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"}}},{"cell_type":"markdown","source":"### 0から作成してみたのですが、まったく解法がわからず。やむをえず他の方のものをコピーして、勉強させていただいています。\n### 分解しましたが、かなり内容は専門的で高度です。\n\nthanks https://www.kaggle.com/jeongyoonlee/google-smartphone-decimeter-eda-keras-tpu  Mr.Jeong-Yoon Lee","metadata":{}},{"cell_type":"markdown","source":"🌴突然の甌穴やその他の道路の障害物にぶつかったことがありますか？ナビゲーションアプリがより正確な位置または車線レベルの精度を提供できることを望みますか？これらおよびその他の新しい機能は、スマートフォンのポジショニングサービスを利用しています。機械学習と精度のGNSSアルゴリズムは、この精度を向上させ、何十億ものAndroid携帯ユーザーにさらに微調整された測位体験を提供することが期待されています。\n\nグローバルナビゲーション衛星システム（GNSS）は、GPSチップセットが位置を計算するために使用する生の信号を提供します。現在の携帯電話は、3〜5メートルの測位精度しか提供していません。多くの場合便利ですが、「ジャンピー」な体験を生み出すことができます。多くのユースケースでは、結果は良好ではなく、信頼できるほど安定していません。\n\nAndroid GPSチームが主催するこのコンテストは、ION GNSS +2021カンファレンスで発表されています。彼らは、スマートフォンのGNSS測位精度の研究を進め、人々が自分たちの周りの世界をよりよくナビゲートできるよう支援しようとしています。\n\nこのコンテストでは、ホストチームのAndroidスマートフォンから収集したデータを使用して、可能であればデシメートルまたはセンチメートルの解像度まで位置を計算します。提出物をトレーニングおよびテストするために、正確なグラウンドトゥルース、生のGPS測定値、および近くのGPSステーションからの支援データにアクセスできます。\n\n成功すれば、より正確な位置を作成するのに役立ち、より細かい人間の行動の地理空間情報と、はるかに細かい粒度のモバイルインターネットとの間の接続を橋渡しします。モバイルユーザーは、より良い車線レベルの座標、位置ベースのゲームのエクスペリエンスの向上、および交通安全の問題の場所のより高い特異性を得ることができます。あなたはあなたが行く必要があるところにあなたを連れて行くのがより簡単であることに気付くかもしれません。","metadata":{"execution":{"iopub.status.busy":"2021-07-08T03:17:20.077162Z","iopub.execute_input":"2021-07-08T03:17:20.077576Z","iopub.status.idle":"2021-07-08T03:17:20.092815Z","shell.execute_reply.started":"2021-07-08T03:17:20.077492Z","shell.execute_reply":"2021-07-08T03:17:20.091215Z"}}},{"cell_type":"raw","source":"🌓この課題は、GPS衛星からの信号、加速度計の読み取り値、ジャイロスコープの読み取り値など、電話の位置を特定するのに役立つさまざまな機器からのデータを提供します。\n\nこの課題の設計は車線レベルのマッピングなどの後処理アプリケーションに焦点を合わせているため、ルートに沿った将来のデータを利用して、可能な限り正確に位置を生成できます。 多くのルートが複数の電話で表される場合があるため、近隣の電話からの情報を利用して見積もりを支援することもできます。 一般的なGNSS測位アルゴリズムの開発を促進するために、電話内GPSチップセットの場所は、電話モデルやその他の要因によって異なるメーカー独自のアルゴリズムから派生しているため、提供されません。\n","metadata":{"_kg_hide-output":false}},{"cell_type":"markdown","source":"# ＜ディスカッションメモ🌻＞<br>\n・生のGNSSデータ<br>\ntrainとテストのフォルダにはそれぞれ、いくつかの異なる標準形式の生のGNSSデータと、読みやすいderivedcsv形式が含まれています。<br>\nこの生のgnssデータを完全に無視し、baseline_ファイルを処理するだけで開始できます。<br>\n<font color=\"orange\">生のGNSSには、個々の衛星までの実際の距離を把握し、それが緯度/経度にとって何を意味するかを把握するために必要なすべての基本情報が含まれています。 これは混乱を招く可能性があります！ だからそこから始めないでください:)<br>\nこれらのファイルにはIMUデータ（加速、ジャイロ、マグ）も含まれていますが、これはちょっと紛らわしいです-生のGNSS衛星データとIMUデータの両方が同じファイルにあるので、ファイルを注意深く解析して、 必要な情報。<br>\n・GPSフィールドは、最初は気が遠くなるように見える可能性のある多くのドメイン知識を提示します。 この分野に不慣れな場合は、これらの層の問題を、複雑さや必要なドメイン知識の量の順に調べることをお勧めします。</font><br>\n・このコンテストでは、時間はmillisSinceGpsEpochですが、生データの時間はutcTimeMillisです。\n使用されるUTC時間は、1970年1月1日に開始されたUnix時間であり、GPS時間は1980年1月6日に開始されました。したがって、UTCからGPSに変換するには：\nGPS（ms）= UTC（ms）-315964800000\nただし、これほど簡単なことはありません。各衛星ナビゲーションシステムはうるう秒を独自の方法で処理するため、うるう秒に注意する必要があります。 それらを考慮に入れるものもあれば、考慮しないものもあり、私たちの電話は衛星コンステレーション（ConstellationType）を頻繁に切り替えるようです。<br>\n・基本的にログデータは最初からgt_csvと一致しているように見えるので、誰かがベースラインにマージする必要がある場合、これはペアコレクションで機能するはずです-電話：\n（GPS_time_column-start_Baseline_time + 500）// 1000<br>\n・{meta、summary、geospatial}データの探索と、上位のEDAノートブックの読み取りに時間を費やすことは、複雑な地理空間データの処理方法を学ぶ上で間違いなく有益です。\n・機械学習が少ない\n-機械学習アルゴリズム（主に勾配ブーストされたマシンとニューラルネットワークを参照）は、ほぼすべてのkaggleチャレンジで間違いなく役立ちます。そうは言っても、このデータを操作するときは、baseline_locations_testファイルにlatDeg列とlngDeg列があり、送信ファイルに配置すると、すでに約7.19のかなり良いスコアが生成されることに注意することが重要です。このため、他の後処理技術は、機械学習よりも価値のある結果を生み出す可能性があります。<br>\n-<u>外れ値を修正する</u><br>\n時系列パスのデータを処理しているため、外れ値の修正は特に有用であり、おそらく最初のステップの1つになるはずです。リ<br>\n-平滑化データとカルマンフィルター<br>\n<u>データ平滑化は、アルゴリズムを使用してデータセットからノイズを除去します。</u>これは、GPSデータを操作するときに非常に役立ちます。本当に強力な方法は、カルマンフィルターです（例はリンクされています）。カルマンフィルターには複数のバリエーションがあり、カルマン以外にも他の形式の平滑化があるため、多くの種類のデータ平滑化を試すことを強くお勧めします。<br>\n-後処理<br>\nデータの平滑化以外に使用できる後処理には、他にもいくつかの種類があります。地理空間データの後処理について読むと、優位に立つことができます。<br>","metadata":{}},{"cell_type":"code","source":"# --- CSS STYLE ---\nfrom IPython.core.display import HTML\ndef css_styling():\n    styles = open(\"../input/competiongoal/archive/alerts.css\", \"r\").read()\n    return HTML(\"<style>\"+styles+\"</style>\")\ncss_styling()","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:20:59.900516Z","iopub.execute_input":"2021-07-24T00:20:59.900937Z","iopub.status.idle":"2021-07-24T00:20:59.930747Z","shell.execute_reply.started":"2021-07-24T00:20:59.900847Z","shell.execute_reply":"2021-07-24T00:20:59.929762Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"<div class=\"alert simple-alert\"><font color=\"black\">\n <b>Competition ゴール</b> trainデータの中にしかないgrand_truth.csvのmillisSinceGpsEpoch latDeg lngDegを予測する。\n</div>","metadata":{}},{"cell_type":"markdown","source":"# Load Libraries & Data","metadata":{}},{"cell_type":"markdown","source":"## <font color=\"#FE2EF7\">simdkalman</font><br>\n単一命令の複数データのベクトル化を利用した Python の高速カルマン フィルター。 つまり、n 個の独立した一連の観測に対して n 個の類似したカルマン フィルターを実行します。 SIMD プロセッサの命令と混同しないでください。 examples/benchmark.py によると。 これは、多くの独立した時系列でベクトル化できる場合、pykalman よりも最大 100 倍、filterpy よりも 70 倍高速になります。 また、ベクトル化されていない場合でも、2 倍高速になります。<br>\n\n=>難しいですが、ディスカッションメモにも書いてあるとおり、今回のコンペでは必要な機能になります。","metadata":{}},{"cell_type":"code","source":"!pip install simdkalman","metadata":{"_kg_hide-output":true,"execution":{"iopub.status.busy":"2021-07-24T00:20:59.943339Z","iopub.execute_input":"2021-07-24T00:20:59.943754Z","iopub.status.idle":"2021-07-24T00:21:08.921678Z","shell.execute_reply.started":"2021-07-24T00:20:59.943703Z","shell.execute_reply":"2021-07-24T00:21:08.92058Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"%matplotlib inline\nfrom matplotlib import pyplot as plt\nimport numpy as np # linear algebra\nfrom pathlib import Path\nimport pandas as pd # data processing, CSV file I/O (e.g. pd.read_csv)\nfrom scipy import sparse\nfrom sklearn.metrics import mean_squared_error\nfrom sklearn.model_selection import KFold\nfrom sklearn.preprocessing import StandardScaler\nimport seaborn as sns\nimport simdkalman\nimport tensorflow as tf\nfrom tensorflow import keras\nfrom tqdm.notebook import tqdm\nfrom warnings import simplefilter\n\nsimplefilter('ignore')\nplt.style.use('fivethirtyeight')\npd.set_option('max_columns', 100)\npd.set_option('max_rows', 100)","metadata":{"_uuid":"8f2839f25d086af736a60e9eeb907d3b93b6e0e5","_cell_guid":"b1076dfc-b9ad-4769-8c92-a6c4dae69d19","execution":{"iopub.status.busy":"2021-07-24T00:21:08.923667Z","iopub.execute_input":"2021-07-24T00:21:08.924095Z","iopub.status.idle":"2021-07-24T00:21:15.824206Z","shell.execute_reply.started":"2021-07-24T00:21:08.924051Z","shell.execute_reply":"2021-07-24T00:21:15.823143Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"model_name = 'nn_v2'\n\ndata_dir = Path('../input/google-smartphone-decimeter-challenge')\ntrain_file = data_dir / 'baseline_locations_train.csv'\ntest_file = data_dir / 'baseline_locations_test.csv'\nsample_file = data_dir / 'sample_submission.csv'\n\nbuild_dir = Path('./build')\nbuild_dir.mkdir(parents=True, exist_ok=True)\npredict_val_file = build_dir / f'{model_name}.val.txt'\npredict_tst_file = build_dir / f'{model_name}.tst.txt'\nsubmission_file = 'submission.csv'\n\ncname_col = 'collectionName'\npname_col = 'phoneName'\nphone_col = 'phone'\nts_col = 'millisSinceGpsEpoch'\ndt_col = 'datetime'\nlat_col = 'latDeg'\nlon_col = 'lngDeg'\n\nlrate = .002 #.001\nbatch_size = 1024\nepochs = 100\nn_stop = 10\nn_fold = 5\nseed = 77","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:15.825982Z","iopub.execute_input":"2021-07-24T00:21:15.826275Z","iopub.status.idle":"2021-07-24T00:21:15.834479Z","shell.execute_reply.started":"2021-07-24T00:21:15.826245Z","shell.execute_reply":"2021-07-24T00:21:15.833421Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"### EDA","metadata":{}},{"cell_type":"code","source":"train = pd.read_csv(train_file)\ntest = pd.read_csv(test_file)","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:15.836115Z","iopub.execute_input":"2021-07-24T00:21:15.836479Z","iopub.status.idle":"2021-07-24T00:21:16.429Z","shell.execute_reply.started":"2021-07-24T00:21:15.83644Z","shell.execute_reply":"2021-07-24T00:21:16.427939Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"### 🔎trainデータのcollectionNameとphoneの関係","metadata":{}},{"cell_type":"code","source":"train.groupby('collectionName').apply(lambda x: x['phoneName'].unique())","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:16.430488Z","iopub.execute_input":"2021-07-24T00:21:16.430948Z","iopub.status.idle":"2021-07-24T00:21:16.502176Z","shell.execute_reply.started":"2021-07-24T00:21:16.430903Z","shell.execute_reply":"2021-07-24T00:21:16.501239Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"### 🔎testデータのcollectionNameとphoneの関係","metadata":{}},{"cell_type":"code","source":"test.groupby('collectionName').apply(lambda x: x['phoneName'].unique())","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:16.50351Z","iopub.execute_input":"2021-07-24T00:21:16.503806Z","iopub.status.idle":"2021-07-24T00:21:16.544082Z","shell.execute_reply.started":"2021-07-24T00:21:16.503777Z","shell.execute_reply":"2021-07-24T00:21:16.543105Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"train.phoneName.unique()","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:16.545386Z","iopub.execute_input":"2021-07-24T00:21:16.545704Z","iopub.status.idle":"2021-07-24T00:21:16.562262Z","shell.execute_reply.started":"2021-07-24T00:21:16.545675Z","shell.execute_reply":"2021-07-24T00:21:16.560984Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"📔・millisSinceGpsEpoch-GPSエポック（1980/1/6真夜中UTC）からの整数ミリ秒。 その値は等しい<br>\n・latDeg、lngDeg-参照GNSS受信機（NovAtel SPAN）によって推定されたWGS84の緯度、経度（10進度）。 場所を予想される非整数のタイムスタンプに合わせるために、必要に応じて線形補間が適用されています。<br>\n・heightAboveWgs84EllipsoidM-参照GNSS受信機によって推定されたWGS84楕円体からの高さ（メートル単位）。","metadata":{}},{"cell_type":"markdown","source":"# 🔖なにを予測するか\n📔df_testの中の答えじゃだめなの？=>だめでした。<br>\ntrainデータの中にしかないgrand_truth.csvのmillisSinceGpsEpoch\tlatDeg\tlngDeg　を予測する。","metadata":{}},{"cell_type":"markdown","source":"### そのまんまtestデータを変換して出すとどうなるの？=>7.187というスコアになります。0点かと思ったけど、スコアついた。\n### つまり、誤差がでかいということ。grand_truthが正解なのでそれを学習してあげる必要があるというのが今回のコンテストだと理解しました。😊","metadata":{}},{"cell_type":"markdown","source":"## ⏳わからないから、trainフォルダのファイルを全部読んでみる","metadata":{}},{"cell_type":"markdown","source":"# 🔓supplemental","metadata":{}},{"cell_type":"markdown","source":"## Pixel4_GnssLog.20o\n読んだものの、どうしたらいいかわからない。","metadata":{}},{"cell_type":"code","source":"f = open('../input/google-smartphone-decimeter-challenge/train/2020-05-14-US-MTV-1/Pixel4/supplemental/Pixel4_GnssLog.20o', 'r')\ndata = f.readlines()\nf.close()\ndata[:20]","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:16.564782Z","iopub.execute_input":"2021-07-24T00:21:16.565122Z","iopub.status.idle":"2021-07-24T00:21:16.664876Z","shell.execute_reply.started":"2021-07-24T00:21:16.565093Z","shell.execute_reply":"2021-07-24T00:21:16.66381Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## 💼SPAN_Pixel4_10Hz.nmea\nこれも見方がわからない。","metadata":{}},{"cell_type":"code","source":"f = open('../input/google-smartphone-decimeter-challenge/train/2020-05-14-US-MTV-1/Pixel4/supplemental/SPAN_Pixel4_10Hz.nmea', 'r')\ndata = f.readlines()\nf.close()\ndata[:10]","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:16.666827Z","iopub.execute_input":"2021-07-24T00:21:16.667118Z","iopub.status.idle":"2021-07-24T00:21:16.742Z","shell.execute_reply.started":"2021-07-24T00:21:16.667082Z","shell.execute_reply":"2021-07-24T00:21:16.740991Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"### トレインデータにしかないもの。ground_truth.csv　つまり正解データ","metadata":{}},{"cell_type":"code","source":"ground = pd.read_csv('../input/google-smartphone-decimeter-challenge/train/2020-05-14-US-MTV-1/Pixel4/ground_truth.csv')\nground.head(5)","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:16.74346Z","iopub.execute_input":"2021-07-24T00:21:16.744198Z","iopub.status.idle":"2021-07-24T00:21:16.787665Z","shell.execute_reply.started":"2021-07-24T00:21:16.744154Z","shell.execute_reply":"2021-07-24T00:21:16.786414Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"📔・collectionName-「グランド」親フォルダーの名前。<br>\n・hDop-GGAセンテンスからの高精度DOPの水平希釈は、測定のエラーが最終的な水平位置推定にどのように影響するかを説明します。<br>\n・vDop-GSAセンテンスからの高精度DOPの垂直希釈は、測定値のエラーが最終的な垂直位置推定にどのように影響するかを示します。<br>\n・speedMps-地上の速度（メートル/秒）。<br>\n・courseDegree-地上の真北に対する時計回りのコース角度（度単位）。<br>\n・millisSinceGpsEpoch-GPSエポック（1980/1/6真夜中UTC）からの整数ミリ秒。 その値は等しい<br>\n・latDeg、lngDeg-参照GNSS受信機（NovAtel SPAN）によって推定されたWGS84の緯度、経度（10進度）。 場所を予想される非整数のタイムスタンプに合わせるために、必要に応じて線形補間が適用されています。<br>\n・courseDegree-地上の真北に対する時計回りのコース角度（度単位）。","metadata":{}},{"cell_type":"markdown","source":"### 💼Pixel4_GnssLog.txt\n","metadata":{}},{"cell_type":"code","source":"f = open('../input/google-smartphone-decimeter-challenge/train/2020-05-14-US-MTV-1/Pixel4/Pixel4_GnssLog.txt', 'r')\ndata = f.readlines()\nf.close()\ndata[:10]","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:16.788965Z","iopub.execute_input":"2021-07-24T00:21:16.789251Z","iopub.status.idle":"2021-07-24T00:21:19.286778Z","shell.execute_reply.started":"2021-07-24T00:21:16.789224Z","shell.execute_reply":"2021-07-24T00:21:19.28562Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## 💼Pixel4_derived.csv","metadata":{}},{"cell_type":"code","source":"derived = pd.read_csv('../input/google-smartphone-decimeter-challenge/train/2020-05-14-US-MTV-1/Pixel4/Pixel4_derived.csv')\nderived","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:19.287966Z","iopub.execute_input":"2021-07-24T00:21:19.288247Z","iopub.status.idle":"2021-07-24T00:21:19.717531Z","shell.execute_reply.started":"2021-07-24T00:21:19.28822Z","shell.execute_reply":"2021-07-24T00:21:19.71662Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"derived_unique = list(derived.millisSinceGpsEpoch.unique())\nlen(derived_unique)","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:19.718904Z","iopub.execute_input":"2021-07-24T00:21:19.719189Z","iopub.status.idle":"2021-07-24T00:21:19.729127Z","shell.execute_reply.started":"2021-07-24T00:21:19.719162Z","shell.execute_reply":"2021-07-24T00:21:19.727963Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"ground_unique = list(ground.millisSinceGpsEpoch.unique())\nlen(ground_unique)","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:19.730482Z","iopub.execute_input":"2021-07-24T00:21:19.730866Z","iopub.status.idle":"2021-07-24T00:21:19.740001Z","shell.execute_reply.started":"2021-07-24T00:21:19.730836Z","shell.execute_reply":"2021-07-24T00:21:19.739039Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"# 💼metadataのファイルを読んでみる","metadata":{}},{"cell_type":"code","source":"import json\njson_open = open('../input/google-smartphone-decimeter-challenge/metadata/accumulated_delta_range_state_bit_map.json', 'r')\njson.load(json_open)","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:19.741293Z","iopub.execute_input":"2021-07-24T00:21:19.741598Z","iopub.status.idle":"2021-07-24T00:21:19.759118Z","shell.execute_reply.started":"2021-07-24T00:21:19.74157Z","shell.execute_reply":"2021-07-24T00:21:19.758011Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## 💼raw_state_bit_map.json","metadata":{}},{"cell_type":"code","source":"import json\njson_open = open('../input/google-smartphone-decimeter-challenge/metadata/raw_state_bit_map.json', 'r')\njson.load(json_open)","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:19.760482Z","iopub.execute_input":"2021-07-24T00:21:19.760815Z","iopub.status.idle":"2021-07-24T00:21:19.775939Z","shell.execute_reply.started":"2021-07-24T00:21:19.760784Z","shell.execute_reply":"2021-07-24T00:21:19.774914Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"📔[train / test] / [drive_id] / [phone_name] / [phone_name] _GnssLog.txt-GnssLoggerアプリによって生成された電話のログ。 