<table border=\"1\" class=\"dataframe\">\n  <thead>\n    <tr style=\"text-align: right;\">\n      <th></th>\n      <th>count</th>\n      <th>mean</th>\n      <th>std</th>\n      <th>min</th>\n      <th>25%</th>\n      <th>50%</th>\n      <th>75%</th>\n      <th>max</th>\n    </tr>\n  </thead>\n  <tbody>\n    <tr>\n      <th>day</th>\n      <td>1440.0</td>\n      <td>1.000000</td>\n      <td>0.000000</td>\n      <td>1.0</td>\n      <td>1.00</td>\n      <td>1.0</td>\n      <td>1.000</td>\n      <td>1.0</td>\n    </tr>\n    <tr>\n      <th>month</th>\n      <td>1440.0</td>\n      <td>10.000000</td>\n      <td>0.000000</td>\n      <td>10.0</td>\n      <td>10.00</td>\n      <td>10.0</td>\n      <td>10.000</td>\n      <td>10.0</td>\n    </tr>\n    <tr>\n      <th>year</th>\n      <td>1440.0</td>\n      <td>2025.000000</td>\n      <td>0.000000</td>\n      <td>2025.0</td>\n      <td>2025.00</td>\n      <td>2025.0</td>\n      <td>2025.000</td>\n      <td>2025.0</td>\n    </tr>\n    <tr>\n      <th>hour</th>\n      <td>1440.0</td>\n      <td>11.500000</td>\n      <td>6.924591</td>\n      <td>0.0</td>\n      <td>5.75</td>\n      <td>11.5</td>\n      <td>17.250</td>\n      <td>23.0</td>\n    </tr>\n    <tr>\n      <th>minute</th>\n      <td>1440.0</td>\n      <td>29.500000</td>\n      <td>17.324119</td>\n      <td>0.0</td>\n      <td>14.75</td>\n      <td>29.5</td>\n      <td>44.250</td>\n      <td>59.0</td>\n    </tr>\n    <tr>\n      <th>second</th>\n      <td>1440.0</td>\n      <td>55.372222</td>\n      <td>0.483565</td>\n      <td>55.0</td>\n      <td>55.00</td>\n      <td>55.0</td>\n      <td>56.000</td>\n      <td>56.0</td>\n    </tr>\n    <tr>\n      <th>wind_dir1</th>\n      <td>1440.0</td>\n      <td>112.711111</td>\n      <td>90.233455</td>\n      <td>0.0</td>\n      <td>36.00</td>\n      <td>92.0</td>\n      <td>160.500</td>\n      <td>350.0</td>\n    </tr>\n    <tr>\n      <th>wind_dir2</th>\n      <td>1440.0</td>\n      <td>258.947222</td>\n      <td>91.013825</td>\n      <td>0.0</td>\n      <td>176.00</td>\n      <td>306.0</td>\n      <td>314.000</td>\n      <td>359.0</td>\n    </tr>\n    <tr>\n      <th>wind_dir3</th>\n      <td>1440.0</td>\n      <td>250.781944</td>\n      <td>82.865882</td>\n      <td>0.0</td>\n      <td>181.00</td>\n      <td>267.5</td>\n      <td>335.000</td>\n      <td>359.0</td>\n    </tr>\n    <tr>\n      <th>wind_min</th>\n      <td>1440.0</td>\n      <td>0.253194</td>\n      <td>0.273760</td>\n      <td>0.0</td>\n      <td>0.10</td>\n      <td>0.2</td>\n      <td>0.300</td>\n      <td>2.1</td>\n    </tr>\n    <tr>\n      <th>wind_mean</th>\n      <td>1440.0</td>\n      <td>1.080556</td>\n      <td>0.804200</td>\n      <td>0.1</td>\n      <td>0.40</td>\n      <td>1.0</td>\n      <td>1.600</td>\n      <td>4.7</td>\n    </tr>\n    <tr>\n      <th>wind_max</th>\n      <td>1440.0</td>\n      <td>2.136528</td>\n      <td>1.576023</td>\n      <td>0.1</td>\n      <td>0.60</td>\n      <td>2.0</td>\n      <td>3.200</td>\n      <td>8.5</td>\n    </tr>\n    <tr>\n      <th>temp</th>\n      <td>1440.0</td>\n      <td>6.388750</td>\n      <td>2.410839</td>\n      <td>1.7</td>\n      <td>4.50</td>\n      <td>7.1</td>\n      <td>8.400</td>\n      <td>9.9</td>\n    </tr>\n    <tr>\n      <th>RH</th>\n      <td>1440.0</td>\n      <td>89.445486</td>\n      <td>10.990199</td>\n      <td>62.6</td>\n      <td>81.10</td>\n      <td>94.7</td>\n      <td>97.800</td>\n      <td>100.0</td>\n    </tr>\n    <tr>\n      <th>pressure</th>\n      <td>1440.0</td>\n      <td>996.925417</td>\n      <td>0.756519</td>\n      <td>995.4</td>\n      <td>996.50</td>\n      <td>997.1</td>\n      <td>997.400</td>\n      <td>998.0</td>\n    </tr>\n    <tr>\n      <th>rain_sum</th>\n      <td>1440.0</td>\n      <td>43.806944</td>\n      <td>0.909287</td>\n      <td>40.3</td>\n      <td>44.20</td>\n      <td>44.2</td>\n      <td>44.200</td>\n      <td>44.2</td>\n    </tr>\n    <tr>\n      <th>rain_time</th>\n      <td>1440.0</td>\n      <td>32854.895833</td>\n      <td>630.872844</td>\n      <td>30640.0</td>\n      <td>33057.50</td>\n      <td>33150.0</td>\n      <td>33150.000</td>\n      <td>33150.0</td>\n    </tr>\n    <tr>\n      <th>rain_intensity</th>\n      <td>1440.0</td>\n      <td>0.158958</td>\n      <td>0.792864</td>\n      <td>0.0</td>\n      <td>0.00</td>\n      <td>0.0</td>\n      <td>0.000</td>\n      <td>9.7</td>\n    </tr>\n    <tr>\n      <th>grain_sum</th>\n      <td>1440.0</td>\n      <td>0.000000</td>\n      <td>0.000000</td>\n      <td>0.0</td>\n      <td>0.00</td>\n      <td>0.0</td>\n      <td>0.000</td>\n      <td>0.0</td>\n    </tr>\n    <tr>\n      <th>grain_intensity</th>\n      <td>1440.0</td>\n      <td>0.000000</td>\n      <td>0.000000</td>\n      <td>0.0</td>\n      <td>0.00</td>\n      <td>0.0</td>\n      <td>0.000</td>\n      <td>0.0</td>\n    </tr>\n    <tr>\n      <th>voltage1</th>\n      <td>1440.0</td>\n      <td>6.566111</td>\n      <td>3.288363</td>\n      <td>0.4</td>\n      <td>3.90</td>\n      <td>7.1</td>\n      <td>9.425</td>\n      <td>13.0</td>\n    </tr>\n    <tr>\n      <th>col22</th>\n      <td>1440.0</td>\n      <td>13.739583</td>\n      <td>0.094842</td>\n      <td>13.5</td>\n      <td>13.70</td>\n      <td>13.7</td>\n      <td>13.800</td>\n      <td>14.2</td>\n    </tr>\n    <tr>\n      <th>col23</th>\n      <td>1440.0</td>\n      <td>13.415972</td>\n      <td>0.089523</td>\n      <td>13.3</td>\n      <td>13.40</td>\n      <td>13.4</td>\n      <td>13.400</td>\n      <td>13.8</td>\n    </tr>\n    <tr>\n      <th>col24</th>\n      <td>1440.0</td>\n      <td>0.000000</td>\n      <td>0.000000</td>\n      <td>0.0</td>\n      <td>0.00</td>\n      <td>0.0</td>\n      <td>0.000</td>\n      <td>0.0</td>\n    </tr>\n  </tbody>\n</table>\n</div>\n    <div class=\"colab-df-buttons\">\n\n  <div class=\"colab-df-container\">\n    <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-9961f6a5-0f59-47cb-8f33-70956d10fa09')\"\n            title=\"Convert this dataframe to an interactive table.\"\n            style=\"display:none;\">\n\n  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\" viewBox=\"0 -960 960 960\">\n    <path d=\"M120-120v-720h720v720H120Zm60-500h600v-160H180v160Zm220 220h160v-160H400v160Zm0 220h160v-160H400v160ZM180-400h160v-160H180v160Zm440 0h160v-160H620v160ZM180-180h160v-160H180v160Zm440 0h160v-160H620v160Z\"/>\n  </svg>\n    </button>\n\n  <style>\n    .colab-df-container {\n      display:flex;\n      gap: 12px;\n    }\n\n    .colab-df-convert {\n      background-color: #E8F0FE;\n      border: none;\n      border-radius: 50%;\n      cursor: pointer;\n      display: none;\n      fill: #1967D2;\n      height: 32px;\n      padding: 0 0 0 0;\n      width: 32px;\n    }\n\n    .colab-df-convert:hover {\n      background-color: #E2EBFA;\n      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n      fill: #174EA6;\n    }\n\n    .colab-df-buttons div {\n      margin-bottom: 4px;\n    }\n\n    [theme=dark] .colab-df-convert {\n      background-color: #3B4455;\n      fill: #D2E3FC;\n    }\n\n    [theme=dark] .colab-df-convert:hover {\n      background-color: #434B5C;\n      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n      fill: #FFFFFF;\n    }\n  </style>\n\n    <script>\n      const buttonEl =\n        document.querySelector('#df-9961f6a5-0f59-47cb-8f33-70956d10fa09 button.colab-df-convert');\n      buttonEl.style.display =\n        google.colab.kernel.accessAllowed ? 