abscur-abs-price.ipynb

{"cells":[{"source":"<a href=\"https://www.kaggle.com/code/eavprog/abscur-abs-price?scriptVersionId=115642135\" target=\"_blank\"><img align=\"left\" alt=\"Kaggle\" title=\"Open in Kaggle\" src=\"https://kaggle.com/static/images/open-in-kaggle.svg\"></a>","metadata":{},"cell_type":"markdown","outputs":[],"execution_count":0},{"cell_type":"markdown","id":"7d64cc7b","metadata":{"papermill":{"duration":0.008548,"end_time":"2023-01-06T09:56:36.355835","exception":false,"start_time":"2023-01-06T09:56:36.347287","status":"completed"},"tags":[]},"source":["**!!! - Тетрадка устарела.** Последняя версия доступна по адресу https://www.kaggle.com/eavprog/abscur-stoimost-absa\n","\n","---\n","\n","# Расчет стоимости Абса"]},{"cell_type":"markdown","id":"e7c2dddf","metadata":{"papermill":{"duration":0.006873,"end_time":"2023-01-06T09:56:36.370407","exception":false,"start_time":"2023-01-06T09:56:36.363534","status":"completed"},"tags":[]},"source":["Проект:\t**Абсолютный курс**\n","\t\n","сайт\thttp://www.abscur.ru\n","\n","ВКонтакте\thttps://vk.com/abscur\n","\n","FaceBook\thttps://www.facebook.com/abscur\n","\n","WhatsUp\thttps://chat.whatsapp.com/KrNJXAKizPxDlDSjYfdpQs\n","\n","Viber\thttps://invite.viber.com/?g2=AQB63y7Cm%2BNJK0tNZW%2F9kI00M6Wr8HuZ7XeamzN4jZCve8Aq9%2FiD3DY56Eqcf7dc\n","\n","Telegram\thttps://t.me/AbsCur\n","\n","Одноклассники\thttps://ok.ru/group/53547043520717\n","\n","Twitter\thttps://twitter.com/abscurs\n","\n","GitHub\thttps://github.com/prog815/abscur\n","\n","YouTube\thttps://www.youtube.com/playlist?list=PLG1V24vhSKo6MamGtgm2oTkDZHeHBHNFW"]},{"cell_type":"markdown","id":"14543d61","metadata":{"papermill":{"duration":0.00681,"end_time":"2023-01-06T09:56:36.384375","exception":false,"start_time":"2023-01-06T09:56:36.377565","status":"completed"},"tags":[]},"source":["# Загрузка библиотек"]},{"cell_type":"code","execution_count":1,"id":"0e0ad1a7","metadata":{"_cell_guid":"b1076dfc-b9ad-4769-8c92-a6c4dae69d19","_uuid":"8f2839f25d086af736a60e9eeb907d3b93b6e0e5","execution":{"iopub.execute_input":"2023-01-06T09:56:36.407575Z","iopub.status.busy":"2023-01-06T09:56:36.402288Z","iopub.status.idle":"2023-01-06T09:56:36.423332Z","shell.execute_reply":"2023-01-06T09:56:36.422595Z","shell.execute_reply.started":"2022-02-22T15:57:12.234795Z"},"papermill":{"duration":0.031928,"end_time":"2023-01-06T09:56:36.423521","exception":false,"start_time":"2023-01-06T09:56:36.391593","status":"completed"},"tags":[]},"outputs":[],"source":["import pandas as pd\n","import numpy as np\n","import lib_abscur_post\n","from datetime import date\n","import matplotlib.pyplot as plt"]},{"cell_type":"markdown","id":"56e739ca","metadata":{"papermill":{"duration":0.00698,"end_time":"2023-01-06T09:56:36.438202","exception":false,"start_time":"2023-01-06T09:56:36.431222","status":"completed"},"tags":[]},"source":["# Стоимость Абса в выражении различных валют"]},{"cell_type":"code","execution_count":2,"id":"5dd66f28","metadata":{"execution":{"iopub.execute_input":"2023-01-06T09:56:36.458318Z","iopub.status.busy":"2023-01-06T09:56:36.457615Z","iopub.status.idle":"2023-01-06T09:56:36.493078Z","shell.execute_reply":"2023-01-06T09:56:36.493588Z","shell.execute_reply.started":"2022-02-22T15:57:17.268819Z"},"papermill":{"duration":0.048261,"end_time":"2023-01-06T09:56:36.493758","exception":false,"start_time":"2023-01-06T09:56:36.445497","status":"completed"},"tags":[]},"outputs":[{"data":{"text/html":["<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>курс