From 152a713cb27ac00149a7314efcbe8326c00e87ed Mon Sep 17 00:00:00 2001 From: ptprashanttripathi Date: Wed, 4 Sep 2024 16:27:44 +0530 Subject: [PATCH] update --- DATA/API/Holdings_data.json | 134 +++-- DATA/API/ProfitLoss_data.json | 524 +++++++++--------- DATA/BRONZE/StockData/IRCTC_2024_09.csv | 4 +- DATA/BRONZE/StockData/KPITTECH_2024_09.csv | 4 +- ..._SAVER_FUND_DIRECT_PLAN_GROWTH_2024_09.csv | 3 + ...EQUITY_FUND_DIRECT_PLAN_GROWTH_2024_09.csv | 3 + DATA/BRONZE/StockData/TATAMOTORS_2024_09.csv | 4 +- DATA/BRONZE/StockData/TATAPOWER_2024_09.csv | 4 +- DATA/BRONZE/TradeHistory/trade_2425.csv | 9 + DATA/GOLD/Holdings/CurrentHoldings_data.csv | 2 + DATA/GOLD/Holdings/HoldingsHistory_data.csv | 32 +- DATA/GOLD/ProfitLoss/ProfitLoss_data.csv | 59 +- DATA/SILVER/StockPrice/StockPrice_data.csv | 16 + .../SILVER/TradeHistory/TradeHistory_data.csv | 59 +- DATA/SOURCE/TradeHistory/trade_2425.xlsx | Bin 27681 -> 28408 bytes ETLTOOLS/globalpath/__init__.py | 4 +- .../01_BRONZE_LAYER_ETL/01_TradeHistory.ipynb | 32 +- .../01_BRONZE_LAYER_ETL/02_StockData.ipynb | 76 +-- NOTEBOOKS/01_BRONZE_LAYER_ETL/03_Symbol.ipynb | 40 +- NOTEBOOKS/02_SILVER_LAYER_ETL/01_Symbol.ipynb | 32 +- .../02_SILVER_LAYER_ETL/02_TradeHistory.ipynb | 89 +-- .../02_SILVER_LAYER_ETL/03_StockPrice.ipynb | 98 ++-- .../02_SILVER_LAYER_ETL/04_StockEvents.ipynb | 66 +-- NOTEBOOKS/03_GOLD_LAYER_ETL/01_Holding.ipynb | 147 ++--- .../03_GOLD_LAYER_ETL/02_ProfitLoss.ipynb | 86 +-- NOTEBOOKS/03_GOLD_LAYER_ETL/03_Dividend.ipynb | 48 +- NOTEBOOKS/04_API_LAYER_ETL/01_Holdings.ipynb | 89 +-- .../04_API_LAYER_ETL/02_ProfitLoss.ipynb | 16 +- .../05_PRESENTATION_LAYER/01_Trands.ipynb | 66 +-- 29 files changed, 935 insertions(+), 811 deletions(-) create mode 100644 DATA/BRONZE/StockData/MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH_2024_09.csv create mode 100644 DATA/BRONZE/StockData/SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH_2024_09.csv diff --git a/DATA/API/Holdings_data.json b/DATA/API/Holdings_data.json index e8069c77..18bdbda3 100644 --- a/DATA/API/Holdings_data.json +++ b/DATA/API/Holdings_data.json @@ -1,7 +1,7 @@ { - "invested_value": 59914.73, - "current_value": 188920.69, - "overall_pnl": 129005.96, + "invested_value": 61915.35, + "current_value": 185863.39, + "overall_pnl": 123948.04, "current_holding": [ { "scrip_name": "INDIAN RAILWAY CATERING AND TO", @@ -12,9 +12,9 @@ "total_amount": 2688.6, "min_datetime": "2024-06-04 12:19:21", "avg_price": 896.2, - "close_price": 932.45, - "close_amount": 2797.35, - "pnl_amount": 108.75, + "close_price": 939.2, + "close_amount": 2817.6, + "pnl_amount": 129.0, "history": [ { "scrip_name": "INDIAN RAILWAY CATERING AND TO", @@ -38,9 +38,9 @@ "total_amount": 3000.0, "min_datetime": "2024-06-13 13:58:03", "avg_price": 1500.0, - "close_price": 1814.7, - "close_amount": 3629.4, - "pnl_amount": 629.4, + "close_price": 1749.9, + "close_amount": 3499.8, + "pnl_amount": 499.8, "history": [ { "scrip_name": "KPIT TECHNOLOGIES