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md\n"}}},{"cell_type":"markdown","source":"## Goal of the Competition 👑\nThe goal of this competition is to **analyze horse racing tactics, drafting strategies, and path efficiency.** You will develop a model using never-before-released coordinate data along with basic race information.\n\nYour work will help racing horse owners, trainers, and veterinarians better understand how equine performance and welfare fit together. With better data analysis, equine welfare could significantly improve.","metadata":{"pycharm":{"name":"#%% md\n"}}},{"cell_type":"markdown","source":"## Infomation of Dataset 📄\n- nyra_start_table.csv: horse/jockey race data\n- nyra_race_table.csv: racetrack race data\n- nyra_tracking_table.csv: tracking data\n- nyra_2019_complete.csv: combined table of three above files\n<br>\n\n### nyra_start_table.csv: horse/jockey race data\n- track_id: 3 character id for the track the race took place at\n- race_date: Date the race took place\n- race_number: Number of race\n- program_number: Program number of the horse in the race passed as 3 characters\n- weight_carried: An integer of the weight carried by the horse in the race\n- jockey: Name of the jokey on the horse in the race\n- odds: odds to win the race passed as an integer\n\n### nyra_race_table.csv: racetrack race data\n- track_id: 3 character id for the track the race took place at\n- race_date: Date the race took place\n- race_number: Number of race\n- distance_id: Distance of the race in furlongs passed as an integer\n- course_type: The course the race was run over passed as one character\n- trak_condition: The condition of the course the race was run on passed as three characters\n- run_up_distance: Distance in feet of the gate to the start of the race passed as an integer\n- race type: The classification of the race passed as as five characters\n- purse: Purse in US dollars of the race passed as an money with two decimal places\n- post_time: Time of day the race began passed as 5 character\n\n### nyra_tracking_table.csv: tracking fata\n- track_id: 3 character id for the track the race took place at\n- race_date: Date the race took place\n- race_number: Number of race\n- program_number: Program number of the horse in the race passed as 3 characters\n- trakus_index: The common collection of point if the lat/long of the horse in race passed as an integer\n- latitude: The latitude of the horse in the race passed as a float\n- longitude: The longitude of the horse in the race passed as a float\n\n### nyra_2019_complete.csv: combined table of three above files","metadata":{"pycharm":{"name":"#%% md\n"}}},{"cell_type":"code","source":"import numpy as np\nimport pandas as pd\nimport plotly.express as px #graphing\nimport plotly.graph_objects as go #graphing\nfrom plotly.subplots import make_subplots #graphing\nimport plotly.figure_factory as ff #graphing\nimport matplotlib.pyplot as plt #graphing\nimport seaborn as sns #graphing\nimport missingno as msno #describe data\nimport os\ncolors = [\"#FFFFFF\", \"#6CD4FF\", \"#F7DF00\", \"#E60000\"]","metadata":{"pycharm":{"name":"#%%\n"},"execution":{"iopub.status.busy":"2022-08-29T01:53:35.918888Z","iopub.execute_input":"2022-08-29T01:53:35.919275Z","iopub.status.idle":"2022-08-29T01:53:39.429250Z","shell.execute_reply.started":"2022-08-29T01:53:35.919191Z","shell.execute_reply":"2022-08-29T01:53:39.428153Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"nyra_tracking = pd.read_csv('../input/big-data-derby-2022/nyra_tracking_table.csv')\nnyra_start = pd.read_csv('../input/big-data-derby-2022/nyra_start_table.csv')\nnyra_race = pd.read_csv('../input/big-data-derby-2022/nyra_race_table.csv')\nnyra_2019 = pd.read_csv('../input/big-data-derby-2022/nyra_2019_complete.csv')","metadata":{"pycharm":{"name":"#%%\n"},"execution":{"iopub.status.busy":"2022-08-29T01:53:39.431209Z","iopub.execute_input":"2022-08-29T01:53:39.431598Z","iopub.status.idle":"2022-08-29T01:53:39.624489Z","shell.execute_reply.started":"2022-08-29T01:53:39.431565Z","shell.execute_reply":"2022-08-29T01:53:39.620426Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## EDA 🎼","metadata":{}},{"cell_type":"code","source":"nyra_2019.head()","metadata":{"execution":{"iopub.status.busy":"2022-08-29T01:53:39.626018Z","iopub.status.idle":"2022-08-29T01:53:39.626697Z","shell.execute_reply.started":"2022-08-29T01:53:39.626347Z","shell.execute_reply":"2022-08-29T01:53:39.626378Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"nyra_2019.describe().style.background_gradient(cmap = 'Purples')","metadata":{"execution":{"iopub.status.busy":"2022-08-29T01:53:39.629352Z","iopub.status.idle":"2022-08-29T01:53:39.629996Z","shell.execute_reply.started":"2022-08-29T01:53:39.629694Z","shell.execute_reply":"2022-08-29T01:53:39.629724Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"nyra_tracking['track_id'].value_counts()","metadata":{"execution":{"iopub.status.busy":"2022-08-29T01:53:39.631477Z","iopub.status.idle":"2022-08-29T01:53:39.632075Z","shell.execute_reply.started":"2022-08-29T01:53:39.631781Z","shell.execute_reply":"2022-08-29T01:53:39.631809Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"nyra_tracking['race_number'].value_counts()","metadata":{"execution":{"iopub.status.busy":"2022-08-29T01:53:39.633735Z","iopub.status.idle":"2022-08-29T01:53:39.634314Z","shell.execute_reply.started":"2022-08-29T01:53:39.634024Z","shell.execute_reply":"2022-08-29T01:53:39.634053Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"nyra_tracking['program_number'].value_counts()","metadata":{"execution":{"iopub.status.busy":"2022-08-29T01:53:39.636003Z","iopub.status.idle":"2022-08-29T01:53:39.636565Z","shell.execute_reply.started":"2022-08-29T01:53:39.636296Z","shell.execute_reply":"2022-08-29T01:53:39.636323Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"# Get date detail\nnyra_tracking['race_date'] = pd.to_datetime(nyra_tracking['race_date'])\nnyra_tracking['day'], nyra_tracking['month'] = nyra_tracking['race_date'].dt.day, nyra_tracking['race_date'].dt.month","metadata":{"execution":{"iopub.status.busy":"2022-08-29T01:53:39.637862Z","iopub.status.idle":"2022-08-29T01:53:39.638422Z","shell.execute_reply.started":"2022-08-29T01:53:39.638145Z","shell.execute_reply":"2022-08-29T01:53:39.638174Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"### Track Race Plot 🛣","metadata":{}},{"cell_type":"code","source":"nyra_tracking0 = nyra_tracking[nyra_tracking['track_id'] == \"AQU\"]\nnyra_tracking1 = nyra_tracking[nyra_tracking['month'] == 11]\n\nplt.style.use(\"dark_background\")\nplt.figure(figsize=(16, 8))\nsns.scatterplot(data=nyra_tracking1, x = 'longitude', y = \"latitude\", hue = \"race_number\", palette = \"Paired\")\nplt.title(\"track_id = AQU, Longitude and Latitude by Race Number\")\nplt.legend()","metadata":{"execution":{"iopub.status.busy":"2022-08-29T01:53:39.640644Z","iopub.status.idle":"2022-08-29T01:53:39.641215Z","shell.execute_reply.started":"2022-08-29T01:53:39.640937Z","shell.execute_reply":"2022-08-29T01:53:39.640966Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"nyra_tracking0 = nyra_tracking[nyra_tracking['track_id'] == \"BEL\"]\nnyra_tracking1 = nyra_tracking[nyra_tracking['month'] == 5]\n\nplt.style.use(\"dark_background\")\nplt.figure(figsize=(16, 8))\nsns.scatterplot(data=nyra_tracking1, x = 'longitude', y = \"latitude\", hue = \"race_number\", palette = \"Paired\")\nplt.title(\"track_id = BEL, Longitude and Latitude by Race Number\")\nplt.legend()","metadata":{"execution":{"iopub.status.busy":"2022-08-29T01:53:39.642886Z","iopub.status.idle":"2022-08-29T01:53:39.643441Z","shell.execute_reply.started":"2022-08-29T01:53:39.643151Z","shell.execute_reply":"2022-08-29T01:53:39.643177Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"nyra_tracking0 = nyra_tracking[nyra_tracking[\"track_id\"] == \"SAR\"]\nnyra_tracking1 = nyra_tracking0[nyra_tracking0[\"month\"] == 9]\n\nplt.style.use(\"dark_background\")\nplt.figure(figsize = (16, 8))\nsns.scatterplot(data = nyra_tracking1, x = \"longitude\", y = \"latitude\", hue = \"race_number\", palette = \"Paired\")\n\nplt.title(\"track_id = SAR, Longitude and Latitude by Race Number\")\nplt.legend()","metadata":{"execution":{"iopub.status.busy":"2022-08-29T01:53:39.644671Z","iopub.status.idle":"2022-08-29T01:53:39.645233Z","shell.execute_reply.started":"2022-08-29T01:53:39.644954Z","shell.execute_reply":"2022-08-29T01:53:39.644980Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"nyra_2019.race_number.hist(bins=12)","metadata":{"execution":{"iopub.status.busy":"2022-08-29T01:53:39.646969Z","iopub.status.idle":"2022-08-29T01:53:39.647537Z","shell.execute_reply.started":"2022-08-29T01:53:39.647238Z","shell.execute_reply":"2022-08-29T01:53:39.647265Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"### Trakus Index Race Animation 🏎","metadata":{}},{"cell_type":"code","source":"nyra_2019[\"jockey\"]","metadata":{"execution":{"iopub.status.busy":"2022-08-29T01:53:39.648930Z","iopub.status.idle":"2022-08-29T01:53:39.649476Z","shell.execute_reply.started":"2022-08-29T01:53:39.649190Z","shell.execute_reply":"2022-08-29T01:53:39.649215Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"jockey = nyra_2019[nyra_2019[\"jockey\"] == \"Samuel Camacho Jr.\"]\njockey6 = jockey[jockey[\"race_number\"] == 6]\njockeyBEL = jockey6[jockey6[\"track_id\"] == \"BEL\"]\njockeyALW = jockeyBEL[jockeyBEL[\"race_type\"] == \"ALW\"]\njockeyCLM = jockeyBEL[jockeyBEL[\"race_type\"] == \"CLM\"]\njockeyALW = jockeyALW.sort_values(by = \"trakus_index\", ascending = True)\n\nfig = px.scatter(jockeyALW, x = \"longitude\", y = \"latitude\", hover_data = [\"race_type\", \"track_id\"],\n                 animation_frame = \"longitude\",\n                 range_y = (min(jockeyALW['latitude']), max(jockeyALW['latitude'])),\n                 range_x = (max(jockeyALW['longitude']), min(jockeyALW['longitude'])),\n                 #size = \"trakus_index\",\n                 color = \"trakus_index\", color_continuous_scale = \"Turbo\", range_color = (0, 299),\n                 title = \"Samuel Camacho Jr. - Trakus Index,  Race Number = 6,  track_id = BEL\")\n\nfig.layout.updatemenus[0].buttons[0].args[1]['frame']['duration'] = 30\nfig.layout.updatemenus[0].buttons[0].args[1]['transition']['duration'] = 5\nfig.update_traces(marker = dict(symbol = \"circle-open\", size = 20)) # scaling the markers\nfig.update_layout(template = \"plotly_dark\", font = dict(family = \"PT Sans\", size = 12))\nfig.show()","metadata":{"execution":{"iopub.status.busy":"2022-08-29T01:53:39.651298Z","iopub.status.idle":"2022-08-29T01:53:39.651867Z","shell.execute_reply.started":"2022-08-29T01:53:39.651588Z","shell.execute_reply":"2022-08-29T01:53:39.651615Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"nyra_2019['jockey'].value_counts('Samuel Camacho Jr.')","metadata":{"execution":{"iopub.status.busy":"2022-08-29T01:53:39.653357Z","iopub.status.idle":"2022-08-29T01:53:39.653961Z","shell.execute_reply.started":"2022-08-29T01:53:39.653669Z","shell.execute_reply":"2022-08-29T01:53:39.653698Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"jockey = nyra_2019[nyra_2019[\"jockey\"] == \"Flavien Prat\"]\njockey6 = jockey[jockey[\"race_number\"] == 6]\njockeyBEL = jockey6[jockey6[\"track_id\"] == \"BEL\"]\njockeyALW = jockeyBEL[jockeyBEL[\"race_type\"] == \"ALW\"]\njockeyCLM = jockeyBEL[jockeyBEL[\"race_type\"] == \"CLM\"]\njockeyALW = jockeyALW.sort_values(by = \"trakus_index\", ascending = True)\n\nfig = px.scatter(jockeyALW, x = \"longitude\", y = \"latitude\", hover_data = [\"race_type\", \"track_id\"],\n                 animation_frame = \"longitude\",\n                 range_y = (min(jockeyALW['latitude']), max(jockeyALW['latitude'])),\n                 range_x = (max(jockeyALW['longitude']), min(jockeyALW['longitude'])),\n                # size = \"trakus_index\",\n                 color = \"trakus_index\", color_continuous_scale = \"Turbo\", range_color = (0, 299),\n                 title = \"Flavien Prat - Trakus Index,  Race Number = 6,  track_id = BEL\")\n\nfig.layout.updatemenus[0].buttons[0].args[1]['frame']['duration'] = 30\nfig.layout.updatemenus[0].buttons[0].args[1]['transition']['duration'] = 5\nfig.update_traces(marker = dict(symbol = \"circle-open\", size = 20)) # scaling the markers\nfig.update_layout(template = \"plotly_dark\", font = dict(family = \"PT Sans\", size = 12))\nfig.show()","metadata":{"execution":{"iopub.status.busy":"2022-08-29T01:53:39.655487Z","iopub.status.idle":"2022-08-29T01:53:39.656100Z","shell.execute_reply.started":"2022-08-29T01:53:39.655809Z","shell.execute_reply":"2022-08-29T01:53:39.655838Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"###  Jockey Flavien Prat - Trakus Index Race Pathing by Odds of Winning 📈","metadata":{}},{"cell_type":"code","source":"jockey = nyra_2019[nyra_2019[\"jockey\"] == \"Flavien Prat\"]\nraces_bel = jockey[jockey[\"track_id\"] == 'BEL']\n\nfor odds in sorted([690, 650, 1840, 70, 520, 2140, 400, 2775, 700, 160, 1910, 1030, 660]):\n    \n    df0 = races_bel[races_bel[\"odds\"] == odds]\n    \n    fig = px.scatter(df0, x = \"longitude\", y = \"latitude\", opacity = 0.8,\n                     hover_data = [\"race_date\", \"distance_id\", \"purse\"],\n                     color = \"trakus_index\", color_continuous_scale = \"Turbo\", #range_color = (0, 399),\n                     title = f\"Flavien Prat Trakus Index Race Pathing,  Odds: {odds}  track_id = BEL\")\n\n    fig.update_traces(marker = dict(symbol = \"square-open\", size = 20)) # scaling the markers\n    fig.update_layout(template = \"plotly_dark\", font = dict(family = \"PT Sans\", size = 12))\n    fig.show()","metadata":{"execution":{"iopub.status.busy":"2022-08-29T01:53:39.657905Z","iopub.status.idle":"2022-08-29T01:53:39.658493Z","shell.execute_reply.started":"2022-08-29T01:53:39.658185Z","shell.execute_reply":"2022-08-29T01:53:39.658212Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"nyra_2019.head()","metadata":{"execution":{"iopub.status.busy":"2022-08-29T01:53:39.660233Z","iopub.status.idle":"2022-08-29T01:53:39.660823Z","shell.execute_reply.started":"2022-08-29T01:53:39.660526Z","shell.execute_reply":"2022-08-29T01:53:39.660552Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"nyra_2019.head()","metadata":{"execution":{"iopub.status.busy":"2022-08-29T01:53:39.662480Z","iopub.status.idle":"2022-08-29T01:53:39.663056Z","shell.execute_reply.started":"2022-08-29T01:53:39.662764Z","shell.execute_reply":"2022-08-29T01:53:39.662792Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"nyra_start['race_date'] = pd.to_datetime(nyra_start['race_date'])\nnyra_start['day'], nyra_start['month'] = nyra_start['race_date'].dt.day, nyra_start['race_date'].dt.month","metadata":{"execution":{"iopub.status.busy":"2022-08-29T01:53:39.664683Z","iopub.status.idle":"2022-08-29T01:53:39.665232Z","shell.execute_reply.started":"2022-08-29T01:53:39.664967Z","shell.execute_reply":"2022-08-29T01:53:39.664992Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"fig = px.scatter(nyra_start, x = \"weight_carried\", y = \"odds\", hover_data = [\"race_number\", \"jockey\"],\n                 color = \"odds\", color_continuous_scale = colors, range_color = (0, 9999),\n                 title = \"Odds by Weight Carried\")\n\nfig.update_traces(marker = dict(size = 8, symbol = \"circle\")) # scaling the markers\nfig.update_layout(template = \"plotly_dark\", font = dict(family = \"PT Sans\", size = 20))\nfig.show()","metadata":{"execution":{"iopub.status.busy":"2022-08-29T01:53:39.666884Z","iopub.status.idle":"2022-08-29T01:53:39.667538Z","shell.execute_reply.started":"2022-08-29T01:53:39.667152Z","shell.execute_reply":"2022-08-29T01:53:39.667179Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"\nfig = px.scatter(nyra_start, x = \"weight_carried\", y = \"day\", hover_data = [\"race_number\", \"jockey\"],\n                 color = \"odds\", color_continuous_scale = colors, range_color = (0, 9999),\n                 title = \"Odds by Day of Event and Weight Carried\")\n\nfig.update_traces(marker = dict(size = 9, symbol = \"square\")) # scaling the markers\nfig.update_layout(template = \"plotly_dark\", font = dict(family = \"PT Sans\", size = 20))\nfig.show()","metadata":{"execution":{"iopub.status.busy":"2022-08-29T01:53:39.670561Z","iopub.status.idle":"2022-08-29T01:53:39.671168Z","shell.execute_reply.started":"2022-08-29T01:53:39.670862Z","shell.execute_reply":"2022-08-29T01:53:39.670891Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"\nfig = px.scatter(nyra_start, x = \"weight_carried\", y = \"month\", hover_data = [\"race_number\", \"jockey\"],\n                 color = \"odds\", color_continuous_scale = colors, range_color = (0, 9999),\n                 title = \"Odds by Month of Event and Weight Carried\")\n\nfig.update_traces(marker = dict(size = 11, symbol = \"circle\")) # scaling the markers\nfig.update_layout(template = \"plotly_dark\", font = dict(family = \"PT Sans\", size = 20))\nfig.show()","metadata":{"execution":{"iopub.status.busy":"2022-08-29T01:53:39.681297Z","iopub.status.idle":"2022-08-29T01:53:39.682738Z","shell.execute_reply.started":"2022-08-29T01:53:39.682324Z","shell.execute_reply":"2022-08-29T01:53:39.682351Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"nyra_race['track_condition'].value_counts()","metadata":{"execution":{"iopub.status.busy":"2022-08-29T01:53:39.683741Z","iopub.status.idle":"2022-08-29T01:53:39.684137Z","shell.execute_reply.started":"2022-08-29T01:53:39.683950Z","shell.execute_reply":"2022-08-29T01:53:39.683968Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"fig = px.scatter(nyra_race, x = \"post_time\", y = \"run_up_distance\", hover_data = [\"race_number\", \"course_type\"],\n                 color = \"race_number\", color_discrete_sequence = colors, #range_color = (0, 9999),\n                 title = \"Post Time by Run Up Distance\")\n\nfig.update_traces(marker = dict(size = 4, symbol = \"circle\")) # scaling the markers\nfig.update_layout(template = \"plotly_dark\", font = dict(family = \"PT Sans\", size = 20))\nfig.show()","metadata":{"execution":{"iopub.status.busy":"2022-08-29T01:53:39.686104Z","iopub.status.idle":"2022-08-29T01:53:39.686545Z","shell.execute_reply.started":"2022-08-29T01:53:39.686321Z","shell.execute_reply":"2022-08-29T01:53:39.686339Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"","metadata":{},"execution_count":null,"outputs":[]}]}