このノートブックは、ログを解析する方法を示しています。 各gnssファイルには、いくつかのサブデータセットが含まれています","metadata":{}},{"cell_type":"markdown","source":"## 💼constellation_type_mapping.csv","metadata":{}},{"cell_type":"code","source":"pd.read_csv('../input/google-smartphone-decimeter-challenge/metadata/constellation_type_mapping.csv').head(5)","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:19.777036Z","iopub.execute_input":"2021-07-24T00:21:19.777322Z","iopub.status.idle":"2021-07-24T00:21:19.796266Z","shell.execute_reply.started":"2021-07-24T00:21:19.777295Z","shell.execute_reply":"2021-07-24T00:21:19.795241Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"# データ作成","metadata":{}},{"cell_type":"markdown","source":"# ①","metadata":{}},{"cell_type":"code","source":"# from https://www.kaggle.com/sohier/loading-gnss-logs\ndef gnss_log_to_dataframes(path):\n    print('Loading ' + path, flush=True)\n    gnss_section_names = {'Raw','UncalAccel', 'UncalGyro', 'UncalMag', 'Fix', 'Status', 'OrientationDeg'} #これはどこからでてきたのか？\n    with open(path) as f_open:\n        datalines = f_open.readlines()\n\n    datas = {k: [] for k in gnss_section_names}\n    gnss_map = {k: [] for k in gnss_section_names}\n    for dataline in datalines:\n        is_header = dataline.startswith('#')\n        dataline = dataline.strip('#').strip().split(',')\n        # skip over notes, version numbers, etc\n        if is_header and dataline[0] in gnss_section_names:\n            gnss_map[dataline[0]] = dataline[1:]\n        elif not is_header:\n            datas[dataline[0]].append(dataline[1:])\n\n    results = dict()\n    for k, v in datas.items():\n        results[k] = pd.DataFrame(v, columns=gnss_map[k])\n    # pandas doesn't properly infer types from these lists by default\n    for k, df in results.items():\n        for col in df.columns:\n            if col == 'CodeType':\n                continue\n            results[k][col] = pd.to_numeric(results[k][col])\n\n    return results","metadata":{"_kg_hide-input":true,"execution":{"iopub.status.busy":"2021-07-24T00:21:19.797701Z","iopub.execute_input":"2021-07-24T00:21:19.798099Z","iopub.status.idle":"2021-07-24T00:21:19.808862Z","shell.execute_reply.started":"2021-07-24T00:21:19.798059Z","shell.execute_reply":"2021-07-24T00:21:19.807812Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"gnss_section_names = {'Raw','UncalAccel', 'UncalGyro', 'UncalMag', 'Fix', 'Status', 'OrientationDeg'}\ndatas = {k: [] for k in gnss_section_names}\ngnss_map = {k: [] for k in gnss_section_names}\ndatas","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:19.81037Z","iopub.execute_input":"2021-07-24T00:21:19.810984Z","iopub.status.idle":"2021-07-24T00:21:19.828211Z","shell.execute_reply.started":"2021-07-24T00:21:19.810938Z","shell.execute_reply":"2021-07-24T00:21:19.827112Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"<pre><font color=\"orange\">Pythonの辞書（dict）のforループ処理の仕方（keys, values, items）</font>\n\n　　keys(): 各要素のキーkeyに対してforループ処理\n　　values(): 各要素の値valueに対してforループ処理\n　　items(): 各要素のキーkeyと値valueに対してforループ処理</pre>","metadata":{}},{"cell_type":"code","source":"results = dict()\nfor k, v in datas.items():\n     results[k] = pd.DataFrame(v, columns=gnss_map[k])\nresults","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:19.829875Z","iopub.execute_input":"2021-07-24T00:21:19.830272Z","iopub.status.idle":"2021-07-24T00:21:19.85398Z","shell.execute_reply.started":"2021-07-24T00:21:19.830223Z","shell.execute_reply":"2021-07-24T00:21:19.852912Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"# ②","metadata":{}},{"cell_type":"code","source":"# from https://www.kaggle.com/dannellyz/start-here-simple-folium-heatmap-for-geo-data\nimport folium\nfrom folium import plugins\n\n\ndef simple_folium(df:pd.DataFrame, lat_col:str, lon_col:str):\n    \"\"\"\n\n     ----------\n         マーカー付きの単純な Folium HeatMap を返します。\n     ----------\n     パラメーター\n     ----------\n         df :padnas データフレーム、必須\n             マッピングするデータを含む DataFrane\n         lat_col : str、必須\n             緯度を持つ列の名前\n         lon_col : str、必須\n             経度を持つ列の名前 \n    \"\"\"\n    #Preprocess\n    #Drop rows that do not have lat/lon\n    df = df[df[lat_col].notnull() & df[lon_col].notnull()]\n\n    # Convert lat/lon to (n, 2) nd-array format for heatmap\n    # Then send to list\n    df_locs = list(df[[lat_col, lon_col]].values)\n\n    ##folium.Mapオブジェクト作成\n    fol_map = folium.Map([df[lat_col].median(), df[lon_col].median()])\n\n    # plot heatmap\n    heat_map = plugins.HeatMap(df_locs)\n    print(heat_map)\n    fol_map.add_child(heat_map)\n\n    # plot markers\n    markers = plugins.MarkerCluster(locations = df_locs)\n    fol_map.add_child(markers)\n\n    #Add Layer Control\n    folium.LayerControl().add_to(fol_map)\n\n    return fol_map","metadata":{"_kg_hide-input":true,"execution":{"iopub.status.busy":"2021-07-24T00:21:19.855386Z","iopub.execute_input":"2021-07-24T00:21:19.855814Z","iopub.status.idle":"2021-07-24T00:21:20.327353Z","shell.execute_reply.started":"2021-07-24T00:21:19.85578Z","shell.execute_reply":"2021-07-24T00:21:20.326461Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"### <font color=\"orange\">foliumの概要</font><br>\nfoliumはleaflet.jsというJavascriptで使用することのできるマップをPythonライブラリ化したものです。これにより、Pythonで簡易的にマップを用いてデータの可視化を行えます。\n\nマップはOpenStreetMapが標準として使用できます。さらに、Mapboxといったマップも自身で取得したAPI keyを用いることで利用可能になります。","metadata":{}},{"cell_type":"code","source":"# from https://www.kaggle.com/jpmiller/baseline-from-host-data\n# simplified haversine distance\ndef calc_haversine(lat1, lon1, lat2, lon2):\n    \"\"\"2 点間の大円距離を計算します\n     地球上で。 入力は配列に似ており、10 進度で指定されます。\n    \"\"\"\n    lat1, lon1, lat2, lon2 = map(np.radians, [lat1, lon1, lat2, lon2])\n    dlat = lat2 - lat1\n    dlon = lon2 - lon1\n    a = np.sin(dlat/2.0)**2 + np.cos(lat1) * np.cos(lat2) * np.sin(dlon/2.0)**2\n\n    c = 2 * np.arcsin(a**0.5)\n    dist = 6_367_000 * c\n    return dist","metadata":{"_kg_hide-input":true,"execution":{"iopub.status.busy":"2021-07-24T00:21:20.328557Z","iopub.execute_input":"2021-07-24T00:21:20.32903Z","iopub.status.idle":"2021-07-24T00:21:20.335093Z","shell.execute_reply.started":"2021-07-24T00:21:20.328981Z","shell.execute_reply":"2021-07-24T00:21:20.334036Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"### <font color=\"orange\">カルマンフィルター</font>","metadata":{}},{"cell_type":"markdown","source":"> カルマンフィルターとは、過去(1時刻前)の推定値と現在のシステムへの入力およびシステムから計測した値からシステムの状態を推定する方法になります。ただし、入力には雑音が乗っており、計測した値にも雑音が乗っているものとします。\n> \n> 例えばセンサーで採取した信号には、必ず雑音が混入されます。カルマンフィルターはこのような実現象の影響を加味した考え方で構築されるアルゴリズムで、確率的な枠組みで状態推定を行うことでシステマティックに最適設計をすることができます。\n> \n> まず初めに、カルマンフィルターを構築するにあたり、入力から推定値を算出するために、制御対象となる数学モデルを算出する必要があります","metadata":{}},{"cell_type":"code","source":"# from https://www.kaggle.com/emaerthin/demonstration-of-the-kalman-filter　をそのまま使っている。\nT = 1.0 #ここらへんの数値はチューニングしようがないですね。\nstate_transition = np.array([[1, 0, T, 0, 0.5 * T ** 2, 0], [0, 1, 0, T, 0, 0.5 * T ** 2], [0, 0, 1, 0, T, 0],\n                             [0, 0, 0, 1, 0, T], [0, 0, 0, 0, 1, 0], [0, 0, 0, 0, 0, 1]])\nprocess_noise = np.diag([1e-5, 1e-5, 5e-6, 5e-6, 1e-6, 1e-6]) + np.ones((6, 6)) * 1e-9\nobservation_model = np.array([[1, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0]])\nobservation_noise = np.diag([5e-5, 5e-5]) + np.ones((2, 2)) * 1e-9\n\nkf = simdkalman.KalmanFilter(\n        state_transition = state_transition,\n        process_noise = process_noise,\n        observation_model = observation_model,\n        observation_noise = observation_noise)\n\ndef apply_kf_smoothing(df, kf_=kf):\n    unique_paths = df[phone_col].unique()\n    for phone in tqdm(unique_paths):\n        data = df.loc[df[phone_col] == phone][[lat_col, lon_col]].values\n        data = data.reshape(1, len(data), 2)\n        smoothed = kf_.smooth(data)\n        df.loc[df[phone_col] == phone, lat_col] = smoothed.states.mean[0, :, 0]\n        df.loc[df[phone_col] == phone, lon_col] = smoothed.states.mean[0, :, 1]\n    return df","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:20.340149Z","iopub.execute_input":"2021-07-24T00:21:20.340505Z","iopub.status.idle":"2021-07-24T00:21:20.355096Z","shell.execute_reply.started":"2021-07-24T00:21:20.34046Z","shell.execute_reply":"2021-07-24T00:21:20.353959Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"millisSinceGpsEpoch : GPS エポック (1980/1/6 午前 0 時 UTC) からの整数のミリ秒数。<br>\n<font color=\"#008800\">latDeg、lngDeg : GNSS 受信機 (NovAtel SPAN) によって推定された WGS84 緯度、経度 (10 進度)。 位置を予想される非整数のタイムスタンプに合わせるために、必要に応じて線形補間が適用されています。</font><br>\nheightAboveWgs84EllipsoidM -:GNSS 受信機によって推定された WGS84 楕円体上の高さ (メートル単位)。","metadata":{}},{"cell_type":"markdown","source":"> GNSS（Global Navigation Satellite System / 全球測位衛星システム）は、GPS、準天頂衛星（QZSS）、GLONASS、Galileo等の衛星測位システムの総称です。GNSS測量は、地球上空を周回するGNSS衛星から送られる電波を利用して、座標を求める高精度な測量方法です。測点に据え付けた受信機で上空からの電波を受信するだけなので、これまでのような測点間の視通の確保や天候の良し悪しに無関係に測量が実施できます。\n> \n> 　GNSS測量は、3次元の高精度測量が可能であり、測量作業も軽減化・効率化が図れるため、現在、測地測量の主流になっています。\n> \n> 　カーナビやスマートフォンなどのGNSSにより得られる座標値は、一般的にWGS 84座標系で表されています。 WGS 84座標系とITRF座標系はともに地球中心の座標系です。WGS 84はこれまでに数回の改定を行っていますが、その都度ITRF系に接近し現在はほとんど同一のものとして扱っても問題なく、実用上の違いはありません。ただし、日本国内の測量ではITRF座標系GRS80楕円体を用いるよう定められています。\n> ","metadata":{}},{"cell_type":"code","source":"trn = pd.read_csv(train_file)\nprint(trn.shape)\ntrn.head()","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:20.358061Z","iopub.execute_input":"2021-07-24T00:21:20.358483Z","iopub.status.idle":"2021-07-24T00:21:20.560816Z","shell.execute_reply.started":"2021-07-24T00:21:20.358451Z","shell.execute_reply":"2021-07-24T00:21:20.55987Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"tst = pd.read_csv(test_file)\nprint(tst.shape)\ntst.head()","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:20.562025Z","iopub.execute_input":"2021-07-24T00:21:20.562289Z","iopub.status.idle":"2021-07-24T00:21:20.701077Z","shell.execute_reply.started":"2021-07-24T00:21:20.562263Z","shell.execute_reply":"2021-07-24T00:21:20.700328Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"sub = pd.read_csv(sample_file)\nprint(sub.shape)\nsub.head()","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:20.70209Z","iopub.execute_input":"2021-07-24T00:21:20.702506Z","iopub.status.idle":"2021-07-24T00:21:20.888976Z","shell.execute_reply.started":"2021-07-24T00:21:20.702458Z","shell.execute_reply":"2021-07-24T00:21:20.887944Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"# ①","metadata":{}},{"cell_type":"code","source":"cname = trn[cname_col][0]\ncname","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:20.89029Z","iopub.execute_input":"2021-07-24T00:21:20.890591Z","iopub.status.idle":"2021-07-24T00:21:20.899203Z","shell.execute_reply.started":"2021-07-24T00:21:20.890562Z","shell.execute_reply":"2021-07-24T00:21:20.897994Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"pname = trn[pname_col][0]\npname","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:20.902071Z","iopub.execute_input":"2021-07-24T00:21:20.902391Z","iopub.status.idle":"2021-07-24T00:21:20.910814Z","shell.execute_reply.started":"2021-07-24T00:21:20.902352Z","shell.execute_reply":"2021-07-24T00:21:20.909932Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"path =str(data_dir / 'train' / cname / pname / f'{pname}_GnssLog.txt')\nwith open(path) as f_open:\n        datalines = f_open.readlines()","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:20.912224Z","iopub.execute_input":"2021-07-24T00:21:20.912606Z","iopub.status.idle":"2021-07-24T00:21:21.265679Z","shell.execute_reply.started":"2021-07-24T00:21:20.912578Z","shell.execute_reply":"2021-07-24T00:21:21.264632Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"    for dataline in datalines:\n        is_header = dataline.startswith('#')\n        dataline = dataline.strip('#').strip().split(',')\n        break","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:21.266868Z","iopub.execute_input":"2021-07-24T00:21:21.267154Z","iopub.status.idle":"2021-07-24T00:21:21.27176Z","shell.execute_reply.started":"2021-07-24T00:21:21.267126Z","shell.execute_reply":"2021-07-24T00:21:21.270762Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"{'Raw','UncalAccel', 'UncalGyro', 'UncalMag', 'Fix', 'Status', 'OrientationDeg'} をキーにして拾っている","metadata":{}},{"cell_type":"code","source":"datalines[:10]","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:21.273205Z","iopub.execute_input":"2021-07-24T00:21:21.27379Z","iopub.status.idle":"2021-07-24T00:21:21.287167Z","shell.execute_reply.started":"2021-07-24T00:21:21.273746Z","shell.execute_reply":"2021-07-24T00:21:21.285709Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"# Aggregated Data EDA","metadata":{}},{"cell_type":"markdown","source":"## `collectionName`, `phoneName`","metadata":{}},{"cell_type":"code","source":"for col in [cname_col, pname_col]:\n    print(f'# of unique {col:>14s} in training: {trn[col].nunique():4d}')\n    print(f'# of unique {col:>14s}     in test: {tst[col].nunique():4d}')","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:21.288536Z","iopub.execute_input":"2021-07-24T00:21:21.288927Z","iopub.status.idle":"2021-07-24T00:21:21.431901Z","shell.execute_reply.started":"2021-07-24T00:21:21.288899Z","shell.execute_reply":"2021-07-24T00:21:21.430815Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"trn[pname_col].value_counts()","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:21.433444Z","iopub.execute_input":"2021-07-24T00:21:21.433875Z","iopub.status.idle":"2021-07-24T00:21:21.474409Z","shell.execute_reply.started":"2021-07-24T00:21:21.433829Z","shell.execute_reply":"2021-07-24T00:21:21.473203Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"tst[pname_col].value_counts()","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:21.475523Z","iopub.execute_input":"2021-07-24T00:21:21.475815Z","iopub.status.idle":"2021-07-24T00:21:21.505191Z","shell.execute_reply.started":"2021-07-24T00:21:21.475779Z","shell.execute_reply":"2021-07-24T00:21:21.504214Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"print(f'# of unique phone in training: {trn[phone_col].nunique():4d}')\nprint(f'    # of unique phone in test: {tst[phone_col].nunique():4d}')","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:21.506748Z","iopub.execute_input":"2021-07-24T00:21:21.507038Z","iopub.status.idle":"2021-07-24T00:21:21.562152Z","shell.execute_reply.started":"2021-07-24T00:21:21.507012Z","shell.execute_reply":"2021-07-24T00:21:21.561012Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"trn[phone_col].value_counts()[:10]","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:21.56399Z","iopub.execute_input":"2021-07-24T00:21:21.564517Z","iopub.status.idle":"2021-07-24T00:21:21.606772Z","shell.execute_reply.started":"2021-07-24T00:21:21.564459Z","shell.execute_reply":"2021-07-24T00:21:21.605622Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"tst[phone_col].value_counts()[:10]","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:21.608344Z","iopub.execute_input":"2021-07-24T00:21:21.608713Z","iopub.status.idle":"2021-07-24T00:21:21.639084Z","shell.execute_reply.started":"2021-07-24T00:21:21.60868Z","shell.execute_reply":"2021-07-24T00:21:21.637914Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"各mobile-phoneには、577 ～ 3,517 の範囲のかなりの量のデータポイントがあるようです。","metadata":{}},{"cell_type":"code","source":"overlapping_phones = [x for x in tst[phone_col] if x in trn[phone_col]]\nprint(len(overlapping_phones))","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:21.64083Z","iopub.execute_input":"2021-07-24T00:21:21.641254Z","iopub.status.idle":"2021-07-24T00:21:22.446405Z","shell.execute_reply.started":"2021-07-24T00:21:21.641212Z","shell.execute_reply":"2021-07-24T00:21:22.445325Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"トレーニング データとテスト データの間に重複するmobile-phoneはないです。","metadata":{}},{"cell_type":"markdown","source":"## `millisSinceGpsEpoch`","metadata":{}},{"cell_type":"code","source":"tst[ts_col].min(), tst[ts_col].max()","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:22.447802Z","iopub.execute_input":"2021-07-24T00:21:22.448103Z","iopub.status.idle":"2021-07-24T00:21:22.45645Z","shell.execute_reply.started":"2021-07-24T00:21:22.448072Z","shell.execute_reply":"2021-07-24T00:21:22.455398Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"データの説明によると、`millisSinceGpsEpoch` は「GPS エポック (1980/1/6 午前 0 時 UTC) からのミリ秒数を表す整数です。 