LTD", @@ -64,9 +64,9 @@ "total_amount": 26100.4, "min_datetime": "2020-04-21 14:41:30", "avg_price": 261.0, - "close_price": 1109.4, - "close_amount": 110940.0, - "pnl_amount": 84839.6, + "close_price": 1080.3, + "close_amount": 108030.0, + "pnl_amount": 81929.6, "history": [ { "scrip_name": "TATA MOTORS", @@ -134,9 +134,9 @@ "total_amount": 22124.0, "min_datetime": "2021-02-08 11:39:33", "avg_price": 147.49, - "close_price": 434.55, - "close_amount": 65182.5, - "pnl_amount": 43058.5, + "close_price": 420.65, + "close_amount": 63097.5, + "pnl_amount": 40973.5, "history": [ { "scrip_name": "TATA POWER", @@ -178,13 +178,13 @@ "symbol": "MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH", "exchange": "BMF", "segment": "MF", - "total_quantity": 58.41, - "total_amount": 3000.36, + "total_quantity": 76.61, + "total_amount": 4000.27, "min_datetime": "2024-05-24 00:00:00", - "avg_price": 51.37, - "close_price": 54.67, - "close_amount": 3193.27, - "pnl_amount": 192.91, + "avg_price": 52.22, + "close_price": 55.1, + "close_amount": 4221.21, + "pnl_amount": 220.94, "history": [ { "scrip_name": "MIRAE ASSET TAX SAVER FUND - D", @@ -218,6 +218,17 @@ "quantity": 18.61, "price": 53.74, "amount": 1000.1 + }, + { + "scrip_name": "MIRAE ASSET TAX SAVER FUND - D", + "symbol": "MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH", + "exchange": "BMF", + "segment": "MF", + "datetime": "2024-09-02 00:00:00", + "side": "BUY", + "quantity": 18.2, + "price": 54.94, + "amount": 999.91 } ] }, @@ -226,13 +237,13 @@ "symbol": "SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH", "exchange": "BMF", "segment": "MF", - "total_quantity": 6.64, - "total_amount": 3001.37, + "total_quantity": 8.72, + "total_amount": 4002.08, "min_datetime": "2024-05-24 00:00:00", - "avg_price": 452.01, - "close_price": 478.64, - "close_amount": 3178.17, - "pnl_amount": 176.8, + "avg_price": 458.95, + "close_price": 481.34, + "close_amount": 4197.28, + "pnl_amount": 195.2, "history": [ { "scrip_name": "SBI MAGNUM TAX GAIN SCHEME - D", @@ -266,6 +277,17 @@ "quantity": 2.11, "price": 474.32, "amount": 1000.82 + }, + { + "scrip_name": "SBI MAGNUM TAX GAIN SCHEME - D", + "symbol": "SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH", + "exchange": "BMF", + "segment": "MF", + "datetime": "2024-09-02 00:00:00", + "side": "BUY", + "quantity": 2.08, + "price": 481.11, + "amount": 1000.71 } ] } @@ -6289,34 +6311,34 @@ }, { "date": "2022-05-13", - "open": 107741.41, - "high": 111734.56, - "low": 106218.5, - "close": 108417.73, + "open": 107523.01, + "high": 111550.46, + "low": 106095.8, + "close": 108288.13, "holding": 102405.4 }, { "date": "2022-05-14", - "open": 107741.41, - "high": 111734.56, - "low": 106218.5, - "close": 108417.73, + "open": 107523.01, + "high": 111550.46, + "low": 106095.8, + "close": 108288.13, "holding": 102405.4 }, { "date": "2022-05-15", - "open": 107741.41, - "high": 111734.56, - "low": 106218.5, - "close": 108417.73, + "open": 