'block' : 'none';\n\n      async function convertToInteractive(key) {\n        const element = document.querySelector('#df-9961f6a5-0f59-47cb-8f33-70956d10fa09');\n        const dataTable =\n          await google.colab.kernel.invokeFunction('convertToInteractive',\n                                                    [key], {});\n        if (!dataTable) return;\n\n        const docLinkHtml = 'Like what you see? Visit the ' +\n          '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n          + ' to learn more about interactive tables.';\n        element.innerHTML = '';\n        dataTable['output_type'] = 'display_data';\n        await google.colab.output.renderOutput(dataTable, element);\n        const docLink = document.createElement('div');\n        docLink.innerHTML = docLinkHtml;\n        element.appendChild(docLink);\n      }\n    </script>\n  </div>\n\n\n    <div id=\"df-f48bc7bf-a272-46d1-97ac-c0fca5a717c5\">\n      <button class=\"colab-df-quickchart\" onclick=\"quickchart('df-f48bc7bf-a272-46d1-97ac-c0fca5a717c5')\"\n                title=\"Suggest charts\"\n                style=\"display:none;\">\n\n<svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n     width=\"24px\">\n    <g>\n        <path d=\"M19 3H5c-1.1 0-2 .9-2 2v14c0 1.1.9 2 2 2h14c1.1 0 2-.9 2-2V5c0-1.1-.9-2-2-2zM9 17H7v-7h2v7zm4 0h-2V7h2v10zm4 0h-2v-4h2v4z\"/>\n    </g>\n</svg>\n      </button>\n\n<style>\n  .colab-df-quickchart {\n      --bg-color: #E8F0FE;\n      --fill-color: #1967D2;\n      --hover-bg-color: #E2EBFA;\n      --hover-fill-color: #174EA6;\n      --disabled-fill-color: #AAA;\n      --disabled-bg-color: #DDD;\n  }\n\n  [theme=dark] .colab-df-quickchart {\n      --bg-color: #3B4455;\n      --fill-color: #D2E3FC;\n      --hover-bg-color: #434B5C;\n      --hover-fill-color: #FFFFFF;\n      --disabled-bg-color: #3B4455;\n      --disabled-fill-color: #666;\n  }\n\n  .colab-df-quickchart {\n    background-color: var(--bg-color);\n    border: none;\n    border-radius: 50%;\n    cursor: pointer;\n    display: none;\n    fill: var(--fill-color);\n    height: 32px;\n    padding: 0;\n    width: 32px;\n  }\n\n  .colab-df-quickchart:hover {\n    background-color: var(--hover-bg-color);\n    box-shadow: 0 1px 2px rgba(60, 64, 67, 0.3), 0 1px 3px 1px rgba(60, 64, 67, 0.15);\n    fill: var(--button-hover-fill-color);\n  }\n\n  .colab-df-quickchart-complete:disabled,\n  .colab-df-quickchart-complete:disabled:hover {\n    background-color: var(--disabled-bg-color);\n    fill: var(--disabled-fill-color);\n    box-shadow: none;\n  }\n\n  .colab-df-spinner {\n    border: 2px solid var(--fill-color);\n    border-color: transparent;\n    border-bottom-color: var(--fill-color);\n    animation:\n      spin 1s steps(1) infinite;\n  }\n\n  @keyframes spin {\n    0% {\n      border-color: transparent;\n      border-bottom-color: var(--fill-color);\n      border-left-color: var(--fill-color);\n    }\n    20% {\n      border-color: transparent;\n      border-left-color: var(--fill-color);\n      border-top-color: var(--fill-color);\n    }\n    30% {\n      border-color: transparent;\n      border-left-color: var(--fill-color);\n      border-top-color: var(--fill-color);\n      border-right-color: var(--fill-color);\n    }\n    40% {\n      border-color: transparent;\n      border-right-color: var(--fill-color);\n      border-top-color: var(--fill-color);\n    }\n    60% {\n      border-color: transparent;\n      border-right-color: var(--fill-color);\n    }\n    80% {\n      border-color: transparent;\n      border-right-color: var(--fill-color);\n      border-bottom-color: var(--fill-color);\n    }\n    90% {\n      border-color: transparent;\n      border-bottom-color: var(--fill-color);\n    }\n  }\n</style>\n\n      <script>\n        async function quickchart(key) {\n          const quickchartButtonEl =\n            document.querySelector('#' + key + ' button');\n          quickchartButtonEl.disabled = true;  // To prevent multiple clicks.\n          quickchartButtonEl.classList.add('colab-df-spinner');\n          try {\n            const charts = await google.colab.kernel.invokeFunction(\n                'suggestCharts', [key], {});\n          } catch (error) {\n            console.error('Error during call to suggestCharts:', error);\n          }\n          quickchartButtonEl.classList.remove('colab-df-spinner');\n          quickchartButtonEl.classList.add('colab-df-quickchart-complete');\n        }\n        (() => {\n          let quickchartButtonEl =\n            document.querySelector('#df-f48bc7bf-a272-46d1-97ac-c0fca5a717c5 button');\n          quickchartButtonEl.style.display =\n            google.colab.kernel.accessAllowed ? 'block' : 'none';\n        })();\n      </script>\n    </div>\n\n    </div>\n  </div>\n","application/vnd.google.colaboratory.intrinsic+json":{"type":"dataframe","summary":"{\n  \"name\": \"print(\\\"Wybierz miesi\\u0105c, potem plik z listy i kliknij 'Wczytaj i Rysuj'\",\n  \"rows\": 24,\n  \"fields\": [\n    {\n      \"column\": \"count\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.0,\n        \"min\": 1440.0,\n        \"max\": 1440.0,\n        \"num_unique_values\": 1,\n        \"samples\": [\n          1440.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"mean\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 6686.519203862317,\n        \"min\": 0.0,\n        \"max\": 32854.895833333336,\n        \"num_unique_values\": 22,\n        \"samples\": [\n          1.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"std\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 129.35181863207916,\n        \"min\": 0.0,\n        \"max\": 630.8728438309872,\n        \"num_unique_values\": 19,\n        \"samples\": [\n          0.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"min\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 6242.0167278704475,\n        \"min\": 0.0,\n        \"max\": 30640.0,\n        \"num_unique_values\": 14,\n        \"samples\": [\n          40.3\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"25%\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 6730.160742341421,\n        \"min\": 0.0,\n        \"max\": 33057.5,\n        \"num_unique_values\": 21,\n        \"samples\": [\n          1.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"50%\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 6746.237266867329,\n        \"min\": 0.0,\n        \"max\": 33150.0,\n        \"num_unique_values\": 19,\n        \"samples\": [\n          1.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"75%\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 6744.704205721704,\n        \"min\": 0.0,\n        \"max\": 33150.0,\n        \"num_unique_values\": 21,\n        \"samples\": [\n          1.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"max\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 6742.084331261138,\n        \"min\": 0.0,\n        \"max\": 33150.0,\n        \"num_unique_values\": 21,\n        \"samples\": [\n          1.