на 2022-07-10</th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <th>VND</th>\n","      <td>1151.898105</td>\n","    </tr>\n","    <tr>\n","      <th>IDR</th>\n","      <td>738.536597</td>\n","    </tr>\n","    <tr>\n","      <th>COP</th>\n","      <td>215.989155</td>\n","    </tr>\n","    <tr>\n","      <th>KRW</th>\n","      <td>64.001739</td>\n","    </tr>\n","    <tr>\n","      <th>CLP</th>\n","      <td>46.918333</td>\n","    </tr>\n","    <tr>\n","      <th>KZT</th>\n","      <td>23.333396</td>\n","    </tr>\n","    <tr>\n","      <th>HUF</th>\n","      <td>19.521355</td>\n","    </tr>\n","    <tr>\n","      <th>PKR</th>\n","      <td>10.209502</td>\n","    </tr>\n","    <tr>\n","      <th>ISK</th>\n","      <td>6.742217</td>\n","    </tr>\n","    <tr>\n","      <th>JPY</th>\n","      <td>6.708745</td>\n","    </tr>\n","    <tr>\n","      <th>ARS</th>\n","      <td>6.247031</td>\n","    </tr>\n","    <tr>\n","      <th>INR</th>\n","      <td>3.909696</td>\n","    </tr>\n","    <tr>\n","      <th>RUB</th>\n","      <td>3.171931</td>\n","    </tr>\n","    <tr>\n","      <th>PHP</th>\n","      <td>2.753113</td>\n","    </tr>\n","    <tr>\n","      <th>THB</th>\n","      <td>1.779067</td>\n","    </tr>\n","    <tr>\n","      <th>TWD</th>\n","      <td>1.467406</td>\n","    </tr>\n","    <tr>\n","      <th>UAH</th>\n","      <td>1.456950</td>\n","    </tr>\n","    <tr>\n","      <th>CZK</th>\n","      <td>1.200349</td>\n","    </tr>\n","    <tr>\n","      <th>MXN</th>\n","      <td>1.010790</td>\n","    </tr>\n","    <tr>\n","      <th>EGP</th>\n","      <td>0.928719</td>\n","    </tr>\n","    <tr>\n","      <th>TRY</th>\n","      <td>0.851231</td>\n","    </tr>\n","    <tr>\n","      <th>ZAR</th>\n","      <td>0.822949</td>\n","    </tr>\n","    <tr>\n","      <th>SEK</th>\n","      <td>0.518924</td>\n","    </tr>\n","    <tr>\n","      <th>NOK</th>\n","      <td>0.496933</td>\n","    </tr>\n","    <tr>\n","      <th>HKD</th>\n","      <td>0.387223</td>\n","    </tr>\n","    <tr>\n","      <th>DKK</th>\n","      <td>0.360928</td>\n","    </tr>\n","    <tr>\n","      <th>CNY</th>\n","      <td>0.330096</td>\n","    </tr>\n","    <tr>\n","      <th>BRL</th>\n","      <td>0.259114</td>\n","    </tr>\n","    <tr>\n","      <th>RON</th>\n","      <td>0.239563</td>\n","    </tr>\n","    <tr>\n","      <th>PLN</th>\n","      <td>0.231820</td>\n","    </tr>\n","    <tr>\n","      <th>MYR</th>\n","      <td>0.218247</td>\n","    </tr>\n","    <tr>\n","      <th>PEN</th>\n","      <td>0.192235</td>\n","    </tr>\n","    <tr>\n","      <th>SAR</th>\n","      <td>0.185137</td>\n","    </tr>\n","    <tr>\n","      <th>AED</th>\n","      <td>0.181113</td>\n","    </tr>\n","    <tr>\n","      <th>QAR</th>\n","      <td>0.179529</td>\n","    </tr>\n","    <tr>\n","      <th>ILS</th>\n","      <td>0.170909</td>\n","    </tr>\n","    <tr>\n","      <th>NZD</th>\n","      <td>0.079824</td>\n","    </tr>\n","    <tr>\n","      <th>AUD</th>\n","      <td>0.072068</td>\n","    </tr>\n","    <tr>\n","      <th>SGD</th>\n","      <td>0.069019</td>\n","    </tr>\n","    <tr>\n","      <th>CAD</th>\n","      <td>0.064093</td>\n","    </tr>\n","    <tr>\n","      <th>USD</th>\n","      <td>0.049321</td>\n","    </tr>\n","    <tr>\n","      <th>EUR</th>\n","      <td>0.048505</td>\n","    </tr>\n","    <tr>\n","      <th>CHF</th>\n","      <td>0.048051</td>\n","    </tr>\n","    <tr>\n","      <th>GBP</th>\n","      <td>0.041095</td>\n","    </tr>\n","    <tr>\n","      <th>KWD</th>\n","      <td>0.015147</td>\n","    </tr>\n","  </tbody>\n","</table>\n","</div>"],"text/plain":["     курс на 2022-07-10\n","VND         1151.898105\n","IDR          738.536597\n","COP          215.989155\n","KRW           64.001739\n","CLP           46.918333\n","KZT           23.333396\n","HUF           19.521355\n","PKR           10.209502\n","ISK            6.742217\n","JPY            6.708745\n","ARS            6.247031\n","INR            3.909696\n","RUB            3.171931\n","PHP            2.753113\n","THB            1.779067\n","TWD            1.467406\n","UAH            1.456950\n","CZK            1.200349\n","MXN            1.010790\n","EGP            0.928719\n","TRY            0.851231\n","ZAR            0.822949\n","SEK            0.518924\n","NOK            0.496933\n","HKD            0.387223\n","DKK            0.360928\n","CNY            0.330096\n","BRL            0.259114\n","RON            0.239563\n","PLN            0.231820\n","MYR            0.218247\n","PEN            0.192235\n","SAR            0.185137\n","AED            0.181113\n","QAR            0.179529\n","ILS            0.170909\n","NZD            0.079824\n","AUD            0.072068\n","SGD            0.069019\n","CAD            0.064093\n","USD            0.049321\n","EUR            0.048505\n","CHF            0.048051\n","GBP            0.041095\n","KWD            0.015147"]},"execution_count":2,"metadata":{},"output_type":"execute_result"}],"source":["data = (1/pd.read_csv('../input/abscur-last/abscur_last.csv',index_col=0).iloc[:,0]).sort_values(ascending=False)\n","pd.DataFrame(data)"]},{"cell_type":"code","execution_count":3,"id":"eb4e60ab","metadata":{"execution":{"iopub.execute_input":"2023-01-06T09:56:36.515604Z","iopub.status.busy":"2023-01-06T09:56:36.51482Z","iopub.status.idle":"2023-01-06T09:56:39.299567Z","shell.execute_reply":"2023-01-06T09:56:39.300179Z","shell.execute_reply.started":"2022-02-22T16:09:40.233246Z"},"papermill":{"duration":2.798497,"end_time":"2023-01-06T09:56:39.300378","exception":false,"start_time":"2023-01-06T09:56:36.501881","status":"completed"},"tags":[]},"outputs":[{"data":{"image/png":"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\n","text/plain":["<Figure size 1080x720 with 1 Axes>"]},"metadata":{"needs_background":"light"},"output_type":"display_data"},{"data":{"text/plain":["'https://i.ibb.co/44T9rPz/463f514cf3b3.png'"]},"execution_count":3,"metadata":{},"output_type":"execute_result"}],"source":["data.plot.bar(figsize=(15,10),grid=True,title='Стоимость Абса в выражении различных валют (на логарифмической шкале)',logy=True)\n","plt.savefig('abs.png',facecolor=\"white\")\n","plt.show()\n","img_path = lib_abscur_post.post_to_imgbb('abs.png')\n","img_path"]},{"cell_type":"markdown","id":"6561f0b1","metadata":{"papermill":{"duration":0.008948,"end_time":"2023-01-06T09:56:39.319071","exception":false,"start_time":"2023-01-06T09:56:39.310123","status":"completed"},"tags":[]},"source":["# Публикация по каналам проекта"]},{"cell_type":"code","execution_count":4,"id":"f108ee5a","metadata":{"execution":{"iopub.execute_input":"2023-01-06T09:56:39.341367Z","iopub.status.busy":"2023-01-06T09:56:39.340629Z","iopub.status.idle":"2023-01-06T09:56:39.349898Z","shell.execute_reply":"2023-01-06T09:56:39.349216Z","shell.execute_reply.started":"2022-02-22T16:11:23.502349Z"},"papermill":{"duration":0.021542,"end_time":"2023-01-06T09:56:39.350044","exception":false,"start_time":"2023-01-06T09:56:39.328502","status":"completed"},"tags":[]},"outputs":[{"name":"stdout","output_type":"stream","text":["Стоимость Абса в выражении различных валют (курс на 2022-07-10)\n","\n","1 Abs = 1151.9 VND, 1 Abs = 738.54 IDR, 1 Abs = 215.99 COP, 1 Abs = 64.0 KRW, 1 Abs = 46.92 CLP, 1 Abs = 23.33 KZT, 1 Abs = 19.52 HUF, 1 Abs = 10.21 PKR, 1 Abs = 6.74 ISK, 1 Abs = 6.71 JPY, 1 Abs = 6.25 ARS, 1 Abs = 3.91 INR, 1 Abs = 3.17 RUB, 1 Abs = 2.75 PHP, 1 Abs = 1.78 THB, 1 Abs = 1.47 TWD, 1 Abs = 1.46 UAH, 1 Abs = 1.2 CZK, 1 Abs = 1.01 MXN, 1 Abs = 0.93 EGP, 1 Abs = 0.85 TRY, 1 Abs = 0.82 ZAR, 1 Abs = 0.52 SEK, 1 Abs = 0.5 NOK, 1 Abs = 0.39 HKD, 1 Abs = 0.36 DKK, 1 Abs = 0.33 CNY, 1 Abs = 0.26 BRL, 1 Abs = 0.24 RON, 1 Abs = 0.23 PLN, 1 Abs = 0.22 MYR, 1 Abs = 0.19 PEN, 1 Abs = 0.19 SAR, 1 Abs = 0.18 AED, 1 Abs = 0.18 QAR, 1 Abs = 0.17 ILS, 1 Abs = 0.08 NZD, 1 Abs = 0.07 AUD, 1 Abs = 0.07 SGD, 1 Abs = 0.06 CAD, 1 Abs = 0.05 USD, 1 Abs = 0.05 EUR, 1 Abs = 0.05 CHF, 1 Abs = 0.04 GBP, 1 Abs = 0.02 KWD\n","\n","https://www.kaggle.com/eavprog/abscur-abs-price\n"]}],"source":["title = 'Стоимость Абса в выражении различных валют (' + data.name + ')'\n","message = ', '.join(['1 Abs = ' + str(np.round(pr,2)) + ' ' + cur for cur,pr in data.reset_index().values])\n","link = 'https://www.kaggle.com/eavprog/abscur-abs-price'\n","print(title + '\\n\\n' + message + '\\n\\n' + link)"]},{"cell_type":"code","execution_count":5,"id":"0f684ce1","metadata":{"execution":{"iopub.execute_input":"2023-01-06T09:56:39.373548Z","iopub.status.busy":"2023-01-06T09:56:39.372867Z","iopub.status.idle":"2023-01-06T09:56:39.375808Z","shell.execute_reply":"2023-01-06T09:56:39.375319Z","shell.execute_reply.started":"2022-02-22T16:11:35.034163Z"},"papermill":{"duration":0.016262,"end_time":"2023-01-06T09:56:39.375968","exception":false,"start_time":"2023-01-06T09:56:39.359706","status":"completed"},"tags":[]},"outputs":[],"source":["# if(date.today().toordinal() % 3 == 2):\n","#     lib_abscur_post.postToChanels(title, message, link, img_path)"]}],"metadata":{"kernelspec":{"display_name":"Python 3","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":"3.7.12"},"papermill":{"default_parameters":{},"duration":13.328187,"end_time":"2023-01-06T09:56:39.997133","environment_variables":{},"exception":null,"input_path":"__notebook__.ipynb","output_path":"__notebook__.ipynb","parameters":{},"start_time":"2023-01-06T09:56:26.668946","version":"2.3.3"}},"nbformat":4,"nbformat_minor":5}