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[Competition]**\n\n![GDS_ASL_FingerspellingCompetition_Banners_BlogImage.png](attachment:4ae4f5d5-4c60-45d0-b598-6d3d98509103.png)","metadata":{"_uuid":"8f2839f25d086af736a60e9eeb907d3b93b6e0e5","_cell_guid":"b1076dfc-b9ad-4769-8c92-a6c4dae69d19"},"attachments":{"4ae4f5d5-4c60-45d0-b598-6d3d98509103.png":{"image/png":"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"}}},{"cell_type":"markdown","source":"# Goal of the competition\nThe goal of this competition is to detect and translate American Sign Language (ASL) fingerspelling into text. You will create a model trained on the largest dataset of its kind, released specifically for this competition. The data includes more than three million fingerspelled characters produced by over 100 Deaf signers captured via the selfie camera of a smartphone with a variety of backgrounds and lighting conditions.","metadata":{}},{"cell_type":"markdown","source":"# What is American Sign Language (ASL) Fingerspelling Recognition ?\nAmerican Sign Language (ASL) Fingerspelling Recognition refers to the technology and techniques used to automatically recognize and interpret the hand gestures involved in fingerspelling within the context of ASL. Fingerspelling is a fundamental aspect of ASL where individual letters or words are spelled out using specific hand shapes.\n\nASL Fingerspelling Recognition systems aim to analyze video or image input and accurately identify the letters being signed. These systems typically involve computer vision and machine learning algorithms to detect and classify hand shapes and movements.\n\nThe recognition process involves several steps. First, the input video or image is segmented to isolate the hand region, removing any background noise. Then, hand tracking algorithms identify the positions and movements of the hand and fingers.","metadata":{}},{"cell_type":"markdown","source":"![2-Figure1-1.png](attachment:c21011b3-c570-40ac-8d46-82963bae9597.png)\n\n**ASL fingerspelling alphabets and 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"}}},{"cell_type":"markdown","source":"# Applications of ASL\nASL Fingerspelling Recognition has numerous applications. It can be used to develop assistive technologies for individuals with hearing impairments, enabling them to communicate more effectively. It can also be integrated into educational tools, sign language translation systems, or virtual reality applications to enhance accessibility and inclusivity.","metadata":{}},{"cell_type":"markdown","source":"**Let's get started on our notebook!!**","metadata":{}},{"cell_type":"code","source":"# helper functions\ndef map_new_to_old_style(sequence):\n    # there are 4 types of landmarks [face,pose,right_hand,left_hand]\n    types = []# list where we'll store landmarks\n    landmark_indexes = []\n    for column in list(sequence.columns)[1:544]:\n        # first column is frame which is not a landmark so counter starts from 1\n        # why 544 - because we are given that there are now 1,629 spatial coordinate columns for the x, y and z coordinates for each of the 543 landmarks.\n        parts = column.split(\"_\")\n        if len(parts) == 4:\n            # for x_left_hand_1 - there will be 4 parts and for x_pose_1 there will be 3 only\n            types.append(parts[1] + \"_\" + parts[2])\n        else:\n            types.append(parts[1])\n\n        landmark_indexes.append(int(parts[-1]))\n\n    data = {\"frame\": [], \"type\": [], \"landmark_index\": [], \"x\": [], \"y\": [], \"z\": []}\n\n    for index, row in sequence.iterrows():\n        data[\"frame\"] += [int(row.frame)] * 543\n        #       frame has values from 1,2,3....