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"}},"metadata":{}}]}},"29a867f44c9d48c49d07eb93e4c6e8ac":{"model_module":"@jupyter-widgets/base","model_name":"LayoutModel","model_module_version":"1.2.0","state":{"_model_module":"@jupyter-widgets/base","_model_module_version":"1.2.0","_model_name":"LayoutModel","_view_count":null,"_view_module":"@jupyter-widgets/base","_view_module_version":"1.2.0","_view_name":"LayoutView","align_content":null,"align_items":null,"align_self":null,"border":null,"bottom":null,"display":null,"flex":null,"flex_flow":null,"grid_area":null,"grid_auto_columns":null,"grid_auto_flow":null,"grid_auto_rows":null,"grid_column":null,"grid_gap":null,"grid_row":null,"grid_template_areas":null,"grid_template_columns":null,"grid_template_rows":null,"height":null,"justify_content":null,"justify_items":null,"left":null,"margin":null,"max_height":null,"max_width":null,"min_height":null,"min_width":null,"object_fit":null,"object_position":null,"order":null,"overflow":null,"overflow_x":null,"overflow_y":null,"padding":null,"right":null,"top":null,"visibility":null,"width":null}}}}},"cells":[{"cell_type":"code","execution_count":30,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":1000,"referenced_widgets":["d23159b2b6114d0e91eaaaaf38b69c35","dccc8afccd5b4803883d35720f7ee6c9","49128e6fad62469d87bd8080303994a4","40506e0bab1846fc951d0f703f4d433c","8ee5ba0ff3ce489bb4f3434bc58a6c46","2ebbdde05c0848be9059c2945471f3c8","d5e5edc566ee4791ba0614d41b6abe2b","1e2b948dbd7a4f8fa8beeec8ec5de0e1","2568167a15f54e9fa963dc33037e3ed4","7a7b1a91136c48058dedd59f2f0b88aa","9061e23d67ec4d7486e0ad2f14ac1285","675b4e4aee0c4a92bbf2123132d4c689","29a867f44c9d48c49d07eb93e4c6e8ac"]},"id":"mX7Ausk6c6Wx","executionInfo":{"status":"ok","timestamp":1764110358002,"user_tz":-60,"elapsed":8766,"user":{"displayName":"Krzysztof Markowicz","userId":"12798407371009570530"}},"outputId":"4700fb69-4bb3-4c47-aabe-5fc8d60c2938"},"outputs":[{"output_type":"stream","name":"stdout","text":["Drive already mounted at /content/drive; to attempt to forcibly remount, call drive.mount(\"/content/drive\", force_remount=True).\n"]},{"output_type":"display_data","data":{"text/plain":["HBox(children=(Dropdown(description='Miesiąc (MMYYYY):', options=('102025',), value='102025'), Dropdown(descri…"],"application/vnd.jupyter.widget-view+json":{"version_major":2,"version_minor":0,"model_id":"d23159b2b6114d0e91eaaaaf38b69c35"}},"metadata":{}},{"output_type":"display_data","data":{"text/plain":["Output()"],"application/vnd.jupyter.widget-view+json":{"version_major":2,"version_minor":0,"model_id":"675b4e4aee0c4a92bbf2123132d4c689"}},"metadata":{}},{"output_type":"stream","name":"stdout","text":["Wybierz miesiąc, potem plik z listy i kliknij 'Wczytaj i Rysuj'.\n"]},{"output_type":"stream","name":"stderr","text":["/tmp/ipython-input-3620237662.py:128: FutureWarning: The 'delim_whitespace' keyword in pd.read_csv is deprecated and will be removed in a future version. Use ``sep='\\s+'`` instead\n","  df_raw = pd.read_csv(path, delim_whitespace=True, header=None, engine='python')\n"]}],"source":["# Colab: interaktywny czytnik plików METEO + wykresy\n","# Przeznaczenie: folder /content/drive/MyDrive/METEO/\n","# Struktura katalogów: METEO/MMYYYY/DDMMYYYYmeteo.dat (jedna stacja)\n","# Format pliku .dat: whitespace-separated columns\n","# year month day hour min sec wind_speed wind_dir temp RH pressure suma_opadu natezenie_opadu\n","\n","# -----------------------------\n","# 0. Instalacje / importy\n","# -----------------------------\n","!pip install ipywidgets --quiet\n","\n","from google.colab import drive\n","import os, glob\n","import pandas as