次のように「pd.to_datetime()」を使用して、それらを「datatime64」に変換できます。","metadata":{}},{"cell_type":"code","source":"dt_offset = pd.to_datetime('1980-01-06 00:00:00')\nprint(dt_offset)\ndt_offset_in_ms = int(dt_offset.value / 1e6)","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:22.457798Z","iopub.execute_input":"2021-07-24T00:21:22.458177Z","iopub.status.idle":"2021-07-24T00:21:22.469623Z","shell.execute_reply.started":"2021-07-24T00:21:22.458148Z","shell.execute_reply":"2021-07-24T00:21:22.46853Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"trn[dt_col] = pd.to_datetime(trn[ts_col] + dt_offset_in_ms, unit='ms')\ntst[dt_col] = pd.to_datetime(tst[ts_col] + dt_offset_in_ms, unit='ms')\nprint(f'Training data range: {trn[dt_col].min()} - {trn[dt_col].max()}')\nprint(f'    Test data range: {tst[dt_col].min()} - {tst[dt_col].max()}')","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:22.471218Z","iopub.execute_input":"2021-07-24T00:21:22.471649Z","iopub.status.idle":"2021-07-24T00:21:22.773621Z","shell.execute_reply.started":"2021-07-24T00:21:22.471605Z","shell.execute_reply":"2021-07-24T00:21:22.772339Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## `latDeg` and `lngDeg`","metadata":{}},{"cell_type":"markdown","source":"トレーニング データとテスト データの間の推定位置がどのように見えるかを見ます。 トレーニング データのグラウンド トゥルースは、「{collectionName}/{phoneName}/ground_truth.csv」の「phone」ごとに利用できるようです。","metadata":{}},{"cell_type":"code","source":"latlon_trn = trn[[lat_col, lon_col]].round(3)\nlatlon_trn['counts'] = 1\nlatlon_trn = latlon_trn.groupby([lat_col, lon_col]).sum().reset_index()\nlatlon_trn.head()","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:22.775083Z","iopub.execute_input":"2021-07-24T00:21:22.775488Z","iopub.status.idle":"2021-07-24T00:21:22.812414Z","shell.execute_reply.started":"2021-07-24T00:21:22.775444Z","shell.execute_reply":"2021-07-24T00:21:22.811246Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"# ②","metadata":{}},{"cell_type":"code","source":"    #def simple_folium(df:pd.DataFrame, lat_col:str, lon_col:str):\n    simple_folium(latlon_trn, lat_col, lon_col)\n    df = pd.DataFrame(latlon_trn)\n    \n    \"\"\"\n\n     ----------\n         マーカー付きの単純な Folium HeatMap を返します。\n     ----------\n     パラメーター\n     ----------\n         df :padnas データフレーム、必須\n             マッピングするデータを含む DataFrane\n         lat_col : str、必須\n             緯度を持つ列の名前\n         lon_col : str、必須\n             経度を持つ列の名前 \n    \"\"\"\n    #Preprocess\n    #Drop rows that do not have lat/lon\n    df = df[df[lat_col].notnull() & df[lon_col].notnull()]\n    df\n","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:22.813645Z","iopub.execute_input":"2021-07-24T00:21:22.813971Z","iopub.status.idle":"2021-07-24T00:21:22.931863Z","shell.execute_reply.started":"2021-07-24T00:21:22.813944Z","shell.execute_reply":"2021-07-24T00:21:22.930066Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"正解データのlanDeg,ingDegをカウント","metadata":{}},{"cell_type":"code","source":"","metadata":{"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"\n    # Convert lat/lon to (n, 2) nd-array format for heatmap\n    # Then send to list\n    df_locs = list(df[[lat_col, lon_col]].values)\n    ","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:22.933307Z","iopub.execute_input":"2021-07-24T00:21:22.933725Z","iopub.status.idle":"2021-07-24T00:21:22.939792Z","shell.execute_reply.started":"2021-07-24T00:21:22.933691Z","shell.execute_reply":"2021-07-24T00:21:22.938619Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"df[lat_col].median() #中央値","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:22.94133Z","iopub.execute_input":"2021-07-24T00:21:22.941738Z","iopub.status.idle":"2021-07-24T00:21:22.954762Z","shell.execute_reply.started":"2021-07-24T00:21:22.941696Z","shell.execute_reply":"2021-07-24T00:21:22.953539Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"    ##folium.Mapオブジェクト作成\n    fol_map = folium.Map([df[lat_col].median(), df[lon_col].median()])\n","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:22.956112Z","iopub.execute_input":"2021-07-24T00:21:22.956476Z","iopub.status.idle":"2021-07-24T00:21:22.969017Z","shell.execute_reply.started":"2021-07-24T00:21:22.956447Z","shell.execute_reply":"2021-07-24T00:21:22.96799Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"アドレスの中央値を指定して地図を表示","metadata":{}},{"cell_type":"code","source":"    # plot heatmap\n    heat_map = plugins.HeatMap(df_locs)\n    print(heat_map)","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:22.97134Z","iopub.execute_input":"2021-07-24T00:21:22.971716Z","iopub.status.idle":"2021-07-24T00:21:22.998903Z","shell.execute_reply.started":"2021-07-24T00:21:22.971681Z","shell.execute_reply":"2021-07-24T00:21:22.99804Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"    fol_map.add_child(heat_map)\n ","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:23.000415Z","iopub.execute_input":"2021-07-24T00:21:23.000798Z","iopub.status.idle":"2021-07-24T00:21:23.042605Z","shell.execute_reply.started":"2021-07-24T00:21:23.000768Z","shell.execute_reply":"2021-07-24T00:21:23.041378Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":" ここで地図とheatmapを合成している。","metadata":{}},{"cell_type":"code","source":"\n    # plot markers\n    markers = plugins.MarkerCluster(locations = df_locs)\n    ","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:23.044344Z","iopub.execute_input":"2021-07-24T00:21:23.04479Z","iopub.status.idle":"2021-07-24T00:21:23.116968Z","shell.execute_reply.started":"2021-07-24T00:21:23.044744Z","shell.execute_reply":"2021-07-24T00:21:23.11588Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"len(df_locs)","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:23.118255Z","iopub.execute_input":"2021-07-24T00:21:23.118574Z","iopub.status.idle":"2021-07-24T00:21:23.124073Z","shell.execute_reply.started":"2021-07-24T00:21:23.118545Z","shell.execute_reply":"2021-07-24T00:21:23.12313Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"df_locs[:10]","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:23.125595Z","iopub.execute_input":"2021-07-24T00:21:23.126173Z","iopub.status.idle":"2021-07-24T00:21:23.139803Z","shell.execute_reply.started":"2021-07-24T00:21:23.126127Z","shell.execute_reply":"2021-07-24T00:21:23.138728Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"fol_map.add_child(markers)","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:23.141268Z","iopub.execute_input":"2021-07-24T00:21:23.141647Z","iopub.status.idle":"2021-07-24T00:21:24.634003Z","shell.execute_reply.started":"2021-07-24T00:21:23.141615Z","shell.execute_reply":"2021-07-24T00:21:24.632874Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":" add.childで数字をいれている","metadata":{}},{"cell_type":"code","source":"    #Add Layer Control\n    folium.LayerControl().add_to(fol_map)","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:24.635336Z","iopub.execute_input":"2021-07-24T00:21:24.635657Z","iopub.status.idle":"2021-07-24T00:21:24.642405Z","shell.execute_reply.started":"2021-07-24T00:21:24.635625Z","shell.execute_reply":"2021-07-24T00:21:24.641209Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"# トレインデータ","metadata":{}},{"cell_type":"code","source":"simple_folium(latlon_trn, lat_col, lon_col)","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:24.643967Z","iopub.execute_input":"2021-07-24T00:21:24.644258Z","iopub.status.idle":"2021-07-24T00:21:26.248196Z","shell.execute_reply.started":"2021-07-24T00:21:24.644231Z","shell.execute_reply":"2021-07-24T00:21:26.247158Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"latlon_trn = trn[[lat_col, lon_col]].round(3)\nlatlon_trn['counts'] = 1\nlatlon_trn = latlon_trn.groupby([lat_col, lon_col]).sum().reset_index()\nlatlon_trn","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:26.249425Z","iopub.execute_input":"2021-07-24T00:21:26.249796Z","iopub.status.idle":"2021-07-24T00:21:26.296398Z","shell.execute_reply.started":"2021-07-24T00:21:26.249759Z","shell.execute_reply":"2021-07-24T00:21:26.295458Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"# テストデータ","metadata":{}},{"cell_type":"code","source":"latlon_tst = tst[[lat_col, lon_col]].round(3)\n","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:26.297624Z","iopub.execute_input":"2021-07-24T00:21:26.297912Z","iopub.status.idle":"2021-07-24T00:21:26.305939Z","shell.execute_reply.started":"2021-07-24T00:21:26.297877Z","shell.execute_reply":"2021-07-24T00:21:26.304919Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"latlon_tst['counts'] = 1\nlatlon_tst = latlon_tst.groupby([lat_col, lon_col]).sum().reset_index()\nlatlon_tst","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:26.307572Z","iopub.execute_input":"2021-07-24T00:21:26.307987Z","iopub.status.idle":"2021-07-24T00:21:26.341986Z","shell.execute_reply.started":"2021-07-24T00:21:26.307945Z","shell.execute_reply":"2021-07-24T00:21:26.340967Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"simple_folium(latlon_tst, lat_col, lon_col)","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:26.343521Z","iopub.execute_input":"2021-07-24T00:21:26.343939Z","iopub.status.idle":"2021-07-24T00:21:28.212609Z","shell.execute_reply.started":"2021-07-24T00:21:26.343879Z","shell.execute_reply":"2021-07-24T00:21:28.211533Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"# Phone Level Data EDA","metadata":{}},{"cell_type":"markdown","source":"## GNSS Logs","metadata":{}},{"cell_type":"code","source":"cname = trn[cname_col][0]\ncname","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:28.214184Z","iopub.execute_input":"2021-07-24T00:21:28.214584Z","iopub.status.idle":"2021-07-24T00:21:28.222011Z","shell.execute_reply.started":"2021-07-24T00:21:28.214539Z","shell.execute_reply":"2021-07-24T00:21:28.220949Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"pname = trn[pname_col][0]\npname","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:28.223469Z","iopub.execute_input":"2021-07-24T00:21:28.224022Z","iopub.status.idle":"2021-07-24T00:21:28.235262Z","shell.execute_reply.started":"2021-07-24T00:21:28.223985Z","shell.execute_reply":"2021-07-24T00:21:28.23411Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"dfs = gnss = gnss_log_to_dataframes(str(data_dir / 'train' / cname / pname / f'{pname}_GnssLog.txt'))\nprint(dfs.keys())","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:28.237294Z","iopub.execute_input":"2021-07-24T00:21:28.237768Z","iopub.status.idle":"2021-07-24T00:21:46.893698Z","shell.execute_reply.started":"2021-07-24T00:21:28.237723Z","shell.execute_reply":"2021-07-24T00:21:46.892618Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"df_raw = dfs['Raw']\nprint(df_raw.shape)\ndf_raw.head()","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:46.894999Z","iopub.execute_input":"2021-07-24T00:21:46.895304Z","iopub.status.idle":"2021-07-24T00:21:46.930178Z","shell.execute_reply.started":"2021-07-24T00:21:46.895273Z","shell.execute_reply":"2021-07-24T00:21:46.929113Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"<font color=\"orange\">utcTimeMillis : UTC エポック (1970/1/1) からのミリ秒、GnssClock から変換</font><br>\nTimeNanos - ナノ秒単位の GNSS 受信機の内部ハードウェア クロック値。<br>\nLeapSecond - クロックの時間に関連付けられたうるう秒。<br>\nTimeUncertaintyNanos - クロックの時間の不確実性 (1 シグマ) (ナノ秒単位)。<br>\nFullBiasNanos - GPS 受信機内のハードウェア クロック getTimeNanos() と、1980 年 1 月 6 日の 0000Z 以降の実際の G​​PS 時間との差 (ナノ秒単位)。<br>\nBiasNanos - クロックのサブナノ秒バイアス。<br>\nBiasUncertaintyNanos - クロックのバイアスの不確実性 (1 シグマ) (ナノ秒単位)。<br>\nDriftNanosPerSecnd - クロックのドリフト (ナノ秒/秒)。<br>\nDriftUncertaintyNanosPerSecond - クロックのドリフトの不確実性 (1 シグマ) (ナノ秒/秒)。<br>\nHardwareClockDiscontinuityCount - ハードウェア クロックの不連続性の数。<br>\n<font color=\"orange\">Svid - サテライト ID。詳細については、こちらをご覧ください。https://developer.android.com/reference/android/location/GnssMeasurement#getSvid%28%29</font><br>\n-このsvidは、ほとんどのコンステレーションの疑似乱数です。 GlonassのFCN＆OSN番号です。<br>\nTimeOffsetNanos - 測定値がナノ秒単位で取得された時間オフセット。<br>\nstate - サテライトの同期状態を示す整数。整数の各ビットは、測定の特定の状態情報に属します。ビットと状態のマッピングについては、metadata/raw_state_bit_map.json ファイルを参照してください。<br>\n<u>ReceivedSvTimeNanos - 測定時に受信した GNSS 衛星時間 (ナノ秒単位)。</u><br>\nReceivedSvTimeUncertaintyNanos - 受信した GNSS 時間のエラー推定値 (1 シグマ) (ナノ秒単位)。<br>\nCn0DbHz - dB-Hz 単位の搬送波対雑音密度。<br>\nPseudorangeRateMetersPerSecond - タイムスタンプでの擬似距離レート (m/s)。<br>\nPseudorangeRateUncertaintyMetersPerSecond - 擬似距離のレートの不確実性 (1 シグマ) (m/s)。<br>\nAccumulatedDeltaRangeState - これは、「累積デルタ範囲」測定の状態を示します。整数の各ビットは、測定の状態に属性します。ビットと状態のマッピングについて<br>AccumulatedDeltaRangeState - これは、「累積デルタ範囲」測定の状態を示します。整数の各ビットは、測定の状態に属性します。ビットと状態のマッピングについては、metadata/accumulated_delta_range_state_bit_map.json ファイルを参照してください。。<br>\nAccumulatedDeltaRangeMeters - 最後のチャネル リセット以降の累積デルタ範囲 (メートル単位)。<br>\nAccumulatedDeltaRangeUncertaintyMeters - メートル単位の累積デルタ範囲の不確実性 (1 シグマ)。<br>\nCarrierFrequencyHz - 追跡された信号のキャリア周波数。<br>\nCarrierCycles - 衛星と受信機の間の完全なキャリア サイクルの数。これらのデータセットでは Null です。<br>\nCarrierPhase - 受信機によって検出された RF 位相。これらのデータセットでは Null です。<br>\nCarrierPhaseUncertainty - キャリア フェーズの不確実性 (1 シグマ)。これらのデータセットでは Null です。<br>\nMultipathIndicator - イベントの「マルチパス」状態を示す値。<br>\nSnrInDb - (相関および積分後の) 信号対雑音比 (SNR) (dB)。<br>\nConstellationType - GNSS コンスタレーション タイプ。これは整数であり、文字列値へのマッピングは constellation_type_mapping.csv ファイルで提供されます。<br>\nAgcDb - dB 単位の自動ゲイン制御レベル。\n","metadata":{}},{"cell_type":"code","source":"df_raw.info()","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:46.931438Z","iopub.execute_input":"2021-07-24T00:21:46.931732Z","iopub.status.idle":"2021-07-24T00:21:46.955999Z","shell.execute_reply.started":"2021-07-24T00:21:46.931705Z","shell.execute_reply":"2021-07-24T00:21:46.954928Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"携帯電話の GNSS チップセットからの測定値は、ノイズが多く、誤差が大きいことがよくあります。適用 (除外) できるフィルターの例は次のとおりです。