107523.01, + "high": 111550.46, + "low": 106095.8, + "close": 108288.13, "holding": 102405.4 }, { "date": "2022-05-16", - "open": 109814.43, - "high": 110479.8, - "low": 106962.92, - "close": 109253.68, + "open": 109596.03, + "high": 110295.7, + "low": 106840.22, + "close": 109124.08, "holding": 102405.4 }, { @@ -13033,11 +13055,27 @@ }, { "date": "2024-09-02", - "open": 189096.09, - "high": 189845.54, - "low": 187232.39, - "close": 188920.69, - "holding": 59914.74 + "open": 190513.48, + "high": 190851.98, + "low": 187899.43, + "close": 188956.03, + "holding": 61915.36 + }, + { + "date": "2024-09-03", + "open": 189815.84, + "high": 190032.09, + "low": 187684.79, + "close": 188411.94, + "holding": 61915.36 + }, + { + "date": "2024-09-04", + "open": 186904.84, + "high": 187727.49, + "low": 184902.79, + "close": 185863.39, + "holding": 61915.36 } ] } \ No newline at end of file diff --git a/DATA/API/ProfitLoss_data.json b/DATA/API/ProfitLoss_data.json index 0675ffe3..969b60ef 100644 --- a/DATA/API/ProfitLoss_data.json +++ b/DATA/API/ProfitLoss_data.json @@ -1,7 +1,7 @@ { - "invested": 516744.71, - "sold": 526532.16, - "pnl": 9877.45, + "invested": 534944.71, + "sold": 543932.16, + "pnl": 9077.45, "data": [ { "segment": "EQ", @@ -456,11 +456,11 @@ "exchange": "FON", "symbol": "NIFTY", "stock_name": "NIFTY", - "days": 77, - "quantity": 5975.0, - "avg_price": 71.34, - "sell_price": 72.18, - "pnl": 5077.5, + "days": 82, + "quantity": 6175.0, + "avg_price": 71.98, + "sell_price": 72.66, + "pnl": 4277.5, "history": [ { "scrip_name": "NIFTY-CE-23350-13JUN2024", @@ -647,57 +647,43 @@ { "scrip_name": "NIFTY-CE-23650-20JUN2024", "position": "LONG", - "quantity": 50.0, - "days": 0, - "open_datetime": "2024-06-20 10:28:21", - "open_price": 14.75, - "open_amount": 737.5, - "close_datetime": "2024-06-20 12:28:31", - "close_price": 6.0, - "close_amount": 300.0, - "pnl_amount": -437.5, - "pnl_percentage": -59.32 - }, - { - "scrip_name": "NIFTY-CE-23650-20JUN2024", - "position": "LONG", - "quantity": 25.0, + "quantity": 75.0, "days": 0, "open_datetime": "2024-06-20 10:28:21", "open_price": 14.75, - "open_amount": 368.75, + "open_amount": 1106.25, "close_datetime": "2024-06-20 12:28:31", "close_price": 6.0, - "close_amount": 150.0, - "pnl_amount": -218.75, + "close_amount": 450.0, + "pnl_amount": -656.25, "pnl_percentage": -59.32 }, { "scrip_name": "NIFTY-CE-23800-27JUN2024", "position": "LONG", - "quantity": 25.0, + "quantity": 50.0, "days": 0, "open_datetime": "2024-06-26 13:32:12", "open_price": 109.1, - "open_amount": 2727.5, + "open_amount": 5455.0, "close_datetime": "2024-06-26 13:58:40", "close_price": 121.0, - "close_amount": 3025.0, - "pnl_amount": 297.5, + "close_amount": 6050.0, + "pnl_amount": 595.0, "pnl_percentage": 10.91 }, { "scrip_name": "NIFTY-CE-23800-27JUN2024", "position": "LONG", - "quantity": 50.0, + "quantity": 25.0, "days": 0, "open_datetime": "2024-06-26 13:32:12", "open_price": 109.1, - "open_amount": 5455.0, + "open_amount": 