pd\n","import numpy as np\n","import matplotlib.pyplot as plt\n","from IPython.display import display, clear_output\n","import ipywidgets as widgets\n","from datetime import datetime\n","import matplotlib.dates as mdates\n","\n","plt.rcParams[\"figure.figsize\"] = (12,6)\n","\n","# -----------------------------\n","# 1. Montowanie Google Drive\n","# -----------------------------\n","drive.mount('/content/drive')\n","\n","# base folder (zmień jeśli trzeba)\n","BASE_DIR = \"/content/drive/MyDrive/LO_Strzyzow/METEO\"\n","#filepath=\"/content/drive/MyDrive/LO_Strzyzow/METEO\"\n","#BASE_DIR = \"/content/drive/MyDrive/LO_Strzyzow\"\n","if not os.path.exists(BASE_DIR):\n","    raise FileNotFoundError(f\"Nie znaleziono katalogu METEO pod: {BASE_DIR}\")\n","\n","# -----------------------------\n","# 2. Przygotowanie listy miesięcy (katalogów MMYYYY)\n","# -----------------------------\n","months = sorted([d for d in os.listdir(BASE_DIR) if os.path.isdir(os.path.join(BASE_DIR, d))])\n","if not months:\n","    raise FileNotFoundError(f\"Brak podkatalogów w {BASE_DIR}. Struktura powinna być METEO/MMYYYY/...\")\n","\n","# Widgety: dropdown miesiąca i pliku oraz przycisk \"Wczytaj i rysuj\"\n","month_dd = widgets.Dropdown(options=months, description='Miesiąc (MMYYYY):')\n","file_dd = widgets.Dropdown(options=[''], description='Plik:')\n","load_btn = widgets.Button(description='Wczytaj i Rysuj', button_style='primary')\n","\n","out = widgets.Output()\n","\n","# -----------------------------\n","# 3. Funkcja pomocnicza: lista plików w wybranym miesiącu\n","# -----------------------------\n","def list_files_for_month(month):\n","    folder = os.path.join(BASE_DIR, month)\n","    # pliki kończące się na meteo.dat (case-insensitive)\n","    files = sorted([f for f in os.listdir(folder) if f.lower().endswith('vaisala.dat')])\n","    return files\n","\n","# -----------------------------\n","# 4. Zmiana listy plików po wyborze miesiąca\n","# -----------------------------\n","def on_month_change(change):\n","    if change['name']=='value':\n","        m = change['new']\n","        files = list_files_for_month(m)\n","        if not files:\n","            file_dd.options = ['Brak plików']\n","        else:\n","            file_dd.options = files\n","\n","month_dd.observe(on_month_change)\n","\n","# inicjalizacja plików dla pierwszego miesiąca\n","file_dd.options = list_files_for_month(months[0]) if months else ['Brak plików']\n","\n","# -----------------------------\n","# 5. Wczytywanie pliku .dat i rysowanie wykresów\n","# -----------------------------\n","\n","col_names = [\n","    \"day\", \"month\", \"year\", \"hour\", \"minute\", \"second\",\"wind_dir1\",\"wind_dir2\",\n","    \"wind_dir3\",\"wind_min\", \"wind_mean\", \"wind_max\",\"temp\", \"RH\", \"pressure\",\n","    \"rain_sum\",\"rain_time\", \"rain_intensity\", \"grain_sum\",\"grain_intensity\",\"voltage1\",\n","    \"vol2\",\"volt3\",\"volt4\"\n","]\n","#df = pd.read_csv(filepath, delim_whitespace=True, names=col_names, header=None)\n","\n","def read_meteo_file(path):\n","    \"\"\"\n","    Wczytuje plik whitespace-separated, próbuje odczytać bez nagłówka.\n","    Jeśli plik ma nagłówek (nazwy kolumn), pd.read_csv automatycznie wykryje.