\n        # 1. Firstly we are converting them into integers - 1\n        # 2. Then we are making it a list - [1]\n        # 3. Multiplying by 543 makes the replicates the same element(1 from our example) 543 times for all the landmarks present\n        data[\"type\"] += types\n        data[\"landmark_index\"] += landmark_indexes\n\n        for _type, landmark_index in zip(types, landmark_indexes):\n            data[\"x\"].append(row[f\"x_{_type}_{landmark_index}\"])\n            data[\"y\"].append(row[f\"y_{_type}_{landmark_index}\"])\n            data[\"z\"].append(row[f\"z_{_type}_{landmark_index}\"])\n\n    return pd.DataFrame.from_dict(data)\n\n\ndef assign_colors(row):\n    if row == \"face\":\n        return \"red\"\n    elif \"hand\" in row:\n        return \"blue\"\n    else:\n        return \"green\"\n\n\n# specifies the plotting order\ndef assign_order(row):\n    if row.type == \"face\":\n        return row.landmark_index + 101\n    elif row.type == \"pose\":\n        return row.landmark_index + 30\n    elif row.type == \"left_hand\":\n        return row.landmark_index + 80\n    else:\n        return row.landmark_index","metadata":{"_kg_hide-input":true,"execution":{"iopub.status.busy":"2024-08-06T07:02:47.960709Z","iopub.execute_input":"2024-08-06T07:02:47.961885Z","iopub.status.idle":"2024-08-06T07:02:47.977962Z","shell.execute_reply.started":"2024-08-06T07:02:47.961824Z","shell.execute_reply":"2024-08-06T07:02:47.976338Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"# A function to visualize the landmarks in 2d\ndef visualise2d_landmarks(parquet_df, title=\"\"):\n    # we first define a list of landmark connections, which specify which landmarks are connected by a line.\n\n    # face landmarks are not connected by lines, you can also see that we have added 101 to face landmark indexs and in connections all values are below 100\n\n    connections = [  \n        [0, 1, 2, 3, 4,],\n        [0, 5, 6, 7, 8],\n        [0, 9, 10, 11, 12],\n        [0, 13, 14, 15, 16],\n        [0, 17, 18, 19, 20],\n\n        \n        [38, 36, 35, 34, 30, 31, 32, 33, 37],\n        [40, 39],\n        [52, 46, 50, 48, 46, 44, 42, 41, 43, 45, 47, 49, 45, 51],\n        [42, 54, 56, 58, 60, 62, 58],\n        [41, 53, 55, 57, 59, 61, 57],\n        [54, 53],\n\n        \n        [80, 81, 82, 83, 84, ],\n        [80, 85, 86, 87, 88],\n        [80, 89, 90, 91, 92],\n        [80, 93, 94, 95, 96],\n        [80, 97, 98, 99, 100], ]\n\n    parquet_df = map_new_to_old_style(parquet_df)\n    frames = sorted(set(parquet_df.frame))\n    first_frame = min(frames)\n    parquet_df[\"color\"] = parquet_df.type.apply(lambda row: assign_colors(row))\n    parquet_df[\"plot_order\"] = parquet_df.apply(lambda row: assign_order(row), axis=1)\n    first_frame_df = parquet_df[parquet_df.frame == first_frame].copy()\n    first_frame_df = first_frame_df.sort_values([\"plot_order\"]).set_index(\"plot_order\")\n\n    frames_l = []\n    for frame in frames:\n        filtered_df = parquet_df[parquet_df.frame == frame].copy()\n        filtered_df = filtered_df.sort_values([\"plot_order\"]).set_index(\"plot_order\")\n        traces = [\n            go.Scatter(\n                x=filtered_df[\"x\"],\n                y=filtered_df[\"y\"],\n                mode=\"markers\",\n                marker=dict(color=filtered_df.color, size=9),\n            )\n        ]\n\n        for i, seg in enumerate(connections):\n            trace = go.Scatter(\n                x=filtered_df.loc[seg][\"x\"],\n                y=filtered_df.loc[seg][\"y\"],\n                mode=\"lines\",\n            )\n            traces.append(trace)\n        frame_data = go.Frame(data=traces, traces=[i for i in range(17)])\n        frames_l.append(frame_data)\n\n    traces = [\n        go.Scatter(\n            x=first_frame_df[\"x\"],\n            y=first_frame_df[\"y\"],\n            mode=\"markers\",\n            marker=dict(color=first_frame_df.color, size=9),\n        )\n    ]\n    for i, seg in enumerate(connections):\n        trace = go.Scatter(\n            x=first_frame_df.loc[seg][\"x\"],\n            y=first_frame_df.loc[seg][\"y\"],\n            mode=\"lines\",\n            line=dict(color=\"black\", width=2),\n        )\n        traces.append(trace)\n    fig = go.Figure(data=traces, frames=frames_l)\n\n    fig.update_layout(\n        width=500,\n        height=800,\n        scene={\n            \"aspectmode\": \"data\",\n        },\n        updatemenus=[\n            {\n                \"buttons\": [\n                    {\n                        \"args\": [\n                            None,\n                            {\n                                \"frame\": {\"duration\": 100, \"redraw\": True},\n                                \"fromcurrent\": True,\n                                \"transition\": {\"duration\": 0},\n                            },\n                        ],\n                        \"label\": \"&#9654;\",\n                        \"method\": \"animate\",\n                    },\n                    {\n                        \"args\": [\n                            [None],\n                            {\n                                \"frame\": {\"duration\": 0, \"redraw\": False},\n                                \"mode\": \"immediate\",\n                                \"transition\": {\"duration\": 0},\n                            },\n                        ],\n                        \"label\": \"&#9612;&#9612;\",\n                        \"method\": \"animate\",\n                    },\n                ],\n                \"direction\": \"left\",\n                \"pad\": {\"r\": 100, \"t\": 100},\n                \"font\": {\"size\": 20},\n                \"type\": \"buttons\",\n                \"x\": 0.1,\n                \"y\": 0,\n            }\n        ],\n    )\n    camera = dict(up=dict(x=0, y=-1, z=0), eye=dict(x=0, y=0, z=2.5))\n    fig.update_layout(title_text=title, title_x=0.5)\n    fig.update_layout(scene_camera=camera, showlegend=False)\n    fig.update_layout(\n        xaxis=dict(visible=False),\n        yaxis=dict(visible=False),\n    )\n    fig.update_yaxes(autorange=\"reversed\")\n\n    fig.show()\n\n\ndef get_phrase(df, file_id, sequence_id):\n    return df[\n        np.logical_and(df.file_id == file_id, df.sequence_id == sequence_id)\n    ].phrase.iloc[0]","metadata":{"_kg_hide-input":true,"execution":{"iopub.status.busy":"2024-08-06T07:02:47.980653Z","iopub.execute_input":"2024-08-06T07:02:47.981853Z","iopub.status.idle":"2024-08-06T07:02:48.013458Z","shell.execute_reply.started":"2024-08-06T07:02:47.981797Z","shell.execute_reply":"2024-08-06T07:02:48.011689Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"# Importing Libraries","metadata":{}},{"cell_type":"code","source":"import numpy as np\nimport pandas as pd\nimport matplotlib.pyplot as plt\nimport seaborn as sns\n\nimport plotly.express as px\nimport plotly.graph_objs as go\nimport json\n\nimport warnings\nwarnings.filterwarnings(\"ignore\")","metadata":{"execution":{"iopub.status.busy":"2024-08-06T07:02:52.562253Z","iopub.execute_input":"2024-08-06T07:02:52.562741Z","iopub.status.idle":"2024-08-06T07:02:54.366357Z","shell.execute_reply.started":"2024-08-06T07:02:52.562701Z","shell.execute_reply":"2024-08-06T07:02:54.365264Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"# Importing