<br>\n<br>\n\n1. 「FullBiasNanos」 (GNSS Raw) がゼロまたは無効\n2. 「BiasUncertaintyNanos」 (GNSS Raw) が大きすぎる (> 1e6)\n3. 到着時間が負または非現実的に長い - 「rawPrM」から計算できる (派生)\n4. 未知の星座 (`constellationType == 0`) (派生、GNSS Raw)\n5. 「TimeNanos」が空 (GNSS Raw)\n6. 「State」が (「STATE_TOW_DECODED」、「STATE_TOW_KNOWN」、「STATE_GLO_TOD_DECODED」、「STATE_GLO_TOD_KNOWN」) にない (GNSS Raw)\n7. 「ReceivedSvTimeUncertaintyNanos」が高い (500 ns) (GNSS Raw)\n8. この条件に違反する「AccumulatedDeltaRangeState」: 「ADR_STATE_VALID == 1 & ADR_STATE_RESET == 0 & ADR_STATE_CYCLE_SLIP == 0」 (GNSS Raw)\n9. 「AccumulatedDeltaRangeUncertaintyMeters」が高い (GNSS Raw)\n10. 「Cn0DbHz」が 20 db-Hz 未満 (GNSS Raw)","metadata":{}},{"cell_type":"code","source":"df_raw['ArrivalTime'] = df_raw['TimeNanos'] - df_raw['FullBiasNanos'] - df_raw['BiasNanos']\nprint(df_raw['ArrivalTime'].describe())\ndf_raw['ArrivalTime'].hist(bins=20)","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:46.957232Z","iopub.execute_input":"2021-07-24T00:21:46.957566Z","iopub.status.idle":"2021-07-24T00:21:47.237854Z","shell.execute_reply.started":"2021-07-24T00:21:46.957528Z","shell.execute_reply":"2021-07-24T00:21:47.23672Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"print(df_raw['BiasUncertaintyNanos'].describe())\ndf_raw['BiasUncertaintyNanos'].hist(bins=20)","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:47.23933Z","iopub.execute_input":"2021-07-24T00:21:47.239755Z","iopub.status.idle":"2021-07-24T00:21:47.436542Z","shell.execute_reply.started":"2021-07-24T00:21:47.239716Z","shell.execute_reply":"2021-07-24T00:21:47.435769Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"print(df_raw['ReceivedSvTimeUncertaintyNanos'].describe())\ndf_raw['ReceivedSvTimeUncertaintyNanos'].hist(bins=20)","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:47.437545Z","iopub.execute_input":"2021-07-24T00:21:47.437928Z","iopub.status.idle":"2021-07-24T00:21:47.685548Z","shell.execute_reply.started":"2021-07-24T00:21:47.4379Z","shell.execute_reply":"2021-07-24T00:21:47.684554Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"print(df_raw.AccumulatedDeltaRangeUncertaintyMeters.describe())\ndf_raw.AccumulatedDeltaRangeUncertaintyMeters.hist(bins=20)","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:47.687012Z","iopub.execute_input":"2021-07-24T00:21:47.687452Z","iopub.status.idle":"2021-07-24T00:21:47.901128Z","shell.execute_reply.started":"2021-07-24T00:21:47.687407Z","shell.execute_reply":"2021-07-24T00:21:47.900094Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"print(df_raw.Cn0DbHz.describe())\ndf_raw.Cn0DbHz.hist(bins=20)","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:47.909973Z","iopub.execute_input":"2021-07-24T00:21:47.910342Z","iopub.status.idle":"2021-07-24T00:21:48.111857Z","shell.execute_reply.started":"2021-07-24T00:21:47.910309Z","shell.execute_reply":"2021-07-24T00:21:48.111103Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"df_raw = df_raw.loc[\n    ~pd.isnull(df_raw.FullBiasNanos) &\n    (df_raw.BiasUncertaintyNanos < 100) &\n    (df_raw.ArrivalTime > 0) &\n    (df_raw.ConstellationType != 0) &\n    ~pd.isnull(df_raw.TimeNanos) &\n    (df_raw.State != 3) & (df_raw.State != 14) & (df_raw.State != 7) & (df_raw.State != 15) &\n    (df_raw.ReceivedSvTimeUncertaintyNanos < 100) &\n    (df_raw.AccumulatedDeltaRangeUncertaintyMeters < 0.3) &\n    (df_raw.Cn0DbHz > 20)\n]\nprint(df_raw.shape)","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:48.114617Z","iopub.execute_input":"2021-07-24T00:21:48.115036Z","iopub.status.idle":"2021-07-24T00:21:48.144351Z","shell.execute_reply.started":"2021-07-24T00:21:48.115006Z","shell.execute_reply":"2021-07-24T00:21:48.143327Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"df_raw","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:48.14585Z","iopub.execute_input":"2021-07-24T00:21:48.146264Z","iopub.status.idle":"2021-07-24T00:21:48.201735Z","shell.execute_reply.started":"2021-07-24T00:21:48.146222Z","shell.execute_reply":"2021-07-24T00:21:48.200687Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## Derived Values","metadata":{}},{"cell_type":"code","source":"derived = pd.read_csv(data_dir / 'train' / cname / pname / f'{pname}_derived.csv')\nprint(derived.shape)\nderived.head()","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:48.203025Z","iopub.execute_input":"2021-07-24T00:21:48.203379Z","iopub.status.idle":"2021-07-24T00:21:48.436437Z","shell.execute_reply.started":"2021-07-24T00:21:48.203349Z","shell.execute_reply":"2021-07-24T00:21:48.435388Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"derived.info()","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:48.437896Z","iopub.execute_input":"2021-07-24T00:21:48.43825Z","iopub.status.idle":"2021-07-24T00:21:48.47353Z","shell.execute_reply.started":"2021-07-24T00:21:48.438201Z","shell.execute_reply":"2021-07-24T00:21:48.472324Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"derived = derived.loc[derived.constellationType != 0]\nprint(derived.shape)","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:48.475192Z","iopub.execute_input":"2021-07-24T00:21:48.475681Z","iopub.status.idle":"2021-07-24T00:21:48.489638Z","shell.execute_reply.started":"2021-07-24T00:21:48.475634Z","shell.execute_reply":"2021-07-24T00:21:48.488007Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"derived","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:48.491231Z","iopub.execute_input":"2021-07-24T00:21:48.491706Z","iopub.status.idle":"2021-07-24T00:21:48.53438Z","shell.execute_reply.started":"2021-07-24T00:21:48.491651Z","shell.execute_reply":"2021-07-24T00:21:48.533385Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"データの説明に記載されているように、「correctedPrM」を計算します。\n```\n修正されたPrM = rawPrM + satClkBiasM - isrbM -ionoDelayM - tropoDelayM\n```\n「ベースラインの位置は、標準の加重最小二乗 (WLS) ソルバーを使用して、補正されたPrM と衛星の位置を使用して計算されます。電話の位置 (x、y、z)、クロック バイアス (t)、および各固有の信号タイプの isrbM は次のようになります。 」\n","metadata":{}},{"cell_type":"code","source":"derived['correctedPrM'] = (derived['rawPrM'] + derived['satClkBiasM'] - derived['isrbM'] - \n                           derived['ionoDelayM'] - derived['tropoDelayM'])\nsns.pairplot(data=derived, vars=['correctedPrM', 'rawPrM'], size=3)","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:48.535613Z","iopub.execute_input":"2021-07-24T00:21:48.535905Z","iopub.status.idle":"2021-07-24T00:21:50.331449Z","shell.execute_reply.started":"2021-07-24T00:21:48.535876Z","shell.execute_reply":"2021-07-24T00:21:50.330284Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"derived[dt_col] = pd.to_datetime(derived[ts_col] + dt_offset_in_ms, unit='ms')\nprint(f'Data range for {cname}/{pname}: {derived[dt_col].min()} - {derived[dt_col].max()}')","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:50.333018Z","iopub.execute_input":"2021-07-24T00:21:50.333442Z","iopub.status.idle":"2021-07-24T00:21:50.345624Z","shell.execute_reply.started":"2021-07-24T00:21:50.333398Z","shell.execute_reply":"2021-07-24T00:21:50.344433Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"データは 30 分または 1,800 秒です。 ただし、もっと多くのサンプル (55K) があります。 これは、毎秒、異なる「constellationType」、「svid」、および「signalType」を持つ複数のサンプルがあるためです。","metadata":{}},{"cell_type":"code","source":"derived[['constellationType', 'svid', 'signalType']].value_counts()","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:50.346915Z","iopub.execute_input":"2021-07-24T00:21:50.347235Z","iopub.status.idle":"2021-07-24T00:21:50.369274Z","shell.execute_reply.started":"2021-07-24T00:21:50.347204Z","shell.execute_reply":"2021-07-24T00:21:50.368289Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"derived[[ts_col, 'constellationType', 'correctedPrM']].groupby([ts_col, 'constellationType']).agg(['mean', 'std', 'count']).describe()","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:50.37061Z","iopub.execute_input":"2021-07-24T00:21:50.370935Z","iopub.status.idle":"2021-07-24T00:21:50.41579Z","shell.execute_reply.started":"2021-07-24T00:21:50.370905Z","shell.execute_reply":"2021-07-24T00:21:50.414793Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"derived.loc[derived.constellationType == 1][[ts_col, 'svid', 'correctedPrM']].groupby([ts_col, 'svid']).agg(['mean', 'std', 'count']).describe()","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:50.417224Z","iopub.execute_input":"2021-07-24T00:21:50.41755Z","iopub.status.idle":"2021-07-24T00:21:50.463622Z","shell.execute_reply.started":"2021-07-24T00:21:50.417488Z","shell.execute_reply":"2021-07-24T00:21:50.46256Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"コンステレーション タイプが「1」(または GPS) の場合、同じ衛星からの各エポックは、信号タイプが異なるため、「coorectedPrM」が異なる可能性があります。","metadata":{}},{"cell_type":"markdown","source":"### コンステレーションタイプ","metadata":{}},{"cell_type":"code","source":"pd.read_csv('../input/google-smartphone-decimeter-challenge/metadata/constellation_type_mapping.csv')","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:50.464964Z","iopub.execute_input":"2021-07-24T00:21:50.465254Z","iopub.status.idle":"2021-07-24T00:21:50.478954Z","shell.execute_reply.started":"2021-07-24T00:21:50.465227Z","shell.execute_reply":"2021-07-24T00:21:50.477548Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"derived.loc[derived.signalType == 'GPS_L1'][[ts_col, 'svid', 'correctedPrM']].groupby([ts_col, 'svid']).agg(['mean', 'std', 'count'])","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:50.480577Z","iopub.execute_input":"2021-07-24T00:21:50.481012Z","iopub.status.idle":"2021-07-24T00:21:50.528957Z","shell.execute_reply.started":"2021-07-24T00:21:50.48097Z","shell.execute_reply":"2021-07-24T00:21:50.527724Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"derived.loc[derived.signalType == 'GPS_L1'][[ts_col, 'svid', 'correctedPrM']].groupby([ts_col, 'svid']).agg(['mean', 'std', 'count']).describe()","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:50.530545Z","iopub.execute_input":"2021-07-24T00:21:50.530977Z","iopub.status.idle":"2021-07-24T00:21:50.585921Z","shell.execute_reply.started":"2021-07-24T00:21:50.530931Z","shell.execute_reply":"2021-07-24T00:21:50.584994Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"同じ衛星からの「GPS_L1」の信号タイプを考えると、各エポックはユニークです。","metadata":{}},{"cell_type":"code","source":"derived.loc[derived.signalType == 'GPS_L1'][[ts_col, 'svid']].drop_duplicates().groupby([ts_col]).agg(['mean', 'std', 'count']).describe()","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:50.587237Z","iopub.execute_input":"2021-07-24T00:21:50.58755Z","iopub.status.idle":"2021-07-24T00:21:50.63539Z","shell.execute_reply.started":"2021-07-24T00:21:50.587523Z","shell.execute_reply":"2021-07-24T00:21:50.634431Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"「GPS_L1」の信号タイプが与えられた各エポックには、少なくとも 3 つの衛星からの信号があります。","metadata":{}},{"cell_type":"code","source":"gps_l1 = derived.loc[derived.signalType == 'GPS_L1'][[ts_col, 'svid', 'correctedPrM']].drop_duplicates([ts_col, 'svid'])\nprint(gps_l1.shape)\ngps_l1.head()","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:50.636678Z","iopub.execute_input":"2021-07-24T00:21:50.63697Z","iopub.status.idle":"2021-07-24T00:21:50.664461Z","shell.execute_reply.started":"2021-07-24T00:21:50.636943Z","shell.execute_reply":"2021-07-24T00:21:50.663614Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## Ground Truth","metadata":{}},{"cell_type":"code","source":"label = pd.read_csv(data_dir / 'train' / cname / pname / 'ground_truth.csv')\nprint(label.shape)\nlabel.head()","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:50.665514Z","iopub.execute_input":"2021-07-24T00:21:50.665962Z","iopub.status.idle":"2021-07-24T00:21:50.693168Z","shell.execute_reply.started":"2021-07-24T00:21:50.665922Z","shell.execute_reply":"2021-07-24T00:21:50.692411Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"55K行ありますが、「ground_truth.csv」には1,740行しかありません。","metadata":{}},{"cell_type":"code","source":"label[dt_col] = pd.to_datetime(label[ts_col] + dt_offset_in_ms, unit='ms')\nprint(f'Labels range for {cname}/{pname}: {label[dt_col].min()} - {label[dt_col].max()}')","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:50.69415Z","iopub.execute_input":"2021-07-24T00:21:50.694564Z","iopub.status.idle":"2021-07-24T00:21:50.703667Z","shell.execute_reply.started":"2021-07-24T00:21:50.694534Z","shell.execute_reply":"2021-07-24T00:21:50.702627Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"これは変です。 ラベル データは、derivedデータよりも 1 秒早く始まります。 これは、derviedデータとラベル データを結合すると、最初の 2 番目にderived列の NaN が含まれることを意味します。 別の電話データを確認してみましょう。","metadata":{}},{"cell_type":"code","source":"cname = trn[cname_col][10]\npname = trn[pname_col][10]\nderived2 = pd.read_csv(data_dir / 'train' / cname / pname / f'{pname}_derived.csv')\nlabel2 = pd.read_csv(data_dir / 'train' / cname / pname / 'ground_truth.csv')\nprint(f\"Derived data starts at: {pd.to_datetime(derived2[ts_col].min() + dt_offset_in_ms, unit='ms')}\")\nprint(f\"  Label data starts at: {pd.to_datetime(label2[ts_col].min() + dt_offset_in_ms, unit='ms')}\")","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:50.704938Z","iopub.execute_input":"2021-07-24T00:21:50.70527Z","iopub.status.idle":"2021-07-24T00:21:50.934146Z","shell.execute_reply.started":"2021-07-24T00:21:50.705242Z","shell.execute_reply":"2021-07-24T00:21:50.933078Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"1秒のずれがあります。","metadata":{}},{"cell_type":"code","source":"derived2","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:50.935679Z","iopub.execute_input":"2021-07-24T00:21:50.93598Z","iopub.status.idle":"2021-07-24T00:21:50.978751Z","shell.execute_reply.started":"2021-07-24T00:21:50.935951Z","shell.execute_reply":"2021-07-24T00:21:50.977587Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"label2","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:50.980142Z","iopub.execute_input":"2021-07-24T00:21:50.980437Z","iopub.status.idle":"2021-07-24T00:21:51.008143Z","shell.execute_reply.started":"2021-07-24T00:21:50.980409Z","shell.execute_reply":"2021-07-24T00:21:51.007135Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"","metadata":{},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"# Feature Generation","metadata":{}},{"cell_type":"markdown","source":"## Label Data Aggregation","metadata":{}},{"cell_type":"code","source":"trn.head(5)","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:51.00953Z","iopub.execute_input":"2021-07-24T00:21:51.009839Z","iopub.status.idle":"2021-07-24T00:21:51.025827Z","shell.execute_reply.started":"2021-07-24T00:21:51.009782Z","shell.execute_reply":"2021-07-24T00:21:51.024793Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"trn.sort_values([phone_col, ts_col], inplace=True)","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:51.02699Z","iopub.execute_input":"2021-07-24T00:21:51.027447Z","iopub.status.idle":"2021-07-24T00:21:51.102133Z","shell.execute_reply.started":"2021-07-24T00:21:51.027417Z","shell.execute_reply":"2021-07-24T00:21:51.101187Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"プレビューデータをつくるためにshiftで１行づらしている。