\n","    \"\"\"\n","    # najpierw spróbuj wczytać automatycznie\n","    try:\n","        df = pd.read_csv(path, sep=r'\\s+', comment='#', engine='python')\n","        # jeśli wykryty nagłówek nie pasuje do oczekiwanej liczby kolumn, wczytaj z nazwami\n","        if df.shape[1] not in [len(col_names), len(col_names)-1, len(col_names)+1]:\n","            df = pd.read_csv(path, sep=r'\\s+', names=col_names, header=None, engine='python')\n","    except Exception:\n","        # fallback: wymuszenie nazw kolumn\n","        df = pd.read_csv(path, sep=r'\\s+', names=col_names, header=None, engine='python')\n","    # jeśli więcej kolumn wykryto niż oczekiwane - obetnij nadmiar\n","    if df.shape[1] > len(col_names):\n","        df = df.iloc[:, :len(col_names)]\n","        df.columns = col_names\n","    # gdy mniej kolumn - uzupełnij brakujące\n","    if df.shape[1] < len(col_names):\n","        for i,cn in enumerate(col_names):\n","            if i >= df.shape[1]:\n","                df[cn] = np.nan\n","    df = df[col_names]  # uporządkuj\n","    return df\n","\n","def process_and_plot(month, filename):\n","    folder = os.path.join(BASE_DIR, month)\n","    path = os.path.join(folder, filename)\n","\n","    if not os.path.exists(path):\n","        with out:\n","            clear_output()\n","            print(\"Nie znaleziono pliku:\", path)\n","        return\n","\n","    # --------------------------\n","    # Wczytanie pliku dynamicznie\n","    # --------------------------\n","    try:\n","        df_raw = pd.read_csv(path, delim_whitespace=True, header=None, engine='python')\n","    except Exception as e:\n","        with out:\n","            clear_output()\n","            print(\"Błąd wczytywania pliku:\", e)\n","        return\n","\n","    n_cols = df_raw.shape[1]\n","    col_names_dynamic = [f\"col{i+1}\" for i in range(n_cols)]\n","    df_raw.columns = col_names_dynamic\n","\n","    # --------------------------\n","    # Mapowanie kolumn na sensowne nazwy\n","    # --------------------------\n","    col_map = {\n","        'col1':'day', 'col2':'month','col3':'year','col4':'hour','col5':'minute','col6':'second',\n","        'col7':'wind_dir1','col8':'wind_dir2','col9':'wind_dir3',\n","        'col10':'wind_min','col11':'wind_mean','col12':'wind_max',\n","        'col13':'temp','col14':'RH','col15':'pressure',\n","        'col16':'rain_sum','col17':'rain_time','col18':'rain_intensity',\n","        'col19':'grain_sum','col20':'grain_intensity','col21':'voltage1'\n","    }\n","    # zmień tylko kolumny, które istnieją\n","    df = df_raw.rename(columns={k:v for k,v in col_map.items() if k in df_raw.columns})\n","\n","    # --------------------------\n","    # Konwersja typów liczbowych\n","    # --------------------------\n","    for c in df.columns:\n","        if c not in ['day','month','year','hour','minute','second']:\n","            df[c] = pd.to_numeric(df[c], errors='coerce')\n","\n","    # --------------------------\n","    # Stworzenie kolumny datetime\n","    # --------------------------\n","    try:\n","        df['datetime'] = pd.to_datetime(df[['day','month','year','hour','minute','second']], errors='coerce', utc=True)\n","    except Exception as e:\n","        with out:\n","            clear_output()\n","            print(\"Błąd konwersji daty:\", e)\n","        df['datetime'] = pd.NaT\n","\n","    df.set_index('datetime', inplace=True, drop=False)\n","\n","    # --------------------------\n","    # Wyświetlenie podstawowych informacji\n","    # --------------------------\n","    with out:\n","        clear_output()\n","        print(f\"Wczytano: {path}\")\n","        print(\"Zakres czasowy danych:\", df['datetime'].min(), \"->\", df['datetime'].max())\n","        print(\"Liczba wierszy:\", len(df))\n","        print(\"Dostępne kolumny:\", list(df.columns))\n","\n","        # --------------------------\n","        # Wykresy\n","        # --------------------------\n","        fig, axes = plt.subplots(3,2, figsize=(14,12))\n","        ax1, ax2, ax3, ax4, ax5, ax6 = axes.flatten()\n","\n","        # Temperatura\n","        if 'temp' in df.columns:\n","            ax1.plot(df.index, df['temp'], marker='.', linewidth=0.8)\n","            ax1.set_title('Temperatura (°C)')\n","            ax1.set_ylabel('°C')\n","            ax1.grid(True)\n","        else:\n","            ax1.text(0.5,0.5,\"Brak kolumny temp\", ha='center')\n","\n","        # Wilgotność\n","        if 'RH' in df.columns:\n","            ax2.plot(df.index, df['RH'], marker='.', linewidth=0.8)\n","            ax2.set_title('Wilgotność względna (%)')\n","            ax2.set_ylabel('%')\n","            ax2.grid(True)\n","\n","        # Ciśnienie\n","        if 'pressure' in df.columns:\n","            ax3.plot(df.index, df['pressure'], marker='.', linewidth=0.8)\n","            ax3.set_title('Ciśnienie (hPa)')\n","            ax3.set_ylabel('hPa')\n","            ax3.grid(True)\n","\n","        # Wiatr (speed + kierunek)\n","        if 'wind_mean' in df.columns:\n","            ax4.plot(df.index, df['wind_mean'], marker='.', linewidth=0.8, label='wind speed')\n","            if 'wind_dir1' in df.columns:\n","                sc = ax4.scatter(df.index, df['wind_mean'], c=df['wind_dir1'], cmap='hsv', s=20, label='dir')\n","                cbar = fig.colorbar(sc, ax=ax4, orientation='vertical', pad=0.02)\n","                cbar.set_label('Kierunek wiatru (deg)')\n","            ax4.set_title('Prędkość wiatru (m/s)')\n","            ax4.set_ylabel('m/s')\n","            ax4.grid(True)\n","\n","        # Suma opadu\n","        if 'rain_intensity' in df.columns:\n","            ax5.step(df.index, df['rain_intensity'], marker='.',linewidth=0.8, label='rain')\n","            ax5.set_title('Natężenie opadu')\n","            ax5.set_ylabel('mm/h')\n","            ax5.grid(True)\n","\n","        if 'rain_sum' in df.columns:\n","            ax6.step(df.index, df['rain_sum']-df['rain_sum'].iloc[0], marker='.',linewidth=0.8, label='rain')\n","            ax6.set_title('Suma opadu')\n","            ax6.set_ylabel('mm')\n","            ax6.grid(True)\n","\n","        #ax6.axis('off')  # dla spokoju, pusta oś\n","        ax1.xaxis.set_major_formatter(mdates.DateFormatter('%H:%M'))\n","        ax2.xaxis.set_major_formatter(mdates.DateFormatter('%H:%M'))\n","        ax3.xaxis.set_major_formatter(mdates.DateFormatter('%H:%M'))\n","        ax4.xaxis.set_major_formatter(mdates.DateFormatter('%H:%M'))\n","        ax5.xaxis.set_major_formatter(mdates.DateFormatter('%H:%M'))\n","        ax6.xaxis.set_major_formatter(mdates.DateFormatter('%H:%M'))\n","        plt.tight_layout()\n","        plt.show()\n","\n","        # Statystyki\n","        print(\"\\nPodstawowe statystyki (kolumny numeryczne):\")\n","        display(df.describe().T)\n","# -----------------------------\n","# 6. Handler przycisku\n","# -----------------------------\n","def on_load_clicked(b):\n","    m = month_dd.value\n","    f = file_dd.value\n","    if (not m) or (not f) or f.lower().startswith('brak'):\n","        with out:\n","            clear_output()\n","            print(\"Wybierz poprawny miesiąc i plik.\")\n","        return\n","    process_and_plot(m, f)\n","\n","load_btn.on_click(on_load_clicked)\n","\n","# -----------------------------\n","# 7. Wyświetlenie widgetów\n","# -----------------------------\n","display(widgets.HBox([month_dd, file_dd, load_btn]))\n","display(out)\n","\n","# Instrukcja dla użytkownika:\n","print(\"Wybierz miesiąc, potem plik z listy i kliknij 'Wczytaj i Rysuj'.\")"]},{"cell_type":"code","source":[],"metadata":{"id":"bnTQ9S0j5Or1"},"execution_count":null,"outputs":[]}]}