Datasets","metadata":{}},{"cell_type":"code","source":"supplement_data = pd.read_csv('/kaggle/input/asl-fingerspelling/supplemental_metadata.csv')\ntrain_data = pd.read_csv('/kaggle/input/asl-fingerspelling/train.csv')","metadata":{"execution":{"iopub.status.busy":"2024-08-06T07:02:55.234331Z","iopub.execute_input":"2024-08-06T07:02:55.23479Z","iopub.status.idle":"2024-08-06T07:02:55.568109Z","shell.execute_reply.started":"2024-08-06T07:02:55.234757Z","shell.execute_reply":"2024-08-06T07:02:55.566967Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"# Exploratory Data Analysis\n\n## For Supplemental data","metadata":{}},{"cell_type":"code","source":"supplement_data.head()","metadata":{"execution":{"iopub.status.busy":"2024-08-06T07:02:57.767662Z","iopub.execute_input":"2024-08-06T07:02:57.768677Z","iopub.status.idle":"2024-08-06T07:02:57.802288Z","shell.execute_reply.started":"2024-08-06T07:02:57.768624Z","shell.execute_reply":"2024-08-06T07:02:57.800886Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"print(\"Number of rows and columns:\", supplement_data.shape) \nprint()\nprint('*************************************')\nprint()\nprint(supplement_data.info())\nprint()\nprint('*************************************')\nprint()\nprint(\"Number of Unique Values:\\n\",supplement_data.nunique())\nprint()\nprint('*************************************')\nprint()\nprint(\"Duplicate Values:\\n\",supplement_data.duplicated().sum())\nprint()\nprint('*************************************')\nprint()\nprint(\"Null Values:\\n\",supplement_data.isnull().sum())","metadata":{"execution":{"iopub.status.busy":"2024-08-06T07:03:00.560869Z","iopub.execute_input":"2024-08-06T07:03:00.561364Z","iopub.status.idle":"2024-08-06T07:03:00.699969Z","shell.execute_reply.started":"2024-08-06T07:03:00.561328Z","shell.execute_reply":"2024-08-06T07:03:00.698526Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"**Observations :**\n- There are **52958** rows and **5** columns.\n- There are **no null** values.\n- There are **no duplicate** records.","metadata":{}},{"cell_type":"code","source":"supplement_data.describe()","metadata":{"execution":{"iopub.status.busy":"2024-08-06T07:03:06.03441Z","iopub.execute_input":"2024-08-06T07:03:06.034831Z","iopub.status.idle":"2024-08-06T07:03:06.066624Z","shell.execute_reply.started":"2024-08-06T07:03:06.034798Z","shell.execute_reply":"2024-08-06T07:03:06.065407Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## For Train data","metadata":{}},{"cell_type":"code","source":"train_data.head()","metadata":{"execution":{"iopub.status.busy":"2024-08-06T07:03:08.586711Z","iopub.execute_input":"2024-08-06T07:03:08.587188Z","iopub.status.idle":"2024-08-06T07:03:08.600792Z","shell.execute_reply.started":"2024-08-06T07:03:08.587153Z","shell.execute_reply":"2024-08-06T07:03:08.5995Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"print(\"Number of rows and columns:\", train_data.shape) \nprint()\nprint('*************************************')\nprint()\nprint(train_data.info())\nprint()\nprint('*************************************')\nprint()\nprint(\"Number of Unique Values:\\n\",train_data.nunique())\nprint()\nprint('*************************************')\nprint()\nprint(\"Duplicate Values:\\n\",train_data.duplicated().sum())\nprint()\nprint('*************************************')\nprint()\nprint(\"Null Values:\\n\",train_data.isnull().sum())","metadata":{"execution":{"iopub.status.busy":"2024-08-06T07:03:11.579297Z","iopub.execute_input":"2024-08-06T07:03:11.579888Z","iopub.status.idle":"2024-08-06T07:03:11.76359Z","shell.execute_reply.started":"2024-08-06T07:03:11.579842Z","shell.execute_reply":"2024-08-06T07:03:11.762041Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"**Observations :**\n- There are **67287** rows and **5** columns.