なので1行目はNaNになる。","metadata":{}},{"cell_type":"code","source":"trn[['prev_lat']] = trn[lat_col].shift().where(trn[phone_col].eq(trn[phone_col].shift()))\ntrn[['prev_lat']] ","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:51.103734Z","iopub.execute_input":"2021-07-24T00:21:51.104483Z","iopub.status.idle":"2021-07-24T00:21:51.139219Z","shell.execute_reply.started":"2021-07-24T00:21:51.104435Z","shell.execute_reply":"2021-07-24T00:21:51.138217Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"trn[['prev_lon']] = trn[lon_col].shift().where(trn[phone_col].eq(trn[phone_col].shift()))\ntrn[['prev_lon']]","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:51.140357Z","iopub.execute_input":"2021-07-24T00:21:51.140651Z","iopub.status.idle":"2021-07-24T00:21:51.172194Z","shell.execute_reply.started":"2021-07-24T00:21:51.140626Z","shell.execute_reply":"2021-07-24T00:21:51.171158Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"tst.head(5)","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:51.173338Z","iopub.execute_input":"2021-07-24T00:21:51.173648Z","iopub.status.idle":"2021-07-24T00:21:51.190723Z","shell.execute_reply.started":"2021-07-24T00:21:51.173618Z","shell.execute_reply":"2021-07-24T00:21:51.18938Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"tst.sort_values([phone_col, ts_col], inplace=True)","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:51.192018Z","iopub.execute_input":"2021-07-24T00:21:51.192612Z","iopub.status.idle":"2021-07-24T00:21:51.240055Z","shell.execute_reply.started":"2021-07-24T00:21:51.192578Z","shell.execute_reply":"2021-07-24T00:21:51.238856Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"tst.head(5)","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:51.241345Z","iopub.execute_input":"2021-07-24T00:21:51.241656Z","iopub.status.idle":"2021-07-24T00:21:51.258466Z","shell.execute_reply.started":"2021-07-24T00:21:51.241626Z","shell.execute_reply":"2021-07-24T00:21:51.257127Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"tst[['prev_lat']] = tst[lat_col].shift().where(tst[phone_col].eq(tst[phone_col].shift()))\ntst[['prev_lat']] ","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:51.260342Z","iopub.execute_input":"2021-07-24T00:21:51.260878Z","iopub.status.idle":"2021-07-24T00:21:51.294038Z","shell.execute_reply.started":"2021-07-24T00:21:51.260797Z","shell.execute_reply":"2021-07-24T00:21:51.293142Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"tst[['prev_lon']] = tst[lon_col].shift().where(tst[phone_col].eq(tst[phone_col].shift()))\ntrn.head()","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:51.295678Z","iopub.execute_input":"2021-07-24T00:21:51.296201Z","iopub.status.idle":"2021-07-24T00:21:51.324156Z","shell.execute_reply.started":"2021-07-24T00:21:51.296155Z","shell.execute_reply":"2021-07-24T00:21:51.323239Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"# from https://www.kaggle.com/jpmiller/baseline-from-host-data\nlabel_files = (data_dir / 'train').rglob('ground_truth.csv')\nlabel_files","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:51.325379Z","iopub.execute_input":"2021-07-24T00:21:51.325689Z","iopub.status.idle":"2021-07-24T00:21:51.33116Z","shell.execute_reply.started":"2021-07-24T00:21:51.32566Z","shell.execute_reply":"2021-07-24T00:21:51.330294Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"cols = [phone_col, ts_col, lat_col, lon_col]\n\ndf_list = []\nfor t in tqdm(label_files, total=73):\n    label = pd.read_csv(t, usecols=[cname_col, pname_col, ts_col, lat_col, lon_col])\n    df_list.append(label)\n   ","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:51.332778Z","iopub.execute_input":"2021-07-24T00:21:51.33309Z","iopub.status.idle":"2021-07-24T00:21:53.371402Z","shell.execute_reply.started":"2021-07-24T00:21:51.333061Z","shell.execute_reply":"2021-07-24T00:21:53.370476Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"<pre>出力例<br>\n[           collectionName phoneName  millisSinceGpsEpoch     latDeg  \\ >\n 0     2020-07-17-US-MTV-1       Mi8        1279059935000  37.428281   \n 1     2020-07-17-US-MTV-1       Mi8        1279059936000  37.428281  \n 2     2020-07-17-US-MTV-1       Mi8        1279059937000  37.428281  \n 3     2020-07-17-US-MTV-1       Mi8        1279059938000  37.428281   \n 4     2020-07-17-US-MTV-1       Mi8        1279059939000  37.428281  \n ...                   ...       ...                  ...        ...  \n 2090  2020-07-17-US-MTV-1       Mi8        1279062025000  37.524305   \n 2091  2020-07-17-US-MTV-1       Mi8        1279062026000  37.524305  \n 2092  2020-07-17-US-MTV-1       Mi8        1279062027000  37.524305  \n 2093  2020-07-17-US-MTV-1       Mi8        1279062028000  37.524305   \n 2094  2020-07-17-US-MTV-1       Mi8        1279062029000  37.524305  \n \n           lngDeg  \n 0    -122.072541  \n 1    -122.072541  \n 2    -122.072541  \n 3    -122.072541 \n 4    -122.072541  \n ...          ...  \n 2090 -122.352372  \n 2091 -122.352372 \n 2092 -122.352372  \n 2093 -122.352372  \n 2094 -122.352372  </pre>","metadata":{}},{"cell_type":"code","source":"df_label = pd.concat(df_list, ignore_index=True)\ndf_label","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:53.372767Z","iopub.execute_input":"2021-07-24T00:21:53.373172Z","iopub.status.idle":"2021-07-24T00:21:53.415707Z","shell.execute_reply.started":"2021-07-24T00:21:53.373128Z","shell.execute_reply":"2021-07-24T00:21:53.414598Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"<font color=\"orange\">pd.concatをつかってpandasファイルにしている。</font><br>\nconcatを使って結合しないやりかたがあるということ。","metadata":{}},{"cell_type":"code","source":"pd.DataFrame(df_list)[:5]","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:53.417363Z","iopub.execute_input":"2021-07-24T00:21:53.41781Z","iopub.status.idle":"2021-07-24T00:21:53.528088Z","shell.execute_reply.started":"2021-07-24T00:21:53.417766Z","shell.execute_reply":"2021-07-24T00:21:53.527034Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"単純にPandasにいれるとこんな形になってしまう。","metadata":{}},{"cell_type":"code","source":"df_label[phone_col] = df_label[cname_col] + '_' + df_label[pname_col]\ndf_label","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:53.529418Z","iopub.execute_input":"2021-07-24T00:21:53.530023Z","iopub.status.idle":"2021-07-24T00:21:53.593931Z","shell.execute_reply.started":"2021-07-24T00:21:53.529978Z","shell.execute_reply":"2021-07-24T00:21:53.592891Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"trn","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:53.595278Z","iopub.execute_input":"2021-07-24T00:21:53.595879Z","iopub.status.idle":"2021-07-24T00:21:53.621886Z","shell.execute_reply.started":"2021-07-24T00:21:53.595824Z","shell.execute_reply":"2021-07-24T00:21:53.620658Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"phone_col","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:53.623186Z","iopub.execute_input":"2021-07-24T00:21:53.623778Z","iopub.status.idle":"2021-07-24T00:21:53.629757Z","shell.execute_reply.started":"2021-07-24T00:21:53.623735Z","shell.execute_reply":"2021-07-24T00:21:53.628801Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"cols","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:53.631207Z","iopub.execute_input":"2021-07-24T00:21:53.631783Z","iopub.status.idle":"2021-07-24T00:21:53.641917Z","shell.execute_reply.started":"2021-07-24T00:21:53.631741Z","shell.execute_reply":"2021-07-24T00:21:53.641083Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"ts_col","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:53.642968Z","iopub.execute_input":"2021-07-24T00:21:53.6434Z","iopub.status.idle":"2021-07-24T00:21:53.656416Z","shell.execute_reply.started":"2021-07-24T00:21:53.64337Z","shell.execute_reply":"2021-07-24T00:21:53.655174Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"df = df_label.merge(trn[cols + ['prev_lat', 'prev_lon']], how='inner', on=[phone_col, ts_col], \n                    suffixes=('_gt', '')).drop([cname_col, pname_col], axis=1) #列名が重複している場合のサフィックスを指定: 引数suffixes\ndf","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:53.658124Z","iopub.execute_input":"2021-07-24T00:21:53.65857Z","iopub.status.idle":"2021-07-24T00:21:53.796374Z","shell.execute_reply.started":"2021-07-24T00:21:53.658525Z","shell.execute_reply":"2021-07-24T00:21:53.795653Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"df['sSinceGpsEpoch'] = df[ts_col] // 1000 ## 切り捨て除算\nprint(df.shape)\ndf.head()","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:53.797532Z","iopub.execute_input":"2021-07-24T00:21:53.797808Z","iopub.status.idle":"2021-07-24T00:21:53.820119Z","shell.execute_reply.started":"2021-07-24T00:21:53.79778Z","shell.execute_reply":"2021-07-24T00:21:53.819282Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"df_tst = sub[[phone_col, ts_col]].merge(tst[[phone_col, ts_col, lat_col, lon_col, 'prev_lat', 'prev_lon']], \n                                        how='left', on=[phone_col, ts_col], suffixes=('', '_basepred'))\ndf_tst","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:53.821259Z","iopub.execute_input":"2021-07-24T00:21:53.821539Z","iopub.status.idle":"2021-07-24T00:21:53.896148Z","shell.execute_reply.started":"2021-07-24T00:21:53.821512Z","shell.execute_reply":"2021-07-24T00:21:53.895236Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"df_tst['sSinceGpsEpoch'] = df_tst[ts_col] // 1000\nprint(df_tst.shape)\ndf_tst.head()","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:53.897378Z","iopub.execute_input":"2021-07-24T00:21:53.897667Z","iopub.status.idle":"2021-07-24T00:21:53.917022Z","shell.execute_reply.started":"2021-07-24T00:21:53.897642Z","shell.execute_reply":"2021-07-24T00:21:53.915813Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## Derived Data Aggregation","metadata":{}},{"cell_type":"code","source":"derived_files = (data_dir / 'train').rglob('*_derived.csv')\ncols = [ts_col, 'svid', 'correctedPrM']\nderived_files","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:53.918299Z","iopub.execute_input":"2021-07-24T00:21:53.918587Z","iopub.status.idle":"2021-07-24T00:21:53.924925Z","shell.execute_reply.started":"2021-07-24T00:21:53.91856Z","shell.execute_reply":"2021-07-24T00:21:53.923818Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"df_list = []\nfor t in tqdm(derived_files, total=73):\n    derived = pd.read_csv(t).drop_duplicates([ts_col, 'svid'])\n    derived['correctedPrM'] = (derived['rawPrM'] + derived['satClkBiasM'] - derived['isrbM'] - \n                               derived['ionoDelayM'] - derived['tropoDelayM'])\n    df_list.append(derived[[cname_col, pname_col, ts_col, 'svid', 'correctedPrM']])","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:21:53.926076Z","iopub.execute_input":"2021-07-24T00:21:53.926462Z","iopub.status.idle":"2021-07-24T00:22:19.123172Z","shell.execute_reply.started":"2021-07-24T00:21:53.926422Z","shell.execute_reply":"2021-07-24T00:22:19.122158Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"df_derived = pd.concat(df_list, ignore_index=True)\ndf_derived","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:22:19.12456Z","iopub.execute_input":"2021-07-24T00:22:19.124875Z","iopub.status.idle":"2021-07-24T00:22:19.206597Z","shell.execute_reply.started":"2021-07-24T00:22:19.124838Z","shell.execute_reply":"2021-07-24T00:22:19.205587Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"df_derived[phone_col] = df_derived[cname_col] + '_' + df_derived[pname_col]\ndf_derived[phone_col] ","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:22:19.207798Z","iopub.execute_input":"2021-07-24T00:22:19.208107Z","iopub.status.idle":"2021-07-24T00:22:20.048799Z","shell.execute_reply.started":"2021-07-24T00:22:19.208079Z","shell.execute_reply":"2021-07-24T00:22:20.048056Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"df_derived.drop([cname_col, pname_col], axis=1, inplace=True)\n\nprint(df_derived.shape)\ndf_derived.head()","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:22:20.049966Z","iopub.execute_input":"2021-07-24T00:22:20.050407Z","iopub.status.idle":"2021-07-24T00:22:20.37943Z","shell.execute_reply.started":"2021-07-24T00:22:20.050361Z","shell.execute_reply":"2021-07-24T00:22:20.378308Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"df_derived_pivot = pd.pivot_table(df_derived, \n                                  values='correctedPrM', \n                                  index=[phone_col, ts_col],\n                                  columns=['svid'],\n                                  aggfunc=np.mean)\ndf_derived_pivot ","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:22:20.380593Z","iopub.execute_input":"2021-07-24T00:22:20.380864Z","iopub.status.idle":"2021-07-24T00:22:22.92894Z","shell.execute_reply.started":"2021-07-24T00:22:20.380838Z","shell.execute_reply":"2021-07-24T00:22:22.927759Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"df_derived_pivot.columns = [f'svid_{x}' for x in df_derived_pivot.columns]\ndf_derived_pivot.columns","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:22:22.93043Z","iopub.execute_input":"2021-07-24T00:22:22.930779Z","iopub.status.idle":"2021-07-24T00:22:22.938571Z","shell.execute_reply.started":"2021-07-24T00:22:22.930748Z","shell.execute_reply":"2021-07-24T00:22:22.937524Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"df_derived_pivot.reset_index(inplace=True)\ndf_derived_pivot","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:22:22.939833Z","iopub.execute_input":"2021-07-24T00:22:22.940124Z","iopub.status.idle":"2021-07-24T00:22:23.025052Z","shell.execute_reply.started":"2021-07-24T00:22:22.940096Z","shell.execute_reply":"2021-07-24T00:22:23.023994Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"df_derived_pivot['sSinceGpsEpoch'] = df_derived_pivot[ts_col] // 1000\n\nprint(df_derived_pivot.shape)\ndf_derived_pivot.head()","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:22:23.026744Z","iopub.execute_input":"2021-07-24T00:22:23.02717Z","iopub.status.idle":"2021-07-24T00:22:23.090067Z","shell.execute_reply.started":"2021-07-24T00:22:23.027122Z","shell.execute_reply":"2021-07-24T00:22:23.088946Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"df = df.merge(df_derived_pivot, how='left', on=[phone_col, 'sSinceGpsEpoch'], suffixes=['', '_2'])\ndf.drop(['sSinceGpsEpoch', ts_col + '_2'], axis=1, inplace=True)\nprint(df.shape)\ndf.head()","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:22:23.091447Z","iopub.execute_input":"2021-07-24T00:22:23.091771Z","iopub.status.idle":"2021-07-24T00:22:23.348908Z","shell.execute_reply.started":"2021-07-24T00:22:23.091741Z","shell.execute_reply":"2021-07-24T00:22:23.347874Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"df['d_lat'] = df['latDeg_gt'] - df[lat_col]\ndf['d_lon'] = df['lngDeg_gt'] - df[lon_col]\ndf[['d_lat', 'd_lon']].describe()","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:22:23.349979Z","iopub.execute_input":"2021-07-24T00:22:23.350245Z","iopub.status.idle":"2021-07-24T00:22:23.416319Z","shell.execute_reply.started":"2021-07-24T00:22:23.350219Z","shell.execute_reply":"2021-07-24T00:22:23.415153Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"derived_files = (data_dir / 'test').rglob('*_derived.csv')\ncols = [ts_col, 'svid', 'correctedPrM']\nderived_files ","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:22:23.417793Z","iopub.execute_input":"2021-07-24T00:22:23.418191Z","iopub.status.idle":"2021-07-24T00:22:23.428321Z","shell.execute_reply.started":"2021-07-24T00:22:23.418149Z","shell.execute_reply":"2021-07-24T00:22:23.427431Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"df_list = []\nfor t in tqdm(derived_files, total=48):\n    derived = pd.read_csv(t)\n    derived['sSinceGpsEpoch'] = derived[ts_col] // 1000\n    derived.drop_duplicates(['sSinceGpsEpoch', 'svid'], inplace=True)\n    derived['correctedPrM'] = (derived['rawPrM'] + derived['satClkBiasM'] - derived['isrbM'] - \n                               derived['ionoDelayM'] - derived['tropoDelayM'])\n    df_list.append(derived[[cname_col, pname_col, 'sSinceGpsEpoch', 'svid', 'correctedPrM']])\n    ","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:22:23.429383Z","iopub.execute_input":"2021-07-24T00:22:23.429724Z","iopub.status.idle":"2021-07-24T00:22:41.101684Z","shell.execute_reply.started":"2021-07-24T00:22:23.429683Z","shell.execute_reply":"2021-07-24T00:22:41.100661Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"df_derived = pd.concat(df_list, ignore_index=True)\ndf_derived","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:22:41.103006Z","iopub.execute_input":"2021-07-24T00:22:41.103307Z","iopub.status.idle":"2021-07-24T00:22:41.182132Z","shell.execute_reply.started":"2021-07-24T00:22:41.103276Z","shell.execute_reply":"2021-07-24T00:22:41.180992Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"df_derived[phone_col] = df_derived[cname_col] + '_' + df_derived[pname_col]\ndf_derived.drop([cname_col, pname_col], axis=1, inplace=True)\ndf_derived","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:22:41.18348Z","iopub.execute_input":"2021-07-24T00:22:41.183819Z","iopub.status.idle":"2021-07-24T00:22:41.944059Z","shell.execute_reply.started":"2021-07-24T00:22:41.183787Z","shell.execute_reply":"2021-07-24T00:22:41.943086Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"df_derived_pivot = pd.pivot_table(df_derived, \n                                  values='correctedPrM', \n                                  index=[phone_col, 'sSinceGpsEpoch'],\n                                  columns=['svid'],\n                                  aggfunc=np.mean)\ndf_derived_pivot","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:22:41.945525Z","iopub.execute_input":"2021-07-24T00:22:41.945838Z","iopub.status.idle":"2021-07-24T00:22:43.35588Z","shell.execute_reply.started":"2021-07-24T00:22:41.945802Z","shell.execute_reply":"2021-07-24T00:22:43.354784Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"df_derived_pivot.columns = [f'svid_{x}' for x in df_derived_pivot.columns]\ndf_derived_pivot.reset_index(inplace=True)\ndf_derived_pivot","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:22:43.357592Z","iopub.execute_input":"2021-07-24T00:22:43.357911Z","iopub.status.idle":"2021-07-24T00:22:43.427941Z","shell.execute_reply.started":"2021-07-24T00:22:43.357881Z","shell.execute_reply":"2021-07-24T00:22:43.42694Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"df_tst = df_tst.merge(df_derived_pivot, how='left', \n                      on=[phone_col, 'sSinceGpsEpoch']).drop(['sSinceGpsEpoch'], axis=1)\nprint(df_tst.shape)\ndf_tst.head()","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:22:43.429324Z","iopub.execute_input":"2021-07-24T00:22:43.429733Z","iopub.status.idle":"2021-07-24T00:22:43.58733Z","shell.execute_reply.started":"2021-07-24T00:22:43.429691Z","shell.execute_reply":"2021-07-24T00:22:43.586253Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"df_tst.describe()","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:22:43.588907Z","iopub.execute_input":"2021-07-24T00:22:43.589332Z","iopub.status.idle":"2021-07-24T00:22:43.816651Z","shell.execute_reply.started":"2021-07-24T00:22:43.589289Z","shell.execute_reply":"2021-07-24T00:22:43.815666Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## Raw Data Aggregation - To Be Updated","metadata":{}},{"cell_type":"markdown","source":"# Model Training","metadata":{}},{"cell_type":"code","source":"feature_cols = [x for x in df_tst.columns if x not in [phone_col, ts_col]]\ntarget_cols = ['d_lat', 'd_lon']\ninput_dim = len(feature_cols)\noutput_dim = len(target_cols)","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:22:43.818222Z","iopub.execute_input":"2021-07-24T00:22:43.818656Z","iopub.status.idle":"2021-07-24T00:22:43.824522Z","shell.execute_reply.started":"2021-07-24T00:22:43.818608Z","shell.execute_reply":"2021-07-24T00:22:43.823345Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"feature_cols ","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:22:43.82605Z","iopub.execute_input":"2021-07-24T00:22:43.82648Z","iopub.status.idle":"2021-07-24T00:22:43.843761Z","shell.execute_reply.started":"2021-07-24T00:22:43.826435Z","shell.execute_reply":"2021-07-24T00:22:43.842481Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"標準化","metadata":{}},{"cell_type":"code","source":"scaler = StandardScaler()\nlabel_scaler = StandardScaler()\nscaler.fit(pd.concat([df[feature_cols], df_tst[feature_cols]], axis=0).fillna(0).values)\nX = scaler.transform(df[feature_cols].fillna(0).values)\nX_tst = scaler.transform(df_tst[feature_cols].fillna(0).values)\nY = label_scaler.fit_transform(df[target_cols].values)\nprint(X.shape, Y.shape, X_tst.shape)","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:22:43.844828Z","iopub.execute_input":"2021-07-24T00:22:43.84514Z","iopub.status.idle":"2021-07-24T00:22:44.238799Z","shell.execute_reply.started":"2021-07-24T00:22:43.845109Z","shell.execute_reply":"2021-07-24T00:22:44.237638Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"with tpu_strategy.scope():\n    model = build_model()\n    model.summary()","metadata":{"_kg_hide-output":true,"execution":{"iopub.status.busy":"2021-07-08T13:03:26.878224Z","iopub.execute_input":"2021-07-08T13:03:26.87859Z","iopub.status.idle":"2021-07-08T13:03:27.463978Z","shell.execute_reply.started":"2021-07-08T13:03:26.878557Z","shell.execute_reply":"2021-07-08T13:03:27.463119Z"}}},{"cell_type":"code","source":"def scheduler(epoch, lr, warmup=5):\n    if epoch < warmup:\n        return lr * 1.5\n    else:\n        return lr * tf.math.exp(-.1) #epoch毎に減衰させている。","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:22:44.240366Z","iopub.execute_input":"2021-07-24T00:22:44.240813Z","iopub.status.idle":"2021-07-24T00:22:44.246662Z","shell.execute_reply.started":"2021-07-24T00:22:44.240768Z","shell.execute_reply":"2021-07-24T00:22:44.245398Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"KFoldで分割して学習。build_modelを毎回させて初期化させている。","metadata":{}},{"cell_type":"markdown","source":"![image.png](attachment:47764433-862e-4332-877d-5a233aa3c027.png)","metadata":{},"attachments":{"47764433-862e-4332-877d-5a233aa3c027.png":{"image/png":"iVBORw0KGgoAAAANSUhEUgAAAMAAAACACAYAAABdhGZrAAAgAElEQVR4Ae29B3xcxbk+vCq7am5gbMD0EiChQ5L7vzf3uwnVRd0q7kWSZRmbFsCWZckqliVZsnovli1bXe6AwYGEHloCBEJJgdAChIQAuYCLVrvP93veObN7diUbG8yNV9b5aXTKnjNnzsz7zLxt3rFgZBupgRO4Biwn8LePfPpIDWAEACNEcELXwAgA/o+a3wmASW0O2Q0Y1/Rvh9rzvpHtu6mBEQB8N/U6ZK4kZCFmpx2Q1A+AYBgqGVnoe4fMceTit62BEQB82xo84ue9iVyDgdcJCK+9/YAAg6PCyAhwxJV81DeOAOCoq4ysjEP4GdWb97tYmwE4hFjtkqc63g/g7w5gYelOTIzOwujwbNiiCxEYvQ4B0cUIjFqPgOj1g/YBkSWwRRQhNDxPnvmf2xrwwCt/x/+6WCkDMBogHCmM97tZrW/wcSfYIyMA+CYNLr012RfpuxULQwJ0OPAlgHs2PIoxkWsQErsefrGVsMRUwz+uGpaY9QiMLoZfzHpXIvEPmSJLQBBIilqH4Jj1sESsg39MOYKiSxDw05/jxrtb8Q8NAIP41efo0eabfNyJ9cwIAL5hezsPksgOSO//5lfAWTMKYJlSAv+odQiMKRUitcaUwC+2HJbYSgTGlMA/thSW6eWy57F3CpheBibzdTNY5Di6TABjjVwHW2QB/COLwPcEX3c7Hv7jv9Ro5FTg/IafdkI9NgKAo25uEj7wLwCXzy1ESHwZLNOKYJteDr/pJQiIrRJiVwRPoicIShEYV4qg6esRGMfE83JXCohX5/4k/ullcr8GgQBiehkssYrwOYJwJLFErxOw+cdUIiiqEJYpa2C5KVfAd/HMPBmJFCvkcLFoR/2pJ8ADIwA4ZCObCEcoyY5+pwPbn/0AgVPSEZRQB0tUpYuVIcHqHtxM3Nb4CjDZEsphTaiUFBhfg+D4aoTElyM4vhy2hDIExZXBSiAklMEvoUqe4XMBceXwjy935e09QlCGEDmCMkPkekmWm/JhjSjB6MnL8dJH/EDKLAq4h/zcE/SHEQAcouGV5kURDo/Xdj2B0IhCWKZXSy9LgvebXuwiTBJroJE0oZv3AQkV8J9RCe4DEkthiSuFZVYNLAmVsMRXqP2sOlgSK+AfX4qQRAKDoKlGYGI1bAmVrhGDANMjBNktJv+oEgGCBkNAeAEskYXwjyjDmPA8vExhgUAWYfkQH30CXh4BwCEaXQNg86NvwHJjLiwUSGPWwS+6QlgdW9x6YXt0Dy+9NYk7oQKBiZWDknVGBYLjC3HWomrcvLIVd7X8Auu3PoG2R17Hxkdek33Z9qfw88YHcXP6JoydWYCgGetgTSyTvAgAncwjjAaCjECGQE0wcDQga8SRgGDwiyxG4M/uEtbtEJ98Ql4eAYBHs/e7DFXsMANvvBN+MdXCk5OP1zx6cFypELpfAlmZcumhAxOVsBu8oA5+01bjZ/e0YO+bX+Ir6Xgd1PSrzaGgpU8PuXeq+/jcQQBUp7b9+m1cMC8flim5CJldjYC4SrAs1vgy+E2vgv/0CthiyoQts0RTIHcnapOs0aWiVbr+rkb02932BS0rHLIsw/iHEQAYjXvw4EHhEGh+Oj8hF4HRlcJmiCaHrE5cuSuxhw9OYM9Moq9AUGI5vj+vAG8eBAZIt8Jva1Wk2gv3YXAhR01P+mGt8nRChNze5/6CsMjVCJ5B9qgU/nHrETSjGtYYCuLlwhppFStZI7/wdZKs4cUYFbXOGA2U/UCB4KhL5vMPjADA1ITPvu+E/5R80bIERZWKzp3shiWhVIhf8/SWmdUInVuLq9LKQRlTiIeqR4e2CxgXnQbbzXfITRoUppd+7SHlEG0ppnHNDqck411Ou4wQ1b/4EwJpe5hdpWQRQzYwA0DbFfwjaIArE/lgWfV9UoIRAHxtQwynGzQhcs/NgauTijw0OmR3rLFlooEhCKiqJItBIut54W84SIqxH1rfzp9lMDDyV+9hb6vYLP27uq7+k9XhM/o53qOT+b5DHdNC/U4/EDxlhcgL/vGVsMWWwGKwRQQDZQOyRpQJmCzhRZgUvkJYND7P9wmSxT/pUG8aPtdPyBFAExibkby15brlIuRqoxMFSvLV5K/J7lATMzquEL/9hBS5H44Bg/AVtRyCGgzVo3kU4J2mZ9QhQWEk416eibuFQZCmRw7xLnWZ9/UfpNThwOcAxkblISC+BrZYT2sztUYaAH4RBbBMXg+/nyyTuuBoQyCeKNsJCQDFq+zHW/uA0OllsE2npdata2ePb01kqsOYqCy8NwDY7QeFFSFxKoLVo8ehSIWuEQNC73SP+MAOdP/uQySWbcXFy8oRGpeFgNgcnDJvHU6eUwhrVAZOnV+Cq26vw21bnsAT7+/Dp4YADMeRQUDuctqVIC/FcuC5v+6H/+RsEX45ohHkHAm0gOzHESGiWM6tN2SLbHGoLxqO108gAJiGd6cdHU+/h5BoRRAkChJ9UHwprHE1CJlZidC59Wh46HUXO+LZ+A7FJfCiQZvc0RmOPfc/BoCZJTsxdl45bIsaEZZSh8DURgQsapBkTW2Edwpc1ABrikp8Rh9zH5RSjwturUPPC+8o4ubLjPdyT5ng6ziWKVkdhoW5RLF60WWwRSlnPAFARDFsESUIiSpWIHBS1uCm682zBobL2QkEANWYHOIrdj4LS1Sx0ukbjmkCgDhaYMtw9pwiUBvEnl6Iy7u1DVZFLjvscu8Tf3PgzNRyjErbAL8F1QhOa0BAcjOCUzYgeFEDglMaEbKoSVJoajN0CkprBpNtcROCUlUaCgDWhRUIS2tG6KImBCasxdrdr8h7zaySdzHd5xyt+vF2P+AfXQRLXIVrJKB2SAPAMm09rOFF8Lsxw1DbDm/iZ/2cMACQTrN/P7I3PojRs+pcvSH5fWF54mmoqkTnbz92C4FOal1IPIrxcRNUv/SLdE3+0fJGWOeUIzSlBf6pithJ6MGLmxG6mPsmBKWp85C0FjAFL2kRoifh85gp5JYN8pvrnsXNkocbFM3gKBGU3IDgpCZYF1XLfuysbLyn0OountcRv51yD3tzfknojbeKBZt+RQSAth6LsSy8WEYG60/SDFnA0EJ55TlcToctAGT4dg3jbK5+rGzdi6DpdaLm9ItWWp6wGVXKQ/PGFUavb/D2xo605dKOkL8eGJCe9JT5ZQhNrhWiFPYltRFhqSTaDQha0oLRi9sQumQjrMtI3C0YtbQVY5duQvCtbfBPq4P1lhYELWmF9ZZWBC3bJPuQpZuEVbItaUJIai3GLmvG6Fua1ciwpFUBIq0Z1kW1sKbUCwBCkxQoRs9Zj1+9Sxc9A6xSAfwIRcByalDtwIAT1y4qg2VKkRC/JbpK3LQJCNdoMDUfZ0RnAw5DpjAyMOczHEAwbAGgjVG6wXa+8AH8o6j9KBJraUDcOuH5LdMrcXKMHvLdTWrXvK9koEYB6vwnzitGaFqb8OXWlCZhXYR9EVamSVgfErdtWR2Cl7bA/9Y22JZugGV2Iaat78b9f/pMhFvVaatJM1r1SZBSA0MNzsZn38GPlzfCf2YRAhY1CViCFm9EmLBJLTIS+KU2IJgjQnIDAufXwJK0EScnFuCf/AzHAVevr3p/87cR1f0yb8EaWyGqUpGDTOxQQGQpLOF52PTkH5W8MQIAdwX6whHbS9rM2Y+/9gOjqcuPLBFX5QC6Lc+oQ2h8Df7nzjp88eU+g1hMXybaFPoLfCEjw/dS1yMwpVV6fbIhFGJDUupcLAzZmFGLmxF4SyssaRsw+vYW/Ed6C/64zyiH9MyG8CyGLRq3+KcEZ8XLGwYvD0uyYl92vf4xTksugvX2jQi+rQXWxS0ISm0UITswuV6EZltSI2xJ9QhOacaVd9QZ7BsrwpuFM77TCRRufRqWiFLX7DTNDgVGroV/eAVCIstNrtW6Uk315OOHw3cEMBqGTMH4mTUyxFti1IwqqgOtMVVIKOwwWARzwyreRwNowxN/xLhlbfBfWIvQ5GoEpGwSQXYM+fHFbQhOa1U8/ZJWBNzWipNuqcLTH6uenT06hej9BxzAgFO4Ec2Ly4mwJ8a7Ba0kVINt4c4AiJJDlF2BI0d85b0iEFNeoJxhXdQMjkZBSfUITK4TtuykZZtgm1GOt7/UAHQTvcqX5wSkA3kdj8E/tsYlD3BSjyVSGf0oF4Rcd49bEyvl9HGqNxV/2ALgoINOA4Dlp/eIRZdDvBZ4g2fWYVn9A9h/wMuS67QrDtqp2IdxcwoQlFSHMUlu9SSF25C0VtH2BC5phm1JA/yXdWD0nDX48IB2uyfhKyCZ6vrYHRJPAGbW3Q8bWa+UeoSk1stoQA0SRwRbUjMCF9RjzC1bsLz919hH450I9YOLwbzmFnSKeze1RASAlaNCZIlLJmjY+4bIUcOM/oezFmgfrkqtQHBkoZqTa0xBpMbnpuUt7AS9ukYtPu7Dm/shxBO6oA4UMv1Sm4S4tIYm9JYm+M+tgm3ZZljmVuCX79BkxV7f8CYdTGPH9AoJljIK+XhassfMyIWFrM/iZhcICIqwpGqELKyX0euytCr1vd4UbBjO7HY7LlhYBksUHfyKYY1WLCOF4sCIIgRMLVBaoWE23XLYjgB7XvtEJqSLmo/aDXFvqMApKRvhJBEM2Rv2o+nRV2FJ2YCQpAoEL6oT1oJaHtXzKzWmddkGBN3Zhhn1v/AAkid7c0xp3iMzYYnkGzSI+9H5yscIXbLBBQKlKWpASFIN/BbWI3BeHcYnFQ0Cvbg9OA8YuiM7QmPWDgIA5x1bJhfixnsa1fd6lMa3T4YXAAy1JwmRPT+J3836rIf/lMyh/VwMw9YtjffDurAOtmQSvpvtodEqZEm9qC4DlzQhbGk9/kLaGzgMm2Ow8qRTFw9vphWzMY03GTy/ojAlC2gaV8AyPzz42Ol0ivbIOrcYlvnVIqeIliqpESELmKphmVuLCTPXCLEfikWjBiossVKEYtady4M0sggh4UXGs6oDOVQeg0t3/F4ZZgBgw+zDmJuXi7uvaDSMieYhM2vwibD8nkQrjehwYGpWC5QWpRGhSYZWZVGjy3AVtrhFtDvjUsrwGdtzQBvJDtG4LgHW+F1sCGSRHDJJhsI51ZV/B0QtSqMae2MSvdEdC59PHZFcO8RrPC47laFr1JwsjE5rEdnAtqgZYUnNsCXXIGh+LSzzazE+PsvI07MuJC/nAWT3vSDGQbNqlMIwp1dGrm6XQkqZhsE842EFABLzU29+KRoe7eeiJ6o3PfiSwQN7N7oD8yu2w29hMwKTG0G+n3p3CpNmtocanqvTm1z0pojSOy/Xz0K8LA8JPX/3s7jojmqcemczzs7didOXd+GsjD7Zn7qyHWdl9WHi8k6clrcbZ2Z04Ozbq/Dj24vwh4MKFBj4GlOvfq0USmmg6DsUurhOfUdKM8KSG0Wgt86vh2VWNS5LKzaGHf2we89sxsSvA2eVsROhHECnOQrGgVPXCj5lVBoBgLvS/n1HJEJDz+0ELD+5U6KuBUWthSWmAqEzKjAuIhsSxoeFZKM5qKBk+zux/t6XhD/WunRxPqOxackmUTUGpTXAb1krfpK7aRD/7P5mw1rKojjt0qNHV3bh3OXNOGNVF87L2IxzVnXh3MxuSeet7sJQ6ZysbjCdtaoT52R2YGJmJ85a3YmL7q7An4mBfqWlUiyR8c3uQngckYgvWFYF/8WN0vPLdyU3wLawTr43YG496h55VY0EhiBszoCsELVljGBni1rnoRGq2v2851BlftDHjofBCGA4bDmBLU+9DcuNefDj5PUY5dPiN6NWOY3173cN+0I6/QfxwueAZV4NQm/ZrHpHg++n/w0dz+jS4Ld0M76/tBCwG4KiF0OuRgK2ugPvAjjnjkqcvWorJmV04/zsbpyb1Y5zsjrxveweXLi6W9L3srswVOL96plOnLe6A+et6pJ8JqzcjHGrOnDa8ga89AXfdXji5x26mBMXVinPU3qVGgCgnBOcuhGBc6pMoRa9VcIHcEbiGpGhJIyjSSXq918/l6BgPkbrQxZ32ACAJBEYzkgIpRJEipPYGaxqflG7EKcmVLW3i8A4elGz9I40HoUubBLBl8SvHNaUVffSO6rdrIKhfzfXZL9T8fDn3VGHU9P7cH5OH87JbMPZ2V04N7dHCP+SrB5ckutO38/rhne6JLcLF+f2SLoopxvn53bh7OwOnLu6C+es6sakjE6cnt2Diel9OPfOOnBuzmGFA0PLRTVp0JwS5U9kuE1Q1gmaV4mA+Q2wRmcpsOgKMj6O9clBh3XIIF9mm0BAbJVYhzXIzPXha8fDAABK997wwGvSSDLbyYicFjJdaS1ctOJkkyoqDppXKj7/7A3FwzKlUbw2Q1M3ggJvSFozAucVqPb0YvVJK5wgY3f0I7V1L87I7cOkVVtwZpYiWPbiJGImEvUP1vTh8jW9rnRFfg+uyO/DZWv7cOUala7I68WVebxnq4DjBzk9uCi7S/I4P7tTRpGzMzkidOK09E6MzdyCtQ//Tj5H0a5XIU2U+N7nBzFqaRtsqXXili0jAa3GC2oRlNSK7J0vAQ6vEcBBCNhxTsJa+BsaNdGqcWJ9RAXSyneKYcz0Gp889HkASOM7AdvUXE8AxFUhZ9tvTL2/YaRyAjPLexA4twWBC2uE+MV9OUUJvfTjJ/EHLNto8g71YjmcdmEdTllcilMyuzD+ro04J3MLzs3uwAU5imi/n9erCHlNjxD6VflbcfXaba50VUEfrijqxjVr+1zp6jXbceXarfjB2l5clteDH+R0SR4X5XaCIKDcQBCcvqoDE1d04ZSVfbg2s/brCc8JTF3fDlvKRnGb8ADAvHoEzqxV0yHNORkjCDVVQTNqRRjWAAgML8bJEdlHxIqZszwej30eAOzQX/4EsBiR0WS6X2wp6OasyVaBhI5mdlE9hi6oh21+JfySmwznMTVZJSy1AaGpG2C7sw1/EF67X5hpuxKZXe3HmEET7mrFxIx26fnPWL0F5+T04oKcDlycp4j28jXduHJtL0joVxf04dqCrfhR0XaVSnbiP0t34McFHfjh6lb8OGeTpB8VbcOP1+3AlWt24Or8rbgyvwfM5/t5nZIvwSUsUVY3JmRuxikZ7Ri3ahvO/XmFAVZXET0OXJ1Eao2ah5Cs5AGxecyrht+COly3ot7jGZ4oFfEBWH56twcArBFrxVJM9srXN58HgL1/H8KmpIven9oKRm6zRObj5tvXCYus2AM1ve/g/gOwROWAqkB6TdJ5TBu8qPIMu70TQYtace2KKtWu6mGT1Xgfnv3kAE5b3oYJqzpEW3PWaiW4spe+PKdTeu8r1uzCZYVbheivLd6Ga4q24YfFOzC1aAPe3Kcm4mtwehMQrxN7G3/9Kn6Y3YLL+Wx+Hy7J7MQleb24ILdXBGVqlYQdyujA+PQenHNnuTi2kSdSvLmZJVKKgofe+ACBSZyl1iiJdUB/oYB5VSIQ0w4hz+rvZu/idGDn82/DMjVfHAoZU8gaXgjL5AK8RA8QH998HgDk6oPiKhAUWewKB8jgsmKskoYkIbAhgcfe+xRjlrbCKrzvYABYUxsQtKBikLVY0UM/3qeWJ3sbqLs/I1Px5edld+PC3G5csqYbF6/ZgSvzydb04trCLlxVsg3XrmrEI3/+pyIsKYaZMA9HPRyx+sWOEFfSIyC6ZG0vLs/pxgU5PTh3dQ/OzOyWcpya0YPQrM24YmWNcn12EbA7f15iCpxb4gEA6QQW1MIyuwJLG+5XbI3Ds4zs6UMSVB1r36DgqFJEZDS7X+CjRz4PgMK+52GJLoU1qkCiHdAAZovKlcZWhO8GQHDcagk+qwEQkqL86bXBa8wdW9D3+mfAgJ4QrlvVITz/uFWbRQAl8Z+d2SGqSqo3KeiSZ7+8oBfXFG7F9/N78P8KNuPZD74yyqGI76i0JppihXDt+BuAqzM34rKCblBjRJng3KxOnJ7ViTPTO3ByeidG392B7lclHLQuuOfeaUftk6+p0c9ggzQAZEJNXJEqr+ovPJ4dHZEjUyXFPYJrIEwrhPWGFR73+OKJzwJAd3KWHy0VYw3j5Qv7E1ON+SWdhupSET/dDz6ga/T8jTIZfTAAOJOrFSHJJcC+rwyvR4MHNtiCwPm5OC29Hadn9kivSz09eXKt5aFWh7z+Dwt3YGZVh4uVEHchg5hNND00rRgfJTujE3b5ETlUvJ7r8loFYBdTVZqtDGeTstpxMsGZ2ykWZXFw028w+RwpVwuHsnGIStQYBRfUyowyerh+zIHHXADJx4E5hT2wxLoDa4XGlMJyc55+i8/ufRIAbB82Jvll0fuHG3NbYyvFA5TuB97b6bPXInB+tTS08P+6B0zlTK5G2G5pw3NczEuYc8WhixDotGNqwSaMy2rHKRndmJjVIdZareqktueKNd24pqAbl63bjkf+TBH5azYXcauRgd8jNKcP+LtccOejyqLkh4j8zfh+7lZcnL0VZMFoPT4towMT0rtw0ooOXHxPpbJ4G/l5jzwX3V4LW2oLgpPrRQtGYThgfg3CFtbj3DkZcHixQCwFLcOyxBPXNIssccUZZd662O7S+s6RTwKAlU6x7sm39oEqOWp+xGclqkTW5fJucJETkltgm18ORm/2AEBaM0albcSE5HKBlNCdqADZFSojV+jKXiEujgCTVneIO8NFOVRzUnffJazPjwp68KfPlaZJmt+LgM0koX5SAqZ2dlNEpEYsErv34xKexZgqyd+uyd6IS/K2yihE9ShdLk5btRmn3tOGUSu7VeBbV1AABWhdhhc/dSAgrQXW5BaTMFwL67wKSaos+m61Z4fDQAIBZH9Mc4cZ9Mu7vj2fPL7PfBYAhMDlM3I8AMBlgsbFrQPE4OWu+K1P/A7+M8pgWdCk3J2pATJGAPL/tqUt2PDCP0Rk4D9pUKFAB065rQKnp7difMZmnJa5BReu6sWFq3ulB6bR6ioKvAV9+O3fvhDZQRGDtwzhLos+Iig/cQKlj76K2zc/gLs6H8Lj73wwWB/PBww2hkXSLBEJjwY1smB0q+AocPbKPrEPnLSyCdcvp31AgVi/U+9ZRtvieliTWz0AYKGj3ILmocuAAwhJUFNLzQB4ex9wwIcR4JMAkEneTjuCJ68WT0WOABTOuOTQ7Px20V+zTYSGYUdAeCYC5tYiYH4dApIaZASg+lOiOSxWk8hJkB7bgEOc2kbfsxknZ3TgtIx2MUJdkKX8eH6wRunory7civz7ntEvc2fh1D2jcpt2OA8KsJ7+66eILt6Emyp3Ibz+AUypudedqnZjas0DCF/fgd1/0MLsEBKp8GkO3LrlIRkFLsztxHlZvZi0qkM0VKesaJe9GzieVl7Wy7iUBpnUrzsCWoUZ0Mt/Tg3u/cNng79n4CBOis1T6lDTCLD50T8PvtddC8f9kW8CwAjwFBJT6Wn9nVaI33ykCE4RvyJC29wKAQB13nR5JgtEd2cJTJW2Sc2UGvBkEwiyH6TXYezdnThpZbtYX9nL0qGNfj3i2pDXhWtX1QsBCI/u0dxkZ9whC6kyj6voxo21exBefa+km+q2uYm/5l7cWL8NU2t2yW/XVW1DQlWvEkm8ojrIu+x26akvyekTQ9nZud04M4tW4k5MSO/AqOWd+M1nis3yKJacODBpfp5MqNcAEDlgQTVs86rxX3fVDX4EDlyTrFykzX5B6c17h7jXdy75KACMqM7TqjwAQB6VE0s0m0D1P3t2xvPnCDAUAGxpG9D96seDeG6yQhPu6UDoylbh/+l+oAFAP53Lc3twdX6v8NoHDnqHXiABKEmXcW2f/fBT3FzZi5tqSfi7MLmWvb4idPMIMLV6jwGIXYhq3IObau/DDbkbhuCxNYtlx09WNyg3iZxODwCcmt6LG0q6jO9SZdFkydljTb99V6ZQmgFAJQGd5EYn5nnVh3q+fPcLCIxXda4DaCUX93ndq9/iG3ufBAB796feG3BN3HY5wMXVqB7TYBHYBLv//CX851bCf54CgHhC0i3YGAGC0jYbvSw7cj0KOPCWAwi7uwthKzfjlPQ2UX3S+HRhbi8uy+nFpWu7cN2ajYdsZRmBnP147E8f48aa+z16ehJ95IaHcH3NbtxUvQs/q9yNGyp3YGr1va7EewiUqeU7kbXjOWMG2uDX9f7uXXwvvxfn52wVuwBtFHTRmLCqC2NvrVPaIAOM+mmWjavZUBPEepARUTRBdfBbUAO/GSX6Vo/9b977UhQO5hEgPpuhZVz8psf9vnDikwBg77qgZDuCqZWQYFelIgPYEqsMAVYTMjC7Yicss8sPCYCwNO0Dw17O3VPeuuNZjE3vwwThp7d4AoBuD8X3ynTGwzUyLag/q9iBmyo8WZ3wqvtwU0EbPrIrdS4j+s+t9gQAwUAQTGvYg2mVfabXuMvIi1RPqrkFPR4AGLe8HSfd1Sq9s7dakwCgk5t/kpr55g0AygECYNNbeUiBl+7RZgBEZ2wCR5QhH/B6/ng89UkAOB0HcdLUlRLJ2AwAzv5SDadZBGDSzDzxdaEATBYoKLlJaYBSmySg1agkao36IXOttLzpBE69sxJhKzdhwoo2nLmyV9gLskDfy+vDJWs6cHVB9xCsiamJnQ7EFrdhcs19mCLJLeyGl7a5yilGK6eKMH1D6TZE1j8go4Bik9SIcEP1LuXsJh/nBjffxrOL8/tw3hrlLUo54NRVHRi7vBOjV3S55xmbiwYIq2hLbVVzIKgRS6oXJQFHgICFTUPS8xufQlaUoRaI9c40e60BzqEQY3rn8XrokwBgNLPRUzOVCpQzlbjkT8x68QCFrK5o9JJOYGziGpn0olkgbwD8LKNW9V66E5NHHZh4VwvG3tOGU9I3i3aFbsg0ftECe03Odvwst8VjxPBuYMoeN7L3r9th8PxuAPA3t9CsUEdCrn3gCUytvx+TazkaEDj3Ymrtfbi5ZrcCwBATckh31xRsx7MJYW8AACAASURBVMXZveIpKoLwyg5MXN6O0BUdhkzkWTo+QzUqY41K9GkDACIIz2sRZ8FB9Ox04K0DQNjsGqlr1jkBsLz5QZX5oAc833m8nvkmAJwOjJqaowI2mQDAJUsVG+MGwKi4HNjm1bhYIG8ALO9+7KgBcGXudiSWdsApk0aGbtoH3vgQkxv2iiBLQjYnGlqV6lyVU2jH6UDL468iqo6Ev8s1aigA7FS6+SGIjMChPcIbAJw0M2pl15AA4LupLDg6AAAv/hOyeDc7Gw2Apr16XvHQ9XC8X/VNAMCOsGm5EumZvZAeAYYCwLgZ+QiY7RaCvQHQ/pu/ShuRtoS+jBFgws+bMebuTR4jAC2uVIFemr8VtY+/ftgRIKVB8f1kgTgKaACE1++RFykAaFZNGd9iqroRWad6fxcLVHsfwqu2usrozZtQzlBuEZ4jwKkrOhCW3jkkAAgaAsBvkRKCOSFIsUA1CJjXIpPmvbHG894X3kdgbLGMACpMSjGef49hIHXlHe/kPrh8vgkAZz+Cw9fIVD0CQGuBAhK0EOzuYUNjOQJUC387lAyw8zX6WSrXAxdb4gTOuLMJY+/ZgpMy2nDGinZDBugUy+vluX2oevj3h50SuGTTfYir24vJddswuZY9unsUIPE5D+5z8+dOOz4EjPtU7y8aoJptuLlhD5Lr+gx0uhuQZSXhvUcZIKsTF+W2m2aMdWJi+haMzupzabjcT6qs3ncCYbduNsKmNIqFXAyF8xtEVvIEgGLTIla2yOqTnCRP50PWPf2uPO81v+n4P/ZZANgEAEXSCBoAlunlrplRuoc9a+46BMyuOCQAul+hl79uRDfrdOadtRhzTydoVSU7Qd5aojvkKdfnpNrDz4l96oN9uLFhjzJsVSl+XoMgsmST8OCUV1jO5z/bj/AaL01R9S5MqX4QU+u2K+9UD1piOZWbQ2rTTlya3YWLc9wA4HyFk+/eCOutQwuzzGrb65+JEkDiH6U0IiBJhUthCEVLXJHH24StdDpwwex8WVpKA8AaUSKsGQHgqyAYVgBgKBTpXU3Nd0P6Bg8WyNsOUPErxcNKA5KujIO4uj0YvaId45dvwYSVWg3aJZNf6O//48xmYwaW6WWmQxL2lMadwsvT8quJn/vJNXsQ0/Agbi7uwOSKHlxHfb8h9Or7bqzYhoiGB/H0P76UVVpMWSsB2umQtYovzWiVuQiX0ElvdZcI7JwqSc/QSbfRokuGh8m8OXB+cqEs30SXEBrDCADb3DoZLcfNGMLN2QmcnFCMQK6oSS1QdDGs0wqkuvit3m8wv+14PvZNAIAsUC4YtNXMAnHa3m/fl8m8rjrv+/1n8J9T57IEewMgrXkPDvar8ULMAE6yFg68cRAYu7ITJ61ow8T0zYYdwA2Aa/M7VMfoepPXgdOOtfc9g5tq92BKrWfvTrZoar0i+snV9yKyRo0UivgVuxReuwc1T/1eeDkXa2Z+heGp+oOC3bg4pxMXGSFUaLEmAMb+vA3XF/UIaboNfDoDOyamlMnkfw0AaoA4KYYKg2tupzu1vlftGQc1NKEc/jHlaq2F8AIEXJclM9BGAOBZV/8HZ3aMm5Lp0gJxTgA1E5bwYiQxXIcQsWpD8WOfx4Xsao25wI3S42lL8Gnz1hrTCD37MJ6NXdmDccs3D+EL1IWr1vTJLC0lPxisk8eX85oDt23YgRtq9spIcGO9W72pe/rwqj2G3p+uETswRdwh+vD7L8l3a29Oz/ylpAMHcX3OBtApjx6hVNFyfrKaF9CBsXd3iFwhdOwVwpCAogGQKlANAEaM45wAygH3vi5Rh1xfwzyoumV8IIZPD4gqgCW8AOfFrXXd46sHPjkCsEFOvfkumZRBnxRbpPIGtUQWYgIbhTdIy6uhOWhujQCA/K11oRERwfAGtc0rGdJdgMETv3dHNcasaMVJK7aIN6j2BTo/twNX5GzDNAm6xaY3NCEeVKB9+h1of/6PmFa7E5Pr9yCiylMgnla1HZFND2NK+b2YVrcHK3t+6TJ6uT9jsDfn353AtUX3eQBAwqVktIvcQncIWUNAyuQJbk7ZCVq8QQRgDQDOkuMIEDK3WthIj08B8OS7ByXEPNdZs0WWCRvU8sifvG/zuXOfBACH3BWtTyEorkrcoTUAAhNKYI0uNVZ1N9rCYZeFrzkCDAWA0CUtOEjex6uXJMm8sR8YtaINpyxXAGDMzvMzjTCHuZz8vk1NPHEYcwg8ml/12mKXM7xXH3rjI8RUbQdVoXoEiKi/D3OaduG+V98yMGtXrgUyL4F5DAEuhwM/zG7H5XntMj9Y5gNkduA0xhPNaMfJ6e2IqNktLJpa5dFzBEku7wVDwPinbnSNAAQAtWVhcyrhGGTfcOCHSevgF6vcIGwRrPf14k7h8ck+eOKTAGDP+OJHDvhHlrvmA1AwIxvEaNC0cpKaFGdvR+3e38Eyp1GmRAbPVzpvhgYhG+Sf0ihhBo0Bw9WE4lHqAELTqjF+RZvMCaCLAdmM87LIdvRJxLf/yOaCGwN6wHE9f9gDw+osbhCHvdH8ozGiOO24Z/NesUVcmtsJzkw7f3Uvzs4k+9MuAvtZOdskBLv7afWs8pK1Y2xSlSywR+FX/ICMKHGB8xpw7sJKOA585WGoYz7UtNEGIOuHRZVKGErvOnO/z3eOfBYAdCDzm1IoQjANYQRAUHQxLLHVWN3xuAh/CgAOYSmC5zeIgMdhnkYfNj6Hf+viJpy3ME+8LT2aTay1B/DGAcByxyaMWd6G0zKVOpQA4LwAukUwVs+03MbBoQU9MhvihNTj2TEPcZNxyam1LP3Y/fu3XNHjGIqF3qnnZffKlEgK62PSu3F1XrOLBdSZCrEOqIh21iWbEZKqZCGpBwrAEhqlHK9/roGm93YBE92gLbFlMi3SGluA0P+8zYd1P7pWfHSleBI2GzQk1ljIzQAAh2gKaidFZRpqOd2IwPjZhQiZUyNR0MwACF3UiFFphj+Qu17kSIjmwP/i3CXlGJe+xYgE1yGhzjUAGOT2yrXb0fjEH7yePvwp81YAPfx97l/teOjPn+Cagp24NJ/A2ypxQzkp3i389ojaVvkauZ9UR5Qj7PhR9maJgGFd3Irg5FrVERgAsM1SzoTy3RqdTjviV7fCElUES0yZhEYJCC/EI3/kOHukCPYuy/Fz7pMjgPSHA3ZYfrpcWCAJ1kTdNFc3jCmBLb5ajEdCYOTtncAT7+6DZX4zLPMapbfj0K8jpHHZo+c+ZqMY6/jyUFGBtNRXdKq7vRnjV2zC6Ss7xCimw6LQNYIxgRjGsHjXo8Zz6p2KQDwF0CNuet3rsxxOoPLh3+Kqwl5cxVijeT0y+hCENM6dntUl4JyY2Y36pymYckVI85vUyjEERsgtTS4HOC6wHZRUA+uCKvgvaMRPc9vkOcUqaYD2wza91BCAlQNcQHSZS1A3v8UXj30UACQKB2IyNw4CgPCqMaXofI7R+g1fGyOawqhZZbDOrfYAAAVBrr5+MtWhMBa68KZZpwOv7QdCV3Rj4spemXZoDoxFEDAu0IV52zE5f5NhHVXv9qDDo6AQ9Vy/yDP/lV4q8sZla7eJ1ofvI/GTFeMEmDMzaLHuxpm3luGzT/8u/cOg3tlhx4rep2GZU+sBgIDkZomUZ5lVJZ3GFwf07DaOGA78YT9guWmNBwBOnpzhrquj+Kbj8VafBAANO+zdZVJHBNeuKhYZQCbHR5fJusCWqbRmag2KGqrrHqQwTL+gGpfwR+c4a0o9Tr5tC/5MqZTLgIqQ6j28O9Dz4geYmMkQKR0CArpHkAgZqlCc5PI6cOnabfjPgl70vviO4cJgrD18lK1PDJY98hJ+vLYH1xbuwhV5W3E5g+SaiJ+CL4PknryyB2OXFqv3abdur/ex9x97+0ZZIUbPAhMHuCTq/xtw1twc+W6W1hh0YHcMwHrDXeJ0aPYAffD3VKTqUc7rRT526pMAMNexdVo+/KeuB1eB156hXBLVElcls6VUa7L5VYP5xRXItD+a/Wn9FDaArEBqE0KTK03sgxkADkVcA3as6nlUNC7jV6mJ8gQBXRAkLHpup4QzlwnzBdsl7HlG5yPyrHkk0MeK0Pge9a4BHJDRY2nbXlxb1CuR5twRotVaAxIXNLsDZ2cpofys/K2YsLwVwsGZKka/Q7NC/13QhbDFrS7hV7RgDA48txp+85uUOtf0PA85kV/Ynxjl/hAcVwZL5HrDNXso1a9XBj5w6tMAGBgYwPcSc2AJX4uASGOqXlSJDNfB8ZU4KWq1MdtLs8QOvPzPg7BwITwJkVLrAYDglA2ofozCLAHjuZGgpC93OtD20rs4eUU3JqW3uUeC1R0yOZ2LYjBg1mWcNpnbhx8W3yshzq/JbsP1OS0o3PsyXvuXA2/bgbcOAs9/7kB6369w/ZpWXF3YiavXbxdBl2sJyCIaeT24NFcttqFDIZ6ZtUWWTqKXKlWfQvyDFrA2eminWg1n1NJWjFrc7GZ/qAZOqof/vHpcmFwM2KlXM21OO86Yngn/+EpRgUpUuOnVmLaca6UdpdrXlO3xdujTAGBl/vUgQK9EiRBnuEbLCDCtCGGz69zOcS62xoFLFxeKNsi6QKlE2RtSJRpy20aELFLL/wxqKPJcetR3Aq/bgZPubpP4OwxFQpmAAimJlAFzdeS4y/O6JIDVFYwcvXarpKsKdkAnGtP0IhlX5W/H5QVbJeTKZXkMd9IrrBVXitHEzwhwp2duEfeMUbdVQgIxDhwYpFESQdap5hwHxKYjMG0jqPHSll8SP1WfIfNrXXYT8zeLtTixAv7TK9RE+OhiBEWXuLoG1whjfsgHj30eAGTbQyMK4T9lrbhGKE/F9SIHsPHGx3AUUD41bDTSMedwhywoR8CsatgWNCA0uRZcJZLRorko9snJRXKjup8GAUOdKg2sjx1COOfeUoIxGZ2YtGKTeGKet2oLGDzr/JweWedL5hDL+mBcOKMXl+ZsFUGWPjzeiVGfKUsIn2+sA0DCp/WZkaAnZnfitFWbMO7uVkxYUuIydrGcQpADLLYpLpLzIFIa9yqff/b+xhphFHxHJdP5rRk5259x2zCMTsK+rx9jY/PFqEjen4kW9oD/TpMakHf5ILEPVWSfBwC75YTcdvhFlLkAQBBYYxUIQhOr8RdRaKglkth4XPHlPWo3kurhRwPZwlpZHT4gpQ7BixpgSa5HdKEx59c1fXGo6lOUt/vtz8AZZGcwgFZmjwTRolzAxNFAQqhzvTAjKUInsXsm/k4WiusNkPBJ9ExnrWrHWRltOH1lD8av7MCq+7lMqVt20CUTr1FKz0KhB/DCR0Dw0gbY0poFBBoAXCGHk4PCElfLavc6IICWRTqf/QuscVUuAND1mdEgZD2M4UT9jBmlK8+X9+TYw2JViBRxj9b+6rHr4R9XjXHT1xoaGeMr2YjOA7it+WEJlus3V1uHm2BZ3ICQ1FoEprUh/4HnBC6GjDpkFQk9OJXUkHHvr3FmxhaMNdgUNYnGWBs4q0dcFui2IL26sSSq+ZgxR7mWMJ3uaNyiipOJHp6nre7G5SvrDGFV2yvMgjrp3hidBvqVhuy2BgQv3iAR4Dw0P/PLMGbRJqkT0fhKfTiwr1+Fb7RErBW+n6ykHgFOn77aJawPWRE+etHnAaAI0I6z49fAGrlOyQNRZeKzThaIdoGg6etRef+LihXSDWWoC8+aWwTrwiYELWxEUEo1wha0Iii1BaG3NCFs6Rbsel3rV9xWZZ2F7IV4DHsDlLao5onXce7yjSIgn7GqB2et4lKnaqFsEjeTLJqdxVVm1LlcW90j8UfJ55PwT83oklHl4p/XKsczZ79ptbIDWsHjKg57crJ4tNEy4O/Jaa3i9BawtAHBKc3C5lH1SX+o31PmNYyEZBH5HIF+TkI+rPFlEmbeb3oJaPSiepl56rp2vXAYHPg8AKRVnJCekb2/NaIUdNklG8TEXiwwrhy2GfVKIFarP7iajj3g2Kh0WGbXiFo0NMlwl05tBC3EY+9sx/pfGW4OEqPTs9d1ZcQDoRBDzoBDePTsXc9g0tIyWc5o/KpOTMrswTkrt+DsjE6cldEjHpwUaietasMpmT2YlNmFM9I34gfLa/HQnz81Ri5Pd2iPd+rhSYrVL4v7WVJrZK1jqnbZ81O2IXsXuqAOlqRGZPQ8JVloghbihx0Vv3oDlumVsHHkjKkU14eA6SW4fE6ZK+K2jBieBfDpM98HgCuc+QH8v1tr4RdeaowCCgAyhHPR7LhihETnDx7GDZeDSfOKhFC4SkrIQhUxmoIiNSdcMX5q4RajBzxMe8tooIFAijRcEoQ4lVMZJ7FvfPlDLG17CLPqdmNB3U7c1fEw7nvvSwGx6mndINPanEO9VYjX6RDmp/7ptxB6a4tMddSTXYT1WdQMzoQj3x+xZoewdZr4mS+P/z4A6ShE7RlbBEt0kXh+joqsEr2/InytBjtUaXzv+rAAgG4cNmRQOA1i5a4RgACQmUxxdfCfXoaIvPYhVkARMRATklrEU5QqQhK/dVGzAIAGpKDFtTgplSED3cR5+ObWs7l4l3IrEB5Dr77iARZTTnLdYEn0fN7DvlL5+Xz/rhpYUurAVe9VvB+l8qR2ixGxQxY04tp0xvH8UgHZwWh4aiOILNPyZb4vhV1Oe7REM5Vi20sfKITo0U+Eb1N5ffxwGADA1AJOoP4XryEwplzmC4tK1IgbRFbIGl8haetv3pEJ7aQ1j81px3WZbcpYJMuoEgQbYUvZAFlII7UG429pxAPvHMDA/i+w365ZE1LoYanU4zVHe6KEW8og7nDr9oP9+HLfFzJ9ccyCUoTduknKKOVc1IjRKdWyAIYtmSviNOLSlLXSkzNaNctKouch9yE33I3gmXUIiKuENUbF/QmJq0TojXdJUQfV09F+wHF8//ACACvaCQRcf7vMWKKPkHnSPCfLEAQMn/IBuz/p1dytIz2i04GOF96HbVGDGMtGMVZmCtcTblIgSGtGyJJ6jJ9fqKYOEgQ0OCnKcmd2LI8MgZ1AcBijCQ1VofOKRU5hjx+82CjfokYRdi1JTRi9sFYC4P7XnbUSQUJAauSl/KQcODU2A/4z60RtLCNldAksEesxPsFYfNvwjTqWn3M85TW8AGB0VYyWFhhRpGaLmQJnkR0iCCyxxRg7XwnFHo2h19RyOsSPKCSxxOQ01wB/LqZHoTKtGZbUJoxauhH/kdUiQHAM6NHAI8djdqJlgec+BcJm5cKS1oSwZST8ZgSnqXDvLJtieeoRlFIPy6xqNDz1RyXAGnUjO86WG+jHRQsL4R9fLrF+WC8aAKGxxXjlb+T3DVZsmLE95kYZXgAwfdnGx96EZUoprJEU6NapWJbRbgsxp/dZwvNEvecY2K/UgKbnyRrQvnDlsgrpRUlQ1BAxnCAFzJC0FkniX3NLs6y48uq/FEuhCUexGWbLrMEpkQp1MrEivMbLWqbRhWL0teTm3bDOWw/LombXu1kGlkULvHRzCEuqFY/X0Qsq8I6McqpMLAtHAP3aSxcUSpQ3jogkfnEfiSmDNaYGUdld3ylLZ6rmf/vhsASA3c6Wd+CK2atFLcpQHhI/NFKtKEkhbxT94uNLMSauRLEyLpHQaJOBfQb9OcAwglxFkqsqjl6gplJqwqOhKWhJHYKWtSI0rQ0hSxpxzqJ8vPaVir9JgiPVkQBZKjUPWMsMym4gxCmUqewJVNG/+hVw7fIKBC2uRsitnQhdtgVBS1oRvMit4pQy0JPVSIx44ZfchAsXrTMmrBiCuBSCBVE9+gUzshEyf5OylpsAQPXxuYlr8V2PZv92qjcVYFgCgN+nejwKeMsRSF8hhvOOZkQzaoWUpoOGMmtcFYLj1ykzv6lihFCdxnwCp9K0lD/0Bk5aRHnAmE/M/aJacHphwOJNCLyVxNksbscBi5oQsKgBwUubhIhPX1aFKWXbkLX3FbT/7iPs+MPn6HzlY2Te/zKmVezCGbdUwppchlG3boBt2WYEL2Xv3ojQJRthW7oRQbcYa5qlqpDmZHdYDrpzMzGuT0hCEV76O4nePQ9CA5AdAoF1cnQWLHE1COL00bhyNdHFsPha/7/bsU8rr1ygMVXKMDwctgBQvjKKjbH85HZYplCvzUC6CgiUB6gW1ZqhkJk1eOatf7iXSdJqP8O6a277meV9CE1pgWVGqayzZVnQgOAkEno9QsgipTVL3E3NJnEfvGToFJDWBKbAJeoZ7/uYl6RUyh/k9ZvhR7aHhJ/UBMusCoxe1IwVm/aYiyhWXgVipT3iCvC2GRUIilOaMLI9rAO6OVtiKhA6OdcIx+KZzXA/G8YAUPw0HP2i/gu5OUsixzGst6hHORpML3MlAiBoVg1WtT/p4pU5iqiRxFvFqewGBTueR9CcYlgWtCB0oerxA1LrYWXEhVQ3f05WxZuw9bkGiQizJpBoFkt6+tRGcEQJTG1EWEodglJqYZlfi9HzKpHV+bjBvHkJ4SJPUG3qxMbH30LQjBLYEuvgl+j+ZlEKRFUgNHKtwQYOd3If/H3DFwBCFop14fBPC+v46UWysJ7MHxCHOeXqS0IgO8DAr5xQf/asfDXriZod4c29AGCwBxoc9JK85ufNMuHEb3YtGG9fs0kkYE3EBAYT1yfWiffqpH/nXk/Y1/x9qLGEUVBSK06ZU4z3XUZZJe9ols/VxE4VDmbCrCz4z2hGaGyFaHyCYiuF7eE3M42KLBhaBnJlNLwPhjEA2HCKcDU7Sx7Y8t93ISyea1yVwxpVYJILSlXk47hyMQiFJJbjmQ/7ZS4ASYx5ST4uPbqhvnHRhwIbY5HGFnYhZHaFsEmhKa3ikUlHO1tSpRio/BmOhL5GKTXifk3Whlqmk1JqMDqlXqzRoUs2qPXMFjbKpP2JC9bg8fe+EFir79GgdJeLpggn+nFgwIGKRz9AUHyJyDhBcYrVo2Ogf6xiAQl2a8QaBXQve4jrk06Ag2EOAHcLCtE4DogWJuxnK8TUHxBV5AEAqgK181zIzEoEzGzERclFisVweU668/Q+Ur0w4aJcH6hG5cT93hc+wH/f0ySxiUbNrYB1TilCUhrERSE4uR5MXKM3dGEFQhLX4LykItzV/jh+8ymMSS9KsKV61cuXT/N5hovGAbx/EAgOz0FAfI3MiNMyjlZ18vuoCLD8z12u2V3e33EinZ8gAGBv6e4pSaiXzsmH5aYSUCbQ2iHNFpAdoluALW49/GeUIXhGNVZsflIBwTF4vrCLYPTooNAmIwbfJcAQY5LRa7PHNd/L+0VVyjKqsmpXZf6knudbNLhcb1T3O/eJI91Zc0pBFsyaWO4SdoW1M7Q9dG9gNL0zYlcfQrZx53uiHJ0QAFD05RXFYMCB8vtegF9EoQkEyg+GvWTQ9FIBQRB55hm0Hq/HqBnlKN71gkuXL4QplKIJm9TqYs4FAAZtG+yY+o3X1Gbc677JuE/rInkX79HnBIhiyBRggH/YgeDJq5RqM7Ec1sQ6WBMqERivND7C9sSUy3xeW0wFZhQ/ZADKyEcX5QTdnxAAOFzb0m3C8j93CAgoHIvvUHSxRELW7JD0ojQYUVCmQ11iHaZmbnTzzyb6V8RtXDjci4/iN+ZJcpW8HUq4Xb7hF7BG5MI6owhcGy0wwa3SZXn9qNs3WDqqfy0R6/DaRzro7VG8fJjfesIDgL04iWv5hocROK0QlqhK2KLWudgiskfCGpGY6DIwvQwUKv0SlT49KK4Ac9d3Chj67YrNUiD4dpTDPCQf44A6/ZbH/4BRcXnwm1ENy4x62Ej0cVUIja1CQLzydtW8PhewsCY2IDS+BpOm57kB5DwMC/ftiuyTT5/wAFCtpgiXRDY+fJWsPhkY7SUbmADAKYM0KFHLwgBco8lyxNF/vgjnzi/C9pc/wlf93w4GVNt2Pfc2TonLRtjcKli4PNFMWq3J5pTDmlAtKTChVHp/jk7auMWRi0EBLNdn4Nn3DgJffeYmzmHs2Ob+yCM/GgGAua5EHWjHe3bA8rN7wCjI1BTRl4jWUhJWcBTZI/doIISnWaOESuG/yYNbYisQMqcBfjHrYLl5OSYlrMaU7A6k1DyI9I7HsbrvGazsfAILqh7AjVmbcXp8NiyRWQiYVYqQeU3C1gQkVCAwsVKSLbFK2C9hweIrlN2Cwu10FbuH7h22KIaHr5Agwbndz2I/hzcJmHVsWTJzlfn68QgATC2oXAcM3sNxAK9/DgTesAKWaUUYRaLj+gMxVZ7skea1aVUW7ZGSE8iXk4BtCeXCqgQklIkw7TezDJbEGleyziwHEy20fomlsrfOUMROFabW4pDwdf4Eok5kx5R+v0bsGLPWbAGjWSvBWVmsv91YZKqgYXg4AgBTo7oIxRWanKyRQxzlzohOF9mAvaxWm4p8YACAPjUuwXN6GYLjSiVxiiGTuB0bANG6eb3XvTpZK2t8KfwTiiUygxkAlD1c+RvOa5RNLNElCI1Zi5wtjyntlDGnQWmotHQ+ovExNbPH4QgAPKrjMCdOhwi66c0PIeD6dAREqsgTsmQQV06PLRaAcJSwxir/et1Lc8+eXPseuXp10zURXg0hm8ROpz0mWm7lOLpYRiAGqeI6CKEzKnDS1FX43SfA/+47qATmwxR/5Keha2AEAEPXi+dVYSkMrYzo5VXc/tlFOzAqPBu2CK5XXCsjg4RjIbFyTS1TIgg0AMzA0Ne414Y47l33xFClyRAl1QiOLMSYiBz0vvBPg+CVRmekf/dsrqM5GwHA0dQWNSiM6uA0jGo8tys++/d/78fNq7ZgzJQVCIlZh+DpFeJzT7uCTMYxnM/MRO59rFkr3h8yow4M/T5+ajqSSreJS4UQuvOA2LQV0dNAxqT9/4/mY0buZQ2MAOA7owNlsPr1+3YsrXsQ/7GsBmck5CNkSiZGTctA2OQMjI3MwpjIXJw/Zx1uuKcVKzY9itc/U3aJ76xYIxl71MAIADyqxOJFogAABSZJREFU49idGFyTZOjQsYBc2dPNmn24lw+/8btLGHfdP3LwXdXACAC+o5r1JGJPPbz+Te/dRVD3Db7uvmPk6NjWwAgAjm19mnIjMXsSvunHIQ/dhH90zw2Z2cjFI6qBEQAcUTWN3DRca2AEAMO1ZUe+64hqYAQAR1RNIzcN1xoYAcBwbdmR7zqiGhgBwBFV08hNw7UGRgAwXFt25LuOqAZGAHBE1XT83OQcFBZi6LLR+MZ7Bxvhhr7/RL3qcwBgozL47eeff477778fW7dulfTEE08cdRsePHgQjzzyyKD04osvgqvQH8m2Z88ePPTQQ4Py8M73SPL65S9/Caahtocfflje88477wz185DX9u7dCz431KbLN9RvX3ftySefdNX7jh078I9/yHLdX/fYcfm7zwGAPVpXV5c0QF9fn6sheLx9+3Y8//zzRxzjkkDic0Olnp4esHG/btNlGCoP87Wvy4e/azAPdS/z6u3txRtvvDHUz0Ne4zcwTz7rvemyeV8/3Pm7774Lnacu67Zt26RczO9IO43DveP/+jefA4DufUjs7H0/+ugj/OUvf5FG1o1ypMM+AaCfeeaZZ8DE/Nmo+jp7ysNtv/rVr/DYY4/h8ccfx69//Wt0d3fLsxyRmPgb05Fs+p1D3asJ9mgAQMDoPD/88EOPbPV1j4tfc6KfYVk++eQT7N+/X0aY3bt3y3uefvrpr8nh+PvZ5wCwefNmqewHHnjAxd/29yunMt1AR8oO8Tn9jLlpyGbp60cyCpifJTA7OrgY3dFv+p1DPfltAUAwmLfDvct8nz7+5z//6aoTfU3vNSva2tqqL/nM3ucAQAJj41EGMG8cfvkbe+9du3aZfzrkMZ85FCF8+umnMtyT8I5mY35kE77JdqiyMK9vCoD29napE9YLRyi9He5d+h7z/pVXXnHVlfcISxmA+R1tZ2HO/9917HMAICGwsr/44otBdcYG4G8cko9kO9QIwGfffPNNF1t1JHnpe1g+yijfZDscUX5TAHR2dkpR+Dw7CL0d7l36HvP+pZdecgHAfJ3H7CyYH9/ha9sIAAwtkrnhvvrqK1ePe7SNyvuPRwDce++9MjLt3LlTPvXbAOBvf/ubyACUA0j87CxGAGCmoO/wWPdkx2IEMLNAbED2kJrFIsvA488+MwWVOoLvYvm+KxboaLVAvJ/foTeWiwA4cODAIXtzfa/33jwCaPB474+2s/B+x7/j3KdGADYcG5AVP5Tumb0ciZb7I9loB9CNSGLRAOCevbhabO9IcnLfcywAwHJ5byReluntt9/2/umQ5/qb9A3UILH+WEb93fq3r9ubAUBNF/Nm0uVifiMA+LpaPAa/64bbsmXLoNz0by+//PKg34a6YFaDDvX7N7l2LADgbQwjIEi47M337dt3xMXyBgAfpEyg64n7I93MAPB+5l//+pfkOQIA75r5Ds5fffVV6alZ2eyJqA6l1oc9Ea+Zh/yve/13AQASFctytBtVr7TcajsCVan8Nn6TFu61QHukeRMABI55o92E1zUIzL8d7pjW8UM9czgV6eHyPB5+8ykWiBVGvp2EwcbQBK8bhg1Lgw/vOZLtcFqgI3l+qHtYlm8CAJ0Xv4nPMx+yYgQ0r/H8aLehRgDmofM7mjyfffbZrwUA3+drm88BwNcq+GjLy5Hg/3r7tu+kbOar2wgAfLXlRsp9TGpgBADHpBpHMvHVGhgBgK+23Ei5j0kNjADgmFTjSCa+WgMjAPDVlhsp9zGpgf8foBPnMZiPhRkAAAAASUVORK5CYII="}}},{"cell_type":"code","source":"Y","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:22:44.247909Z","iopub.execute_input":"2021-07-24T00:22:44.24818Z","iopub.status.idle":"2021-07-24T00:22:44.262595Z","shell.execute_reply.started":"2021-07-24T00:22:44.248154Z","shell.execute_reply":"2021-07-24T00:22:44.261483Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"","metadata":{},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"コメントを外せば、optunaが動きます。