\n- There are **no null** values.\n- There are **no duplicate** records.","metadata":{}},{"cell_type":"code","source":"train_data.describe()","metadata":{"execution":{"iopub.status.busy":"2024-08-06T07:03:14.789638Z","iopub.execute_input":"2024-08-06T07:03:14.790778Z","iopub.status.idle":"2024-08-06T07:03:14.832292Z","shell.execute_reply.started":"2024-08-06T07:03:14.79072Z","shell.execute_reply":"2024-08-06T07:03:14.831081Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"### Getting to know the length of each phrase.","metadata":{}},{"cell_type":"code","source":"train_data['phrase_char_len'] = train_data['phrase'].apply(len)\ntrain_data.head()","metadata":{"execution":{"iopub.status.busy":"2024-08-06T07:04:25.744636Z","iopub.execute_input":"2024-08-06T07:04:25.745228Z","iopub.status.idle":"2024-08-06T07:04:25.801479Z","shell.execute_reply.started":"2024-08-06T07:04:25.745189Z","shell.execute_reply":"2024-08-06T07:04:25.80006Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"### Visualizing the distribution of Phrase lengths.","metadata":{}},{"cell_type":"code","source":"fig = px.histogram(train_data,x='phrase_char_len',nbins=35,color_discrete_sequence = px.colors.qualitative.Set2, title=\"Virus affected different age groups\")\nfig.show()","metadata":{"execution":{"iopub.status.busy":"2024-08-06T07:04:27.765045Z","iopub.execute_input":"2024-08-06T07:04:27.765511Z","iopub.status.idle":"2024-08-06T07:04:29.688556Z","shell.execute_reply.started":"2024-08-06T07:04:27.765477Z","shell.execute_reply":"2024-08-06T07:04:29.68728Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"**Observations :**\n- It seems that the number of records are having maximum count for the phrase length between 25-35.","metadata":{}},{"cell_type":"markdown","source":"### Getting the value counts for the 'phrase' column and storing it in a dataframe","metadata":{}},{"cell_type":"code","source":"total_phrases = train_data['phrase'].value_counts()\n\ndata_phrases = pd.DataFrame({'phrases': total_phrases.index, 'phrase count': total_phrases.values})","metadata":{"execution":{"iopub.status.busy":"2024-08-06T07:04:35.66571Z","iopub.execute_input":"2024-08-06T07:04:35.667257Z","iopub.status.idle":"2024-08-06T07:04:35.726864Z","shell.execute_reply.started":"2024-08-06T07:04:35.667166Z","shell.execute_reply":"2024-08-06T07:04:35.725123Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"data_phrases.head(20)","metadata":{"execution":{"iopub.status.busy":"2024-08-05T16:17:09.111353Z","iopub.execute_input":"2024-08-05T16:17:09.111753Z","iopub.status.idle":"2024-08-05T16:17:09.12393Z","shell.execute_reply.started":"2024-08-05T16:17:09.111724Z","shell.execute_reply":"2024-08-05T16:17:09.12267Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"### Visualizing the phrases count in a 'phrase' column.\n\n#### Most used phrases","metadata":{}},{"cell_type":"code","source":"fig = px.bar(data_phrases.iloc[:10,:],x='phrase count', y='phrases', height=700, width= 1200, color='phrases',color_discrete_sequence =px.colors.qualitative.G10, title='Top 10 Most frequently used phrases')\nfig.update_layout(xaxis={'categoryorder':'total descending'})\nfig.show()","metadata":{"execution":{"iopub.status.busy":"2024-08-06T07:04:39.154291Z","iopub.execute_input":"2024-08-06T07:04:39.155815Z","iopub.status.idle":"2024-08-06T07:04:39.320837Z","shell.execute_reply.started":"2024-08-06T07:04:39.155766Z","shell.execute_reply":"2024-08-06T07:04:39.319608Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"#### Least used phrases.","metadata":{}},{"cell_type":"code","source":"fig = px.bar(data_phrases.iloc[-10:,:],x='phrase count', y='phrases', height=700, width= 1200, color='phrases',color_discrete_sequence= px.colors.sequential.Plasma, title='Top 10 Least used phrases')\nfig.update_layout(xaxis={'categoryorder':'total descending'})\nfig.show()","metadata":{"execution":{"iopub.status.busy":"2024-08-05T16:18:36.884815Z","iopub.execute_input":"2024-08-05T16:18:36.885519Z","iopub.status.idle":"2024-08-05T16:18:37.009703Z","shell.execute_reply.started":"2024-08-05T16:18:36.885487Z","shell.execute_reply":"2024-08-05T16:18:37.008562Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## Exploring landmarks file\n\n### Most used phrase","metadata":{}},{"cell_type":"code","source":"# Creating subset of dataset where phrase is \"why do you ask silly questions\".\n\ntop_phrase = supplement_data[supplement_data[\"phrase\"]==\"why do you ask silly questions\"]['path'].values[0]\ntop_phrase","metadata":{"execution":{"iopub.status.busy":"2024-08-06T07:17:44.076995Z","iopub.execute_input":"2024-08-06T07:17:44.077519Z","iopub.status.idle":"2024-08-06T07:17:44.099411Z","shell.execute_reply.started":"2024-08-06T07:17:44.077483Z","shell.execute_reply":"2024-08-06T07:17:44.098124Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"### Least used phrase","metadata":{}},{"cell_type":"code","source":"# Creating subset of dataset where phrase is \"my favorite place is to visit\".\n\nbottom_phrase = supplement_data[supplement_data[\"phrase\"]==\"my favorite place is to visit\"]['path'].values[0]\nbottom_phrase","metadata":{"execution":{"iopub.status.busy":"2024-04-03T06:52:01.939307Z","iopub.execute_input":"2024-04-03T06:52:01.940187Z","iopub.status.idle":"2024-04-03T06:52:01.959654Z","shell.execute_reply.started":"2024-04-03T06:52:01.940145Z","shell.execute_reply":"2024-04-03T06:52:01.958445Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"### Exploring data related to *top_phrase* further","metadata":{}},{"cell_type":"code","source":"landmark_df = pd.read_parquet('/kaggle/input/asl-fingerspelling/'+ top_phrase)\nlandmark_df.head()","metadata":{"execution":{"iopub.status.busy":"2024-08-06T07:06:03.576235Z","iopub.execute_input":"2024-08-06T07:06:03.577717Z","iopub.status.idle":"2024-08-06T07:06:27.863613Z","shell.execute_reply.started":"2024-08-06T07:06:03.577665Z","shell.execute_reply":"2024-08-06T07:06:27.862397Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"landmark_df=landmark_df.reset_index(inplace=False)\nlandmark_df.head()","metadata":{"execution":{"iopub.status.busy":"2024-08-06T07:18:03.809155Z","iopub.execute_input":"2024-08-06T07:18:03.809685Z","iopub.status.idle":"2024-08-06T07:18:04.691502Z","shell.execute_reply.started":"2024-08-06T07:18:03.809646Z","shell.execute_reply":"2024-08-06T07:18:04.690365Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"landmark_df.shape, landmark_df[\"sequence_id\"].nunique()","metadata":{"execution":{"iopub.status.busy":"2024-08-06T07:18:08.440446Z","iopub.execute_input":"2024-08-06T07:18:08.441295Z","iopub.status.idle":"2024-08-06T07:18:08.452385Z","shell.execute_reply.started":"2024-08-06T07:18:08.441229Z","shell.execute_reply":"2024-08-06T07:18:08.451009Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"**Observations :**\n- There are **171404** rows and **1631** columns.