\n\n勉強したい人はコメントを外して、動かしてみてください。\n","metadata":{}},{"cell_type":"code","source":"import optuna \nimport optuna.integration.lightgbm as lgbo\nimport lightgbm as lgb\n'''\nparams = { 'objective': 'mae', 'metric': 'l2' }\nY = pd.DataFrame(Y,columns={'data','data2'})\n\nlgb_train1 = lgb.Dataset(X, Y.data)\nlgb_valid1 = lgb.Dataset(X, Y.data)\nmodel1 = lgbo.train(params, lgb_train1, valid_sets=[lgb_valid1], verbose_eval=False, num_boost_round=100, early_stopping_rounds=5) \nmodel1.params[\"learning_rate\"] = 0.01\nmodel1.params[\"early_stopping_round\"] = 100\nmodel1.params[\"num_iterations\"] = 8000\nmodel1.params\n'''","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:22:44.26395Z","iopub.execute_input":"2021-07-24T00:22:44.264267Z","iopub.status.idle":"2021-07-24T00:22:46.269747Z","shell.execute_reply.started":"2021-07-24T00:22:44.264239Z","shell.execute_reply":"2021-07-24T00:22:46.26843Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"","metadata":{"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"params1={'objective': 'mae',\n 'metric': 'l2',\n 'feature_pre_filter': False,\n 'lambda_l1': 0.0,\n 'lambda_l2': 0.0,\n 'num_leaves': 251,\n 'feature_fraction': 0.7,\n 'bagging_fraction': 0.9251930861598833,\n 'bagging_freq': 1,\n 'min_child_samples': 20,\n 'num_iterations': 8000,\n 'early_stopping_round': 100,\n 'learning_rate': 0.01}","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:22:46.271107Z","iopub.execute_input":"2021-07-24T00:22:46.271563Z","iopub.status.idle":"2021-07-24T00:22:46.278441Z","shell.execute_reply.started":"2021-07-24T00:22:46.271518Z","shell.execute_reply":"2021-07-24T00:22:46.277051Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"'''\nlgb_train2 = lgb.Dataset(X, Y.data2)\nlgb_valid2 = lgb.Dataset(X, Y.data2)\nmodel2 = lgbo.train(params, lgb_train2, valid_sets=[lgb_valid2], verbose_eval=False, num_boost_round=100, early_stopping_rounds=5) \nmodel2.params[\"learning_rate\"] = 0.01\nmodel2.params[\"early_stopping_round\"] = 100\nmodel2.params[\"num_iterations\"] = 8000\nmodel2.params\n'''","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:22:46.280248Z","iopub.execute_input":"2021-07-24T00:22:46.280752Z","iopub.status.idle":"2021-07-24T00:22:46.294182Z","shell.execute_reply.started":"2021-07-24T00:22:46.28068Z","shell.execute_reply":"2021-07-24T00:22:46.292763Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"params2 = {'objective': 'mae',\n 'metric': 'l2',\n 'feature_pre_filter': False,\n 'lambda_l1': 0.0,\n 'lambda_l2': 0.0,\n 'num_leaves': 250,\n 'feature_fraction': 0.9520000000000001,\n 'bagging_fraction': 1.0,\n 'bagging_freq': 0,\n 'min_child_samples': 5,\n 'num_iterations': 8000,\n 'early_stopping_round': 100,\n 'learning_rate': 0.01}","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:22:46.2962Z","iopub.execute_input":"2021-07-24T00:22:46.29671Z","iopub.status.idle":"2021-07-24T00:22:46.308385Z","shell.execute_reply.started":"2021-07-24T00:22:46.296663Z","shell.execute_reply":"2021-07-24T00:22:46.307159Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"params = {'objective': 'mse',\n 'metric': 'mse',\n 'num_iterations': 8000,\n 'early_stopping_round': 100,\n 'learning_rate': 0.001}","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:22:46.309986Z","iopub.execute_input":"2021-07-24T00:22:46.310475Z","iopub.status.idle":"2021-07-24T00:22:46.326707Z","shell.execute_reply.started":"2021-07-24T00:22:46.310389Z","shell.execute_reply":"2021-07-24T00:22:46.325637Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"![image.png](attachment:b3c88584-1184-48d0-9cf5-a997cd4ae91f.png)","metadata":{},"attachments":{"b3c88584-1184-48d0-9cf5-a997cd4ae91f.png":{"image/png":"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"}}},{"cell_type":"markdown","source":"###  MultiOutputRegressor","metadata":{}},{"cell_type":"markdown","source":"なぜこのMultiOutputRegressorを使っているかというと、目的関数が複数あるから。\n\n目的関数が複数ある場合は、複数のlightGBMを包みこんであげる形で動いてくれます。","metadata":{}},{"cell_type":"code","source":"\nfrom sklearn.multioutput import MultiOutputRegressor\nimport lightgbm as lgb\n\nparams={'learning_rate': 0.04, #0.02\n        'objective':'mae', #mse\n        'metric':'l1', #mse l2 l1=l2\n        'num_leaves': 250, #9 @@\n        'verbose': 0, \n        'feature_fraction': 0.5, #0.5\n        'bagging_fraction': 0.5, #0.9 変化なし\n        'max_depth':150 #100 \n        #'bagging_fraction': 0.8, #0.7\n        #'feature_fraction': 0.8 #0.7\n       }\nreg = MultiOutputRegressor(lgb.LGBMRegressor(**params, n_estimators=2000))#@2000\n\ncv = KFold(n_splits=n_fold, shuffle=True, random_state=seed)\n\nP = np.zeros_like(Y, dtype=float)\nP_tst = np.zeros((X_tst.shape[0], output_dim), dtype=float)\n#Y = pd.DataFrame(Y,columns={'data','data2'})\nfor i, (i_trn, i_val) in enumerate(cv.split(X), 1):\n    print(f'Training for CV #{i}')\n        \n    reg.fit(X[i_trn], Y[i_trn])\n    tt = reg.predict(X[i_val])\n    P[i_val] = label_scaler.inverse_transform(tt)\n    \n    tt = reg.predict(X_tst)\n\n    P_tst += label_scaler.inverse_transform(tt) / n_fold\n    \n    distance_i = calc_haversine(df.latDeg_gt.values[i_val], \n                                df.lngDeg_gt.values[i_val], \n                                P[i_val, 0] + df.latDeg.values[i_val], \n                                P[i_val, 1] + df.lngDeg.values[i_val]).mean()\n    print(f'CV #{i}: ',distance_i)\n    \n#P_tst = P_tst /   n_fold","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:35:34.151093Z","iopub.execute_input":"2021-07-24T00:35:34.151528Z","iopub.status.idle":"2021-07-24T00:45:35.721351Z","shell.execute_reply.started":"2021-07-24T00:35:34.151475Z","shell.execute_reply":"2021-07-24T00:45:35.720471Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"<preCV #1:  2.195005878674228","metadata":{}},{"cell_type":"markdown","source":"### 普通のLightGBM","metadata":{}},{"cell_type":"markdown","source":"CV #1: 4.183675011673838","metadata":{}},{"cell_type":"code","source":"'''\ncv = KFold(n_splits=n_fold, shuffle=True, random_state=seed)\n\nP = np.zeros_like(Y, dtype=float)\nP_tst = np.zeros((X_tst.shape[0], output_dim), dtype=float)\nY = pd.DataFrame(Y,columns={'data','data2'})\nfor i, (i_trn, i_val) in enumerate(cv.split(X), 1):\n    print(f'Training for CV #{i}')\n    lgb_train1 = lgb.Dataset(X[i_trn], Y.data[i_trn])\n    lgb_valid1 = lgb.Dataset(X[i_val], Y.data[i_val])\n    \n    lgb_train2 = lgb.Dataset(X[i_trn], Y.data2[i_trn])\n    lgb_valid2 = lgb.Dataset(X[i_val], Y.data2[i_val])\n    \n\n    model1 = lgb.train(params1, lgb_train1, valid_sets=[lgb_valid1], verbose_eval=100)\n    model2 = lgb.train(params2, lgb_train2, valid_sets=[lgb_valid2], verbose_eval=100)\n    \n    a =model1.predict(X[i_val])\n    b =model2.predict(X[i_val])\n    tt = pd.DataFrame(columns=['a','b'],index=range(len(a)))\n    tt.a = a\n    tt.b = b\n   \n    P[i_val] = label_scaler.inverse_transform(tt)\n    \n    \n    a =model1.predict(X_tst)\n    b =model2.predict(X_tst)\n    tt = pd.DataFrame(columns=['a','b'],index=range(len(a)))\n    tt.a = a\n    tt.b = b\n\n    P_tst += label_scaler.inverse_transform(tt) / n_fold\n    \n    distance_i = calc_haversine(df.latDeg_gt.values[i_val], \n                                df.lngDeg_gt.values[i_val], \n                                P[i_val, 0] + df.latDeg.values[i_val], \n                                P[i_val, 1] + df.lngDeg.values[i_val]).mean()\n    print(f'CV #{i}:',distance_i)\n   '''","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:32:47.034884Z","iopub.execute_input":"2021-07-24T00:32:47.035448Z","iopub.status.idle":"2021-07-24T00:32:47.043914Z","shell.execute_reply.started":"2021-07-24T00:32:47.035407Z","shell.execute_reply":"2021-07-24T00:32:47.042837Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":" \n<pre>es = keras.callbacks.EarlyStopping(patience=n_stop, restore_best_weights=True)\nlr = keras.callbacks.LearningRateScheduler(scheduler)\n\ncv = KFold(n_splits=n_fold, shuffle=True, random_state=seed)\n\nP = np.zeros_like(Y, dtype=float)\nP_tst = np.zeros((X_tst.shape[0], output_dim), dtype=float)\n\nfor i, (i_trn, i_val) in enumerate(cv.split(X), 1):\n    print(f'Training for CV #{i}')\n    model = build_model()\n    history = model.fit(X[i_trn], Y[i_trn], validation_data=(X[i_val], Y[i_val]), \n                        epochs=epochs, batch_size=batch_size, callbacks=[es, lr], verbose=0)\n    P[i_val] = label_scaler.inverse_transform(model.predict(X[i_val]))\n    P_tst += label_scaler.inverse_transform(model.predict(X_tst)) / n_fold\n    \n    distance_i = calc_haversine(df.latDeg_gt.values[i_val], \n                                df.lngDeg_gt.values[i_val], \n                                P[i_val, 0] + df.latDeg.values[i_val], \n                                P[i_val, 1] + df.lngDeg.values[i_val]).mean()\n    print(f'CV #{i}: {np.percentile(distance_i, [50, 95])}')</pre>\n","metadata":{"_kg_hide-output":true,"execution":{"iopub.status.busy":"2021-07-08T11:53:03.029571Z","iopub.execute_input":"2021-07-08T11:53:03.030109Z","iopub.status.idle":"2021-07-08T11:58:45.648201Z","shell.execute_reply.started":"2021-07-08T11:53:03.030066Z","shell.execute_reply":"2021-07-08T11:58:45.647094Z"}}},{"cell_type":"code","source":"print(P.mean(axis=0), P_tst.mean(axis=0))\nnp.savetxt(predict_val_file, P, delimiter=',', fmt='%.6f')\nnp.savetxt(predict_tst_file, P_tst, delimiter=',', fmt='%.6f')","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:32:47.045487Z","iopub.execute_input":"2021-07-24T00:32:47.046033Z","iopub.status.idle":"2021-07-24T00:32:47.808976Z","shell.execute_reply.started":"2021-07-24T00:32:47.045988Z","shell.execute_reply":"2021-07-24T00:32:47.808109Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"distance = calc_haversine(df.latDeg_gt, df.lngDeg_gt, P[:, 0] + df.latDeg, P[:, 1] + df.lngDeg)\nprint(f'CV All: {np.percentile(distance, [50, 95])}')","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:32:47.809926Z","iopub.execute_input":"2021-07-24T00:32:47.810203Z","iopub.status.idle":"2021-07-24T00:32:47.835409Z","shell.execute_reply.started":"2021-07-24T00:32:47.810177Z","shell.execute_reply":"2021-07-24T00:32:47.834537Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"df.sort_values([phone_col, ts_col], inplace=True)\ndf_smoothed = df.copy()\ndf_smoothed[lat_col] = df[lat_col] + P[:, 0]\ndf_smoothed[lon_col] = df[lon_col] + P[:, 1]\ndf_smoothed = apply_kf_smoothing(df_smoothed)\ndistance = calc_haversine(df_smoothed.latDeg_gt, df_smoothed.lngDeg_gt, df_smoothed.latDeg, df_smoothed.lngDeg)\nprint(f'CV All (smoothed): {np.percentile(distance, [50, 95])}')","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:32:47.836593Z","iopub.execute_input":"2021-07-24T00:32:47.836872Z","iopub.status.idle":"2021-07-24T00:33:39.896561Z","shell.execute_reply.started":"2021-07-24T00:32:47.836845Z","shell.execute_reply":"2021-07-24T00:33:39.895642Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"# Submission File","metadata":{}},{"cell_type":"code","source":"distance_tst = calc_haversine(df_tst.latDeg, df_tst.lngDeg, P_tst[:, 0] + df_tst.latDeg, P_tst[:, 1] + df_tst.lngDeg)\nprint(f'CV All: {np.percentile(distance_tst, [50, 95])}')","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:33:39.898024Z","iopub.execute_input":"2021-07-24T00:33:39.898422Z","iopub.status.idle":"2021-07-24T00:33:39.922169Z","shell.execute_reply.started":"2021-07-24T00:33:39.898375Z","shell.execute_reply":"2021-07-24T00:33:39.921373Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"<pre><font color=\"orange\">numpy.percentile()は、与えた配列から指定したパーセンタイル値を計算する。</font>\n\npercentile(a, q)\na：パーセンタイルを計算する元の配列。\nq：パーセンタイル値、または配列。パーセンタイル値は0～100で、百分率表示であることに注意。1次元配列を指定すると、各要素のパーセンタイル値に相当する値が同じサイズの配列で返される。\n\nprint(np.percentile(a, [55, 75]))\n [5.5 7.5]","metadata":{}},{"cell_type":"code","source":"distance_tst","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:33:39.923461Z","iopub.execute_input":"2021-07-24T00:33:39.923767Z","iopub.status.idle":"2021-07-24T00:33:39.931518Z","shell.execute_reply.started":"2021-07-24T00:33:39.923739Z","shell.execute_reply":"2021-07-24T00:33:39.930446Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"df_tst.sort_values([phone_col, ts_col], inplace=True)\ndf_tst_smoothed = df_tst.copy()\ndf_tst_smoothed[lat_col] = df_tst_smoothed[lat_col] + P_tst[:, 0]\ndf_tst_smoothed[lon_col] = df_tst_smoothed[lon_col] + P_tst[:, 1]\ndf_tst_smoothed","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:33:39.933157Z","iopub.execute_input":"2021-07-24T00:33:39.93374Z","iopub.status.idle":"2021-07-24T00:33:40.062347Z","shell.execute_reply.started":"2021-07-24T00:33:39.933695Z","shell.execute_reply":"2021-07-24T00:33:40.061638Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"df_tst_smoothed = apply_kf_smoothing(df_tst_smoothed)\ndf_tst_smoothed","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:33:40.063299Z","iopub.execute_input":"2021-07-24T00:33:40.063686Z","iopub.status.idle":"2021-07-24T00:34:14.356418Z","shell.execute_reply.started":"2021-07-24T00:33:40.063659Z","shell.execute_reply":"2021-07-24T00:34:14.355717Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"distance_tst = calc_haversine(df_tst.latDeg, df_tst.lngDeg, df_tst_smoothed.latDeg, df_tst_smoothed.lngDeg)\nprint(f'CV All (smoothed): {np.percentile(distance_tst, [50, 95])}')","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:34:14.35747Z","iopub.execute_input":"2021-07-24T00:34:14.357915Z","iopub.status.idle":"2021-07-24T00:34:14.377429Z","shell.execute_reply.started":"2021-07-24T00:34:14.357863Z","shell.execute_reply":"2021-07-24T00:34:14.376734Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"df_tst_smoothed[[phone_col, ts_col, lat_col, lon_col]].to_csv(submission_file, index=False)","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:34:14.378557Z","iopub.execute_input":"2021-07-24T00:34:14.379003Z","iopub.status.idle":"2021-07-24T00:34:15.05731Z","shell.execute_reply.started":"2021-07-24T00:34:14.378962Z","shell.execute_reply":"2021-07-24T00:34:15.056314Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"submission = df_tst_smoothed[[phone_col, ts_col, lat_col, lon_col]]\n","metadata":{"execution":{"iopub.status.busy":"2021-07-24T00:34:15.0587Z","iopub.execute_input":"2021-07-24T00:34:15.059024Z","iopub.status.idle":"2021-07-24T00:34:15.066667Z","shell.execute_reply.started":"2021-07-24T00:34:15.058995Z","shell.execute_reply":"2021-07-24T00:34:15.065614Z"},"trusted":true},"execution_count":null,"outputs":[]}]}