\n- There are **1000** unique sequence_id values.","metadata":{}},{"cell_type":"markdown","source":"# Reading Json Data","metadata":{}},{"cell_type":"code","source":"file_path = '/kaggle/input/asl-fingerspelling/character_to_prediction_index.json'\n\n# Open the JSON file and load its contents\nwith open(file_path, 'r') as file:\n    data = json.load(file)\n\nprint(data)","metadata":{"execution":{"iopub.status.busy":"2024-08-06T07:17:01.060974Z","iopub.execute_input":"2024-08-06T07:17:01.061532Z","iopub.status.idle":"2024-08-06T07:17:01.070291Z","shell.execute_reply.started":"2024-08-06T07:17:01.061489Z","shell.execute_reply":"2024-08-06T07:17:01.068903Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"**Observations :**\n- It seems there is a relation assigned between character and value.\n- We need to put it into more simple format.","metadata":{}},{"cell_type":"code","source":"char=[]\nvalue=[]\n\nfor i,j in data.items():\n    char.append(i)\n    value.append(j)","metadata":{"execution":{"iopub.status.busy":"2024-08-06T07:17:02.717044Z","iopub.execute_input":"2024-08-06T07:17:02.717483Z","iopub.status.idle":"2024-08-06T07:17:02.725136Z","shell.execute_reply.started":"2024-08-06T07:17:02.71745Z","shell.execute_reply":"2024-08-06T07:17:02.723831Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"char_to_pred_index=pd.DataFrame({\"char\":char,\"value\":value})\nchar_to_pred_index.head(20)","metadata":{"execution":{"iopub.status.busy":"2024-08-06T07:17:04.225634Z","iopub.execute_input":"2024-08-06T07:17:04.22612Z","iopub.status.idle":"2024-08-06T07:17:04.244764Z","shell.execute_reply.started":"2024-08-06T07:17:04.226087Z","shell.execute_reply":"2024-08-06T07:17:04.243444Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## Visualizing the Sequence","metadata":{}},{"cell_type":"code","source":"# Number of unique file_ids in train folder\n\nunique_file_ids = len(np.unique(train_data['file_id']))\nunique_file_ids","metadata":{"execution":{"iopub.status.busy":"2024-08-06T07:18:15.079151Z","iopub.execute_input":"2024-08-06T07:18:15.080391Z","iopub.status.idle":"2024-08-06T07:18:15.088875Z","shell.execute_reply.started":"2024-08-06T07:18:15.080347Z","shell.execute_reply":"2024-08-06T07:18:15.087623Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"### Generating a random integer between 0 and 53 (unique_file_ids)","metadata":{}},{"cell_type":"code","source":"random_id = np.random.randint(0, unique_file_ids)\n\n# Getting the random file_id \nrandom_file_id = np.unique(train_data['file_id'])[random_id]","metadata":{"execution":{"iopub.status.busy":"2024-08-06T07:18:42.990219Z","iopub.execute_input":"2024-08-06T07:18:42.990674Z","iopub.status.idle":"2024-08-06T07:18:42.998487Z","shell.execute_reply.started":"2024-08-06T07:18:42.990641Z","shell.execute_reply":"2024-08-06T07:18:42.997061Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"### Getting all different sequences in random file","metadata":{}},{"cell_type":"code","source":"signs = train_data[train_data['file_id'] == random_file_id]\nsigns.head()","metadata":{"execution":{"iopub.status.busy":"2024-08-06T07:18:44.600933Z","iopub.execute_input":"2024-08-06T07:18:44.60225Z","iopub.status.idle":"2024-08-06T07:18:44.623953Z","shell.execute_reply.started":"2024-08-06T07:18:44.602194Z","shell.execute_reply":"2024-08-06T07:18:44.622439Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"print('Unique indexes : ',len(np.unique(signs.index)))","metadata":{"execution":{"iopub.status.busy":"2024-08-06T07:18:47.307607Z","iopub.execute_input":"2024-08-06T07:18:47.308122Z","iopub.status.idle":"2024-08-06T07:18:47.316008Z","shell.execute_reply.started":"2024-08-06T07:18:47.308086Z","shell.execute_reply":"2024-08-06T07:18:47.314659Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"### Getting a random Sequence id","metadata":{}},{"cell_type":"code","source":"random_squence_id = signs.sample()['sequence_id'].item()","metadata":{"execution":{"iopub.status.busy":"2024-08-06T07:18:54.739133Z","iopub.execute_input":"2024-08-06T07:18:54.739577Z","iopub.status.idle":"2024-08-06T07:18:54.746212Z","shell.execute_reply.started":"2024-08-06T07:18:54.739541Z","shell.execute_reply":"2024-08-06T07:18:54.74486Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"### Locating the simultaneous parquet record using the random_file_id generated","metadata":{}},{"cell_type":"code","source":"path_to_sign = f\"/kaggle/input/asl-fingerspelling/train_landmarks/{random_file_id}.parquet\"\nparquet = pd.read_parquet(path_to_sign)","metadata":{"execution":{"iopub.status.busy":"2024-08-06T07:18:59.702201Z","iopub.execute_input":"2024-08-06T07:18:59.702609Z","iopub.status.idle":"2024-08-06T07:19:27.356891Z","shell.execute_reply.started":"2024-08-06T07:18:59.702578Z","shell.execute_reply":"2024-08-06T07:19:27.355737Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"sequence = parquet[parquet.index == random_squence_id]\nsequence","metadata":{"execution":{"iopub.status.busy":"2024-08-06T07:09:17.641249Z","iopub.execute_input":"2024-08-06T07:09:17.641715Z","iopub.status.idle":"2024-08-06T07:09:17.684394Z","shell.execute_reply.started":"2024-08-06T07:09:17.641679Z","shell.execute_reply":"2024-08-06T07:09:17.683104Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"# Visualizing the Fingerspelling Animation","metadata":{}},{"cell_type":"code","source":"sequence_phrase = get_phrase(train_data, random_file_id, random_squence_id)\nvisualise2d_landmarks(sequence, f\"Phrase: {sequence_phrase}\")","metadata":{"execution":{"iopub.status.busy":"2024-08-06T07:21:41.797261Z","iopub.execute_input":"2024-08-06T07:21:41.798658Z","iopub.status.idle":"2024-08-06T07:22:16.471112Z","shell.execute_reply.started":"2024-08-06T07:21:41.798606Z","shell.execute_reply":"2024-08-06T07:22:16.469551Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"### <p style=\"text-align:center;\"><span style=\"color:red\">💬 Thanks for reading till the end!! If you liked the notebook till here then please do Upvote👍. I am all ears to any advice/remarks.!!😃</span></p>","metadata":{}},{"cell_type":"markdown","source":"<div class=\"alert alert-block alert-info\"> 📌 WORK IN PROGRESS.</div>","metadata":{}},{"cell_type":"code","source":"import pandas as pd\n\n# Hàm để lấy cụm từ từ dữ liệu\ndef get_phrase(data, file_id, sequence_id):\n    phrase = data[(data['file_id'] == file_id) & (data['sequence_id'] == sequence_id)]['phrase'].values[0]\n    return phrase\n\n# Giả định bạn đã có train_data\ntrain_data = pd.read_csv('/kaggle/input/asl-fingerspelling/train.csv')\n\n# Tạo ID ngẫu nhiên để lấy dữ liệu\nrandom_id = np.random.randint(0, len(train_data['file_id'].unique()))\nrandom_file_id = train_data['file_id'].unique()[random_id]\n\n# Lấy các sequence_id liên quan đến file_id ngẫu nhiên\nsigns = train_data[train_data['file_id'] == random_file_id]\nrandom_squence_id = signs.sample()['sequence_id'].item()\n\n# Lấy cụm từ từ data\nsequence_phrase = get_phrase(train_data, random_file_id, random_squence_id)\n\n# In ra câu phrase\nprint(f\"Phrase: {sequence_phrase}\")\n","metadata":{"execution":{"iopub.status.busy":"2024-08-06T07:16:44.039874Z","iopub.execute_input":"2024-08-06T07:16:44.040347Z","iopub.status.idle":"2024-08-06T07:16:44.153435Z","shell.execute_reply.started":"2024-08-06T07:16:44.040316Z","shell.execute_reply":"2024-08-06T07:16:44.152005Z"},"trusted":true},"execution_count":null,"outputs":[]}]}