2727.5, "close_datetime": "2024-06-26 13:58:40", "close_price": 121.0, - "close_amount": 6050.0, - "pnl_amount": 595.0, + "close_amount": 3025.0, + "pnl_amount": 297.5, "pnl_percentage": 10.91 }, { @@ -759,30 +745,30 @@ { "scrip_name": "NIFTY-CE-24000-04JUL2024", "position": "LONG", - "quantity": 50.0, + "quantity": 25.0, "days": 0, "open_datetime": "2024-07-02 12:44:33", "open_price": 181.55, - "open_amount": 9077.5, + "open_amount": 4538.75, "close_datetime": "2024-07-02 14:54:13", - "close_price": 201.05, - "close_amount": 10052.5, - "pnl_amount": 975.0, - "pnl_percentage": 10.74 + "close_price": 201.1, + "close_amount": 5027.5, + "pnl_amount": 488.75, + "pnl_percentage": 10.77 }, { "scrip_name": "NIFTY-CE-24000-04JUL2024", "position": "LONG", - "quantity": 25.0, + "quantity": 50.0, "days": 0, "open_datetime": "2024-07-02 12:44:33", "open_price": 181.55, - "open_amount": 4538.75, + "open_amount": 9077.5, "close_datetime": "2024-07-02 14:54:13", - "close_price": 201.1, - "close_amount": 5027.5, - "pnl_amount": 488.75, - "pnl_percentage": 10.77 + "close_price": 201.05, + "close_amount": 10052.5, + "pnl_amount": 975.0, + "pnl_percentage": 10.74 }, { "scrip_name": "NIFTY-CE-24050-04JUL2024", @@ -843,30 +829,30 @@ { "scrip_name": "NIFTY-CE-24100-11JUL2024", "position": "LONG", - "quantity": 75.0, + "quantity": 25.0, "days": 0, "open_datetime": "2024-07-10 11:46:04", "open_price": 167.0, - "open_amount": 12525.0, + "open_amount": 4175.0, "close_datetime": "2024-07-10 12:11:22", - "close_price": 183.9, - "close_amount": 13792.5, - "pnl_amount": 1267.5, - "pnl_percentage": 10.12 + "close_price": 183.85, + "close_amount": 4596.25, + "pnl_amount": 421.25, + "pnl_percentage": 10.09 }, { "scrip_name": "NIFTY-CE-24100-11JUL2024", "position": "LONG", - "quantity": 25.0, + "quantity": 75.0, "days": 0, "open_datetime": "2024-07-10 11:46:04", "open_price": 167.0, - "open_amount": 4175.0, + "open_amount": 12525.0, "close_datetime": "2024-07-10 12:11:22", - "close_price": 183.85, - "close_amount": 4596.25, - "pnl_amount": 421.25, - "pnl_percentage": 10.09 + "close_price": 183.9, + "close_amount": 13792.5, + "pnl_amount": 1267.5, + "pnl_percentage": 10.12 }, { "scrip_name": "NIFTY-CE-24150-08AUG2024", @@ -899,29 +885,29 @@ { "scrip_name": "NIFTY-CE-24250-11JUL2024", "position": "LONG", - "quantity": 25.0, + "quantity": 50.0, "days": 0, "open_datetime": "2024-07-05 12:36:40", "open_price": 162.6, - "open_amount": 4065.0, + "open_amount": 8130.0, "close_datetime": "2024-07-05 15:12:21", "close_price": 185.0, - "close_amount": 4625.0, - "pnl_amount": 560.0, + "close_amount": 9250.0, + "pnl_amount": 1120.0, "pnl_percentage": 13.78 }, { "scrip_name": "NIFTY-CE-24250-11JUL2024", "position": "LONG", - "quantity": 50.0, + "quantity": 25.0, "days": 0, "open_datetime": "2024-07-05 12:36:40", "open_price": 162.6, - "open_amount": 8130.0, + "open_amount": 4065.0, "close_datetime": "2024-07-05 15:12:21", "close_price": 185.0, - "close_amount": 9250.0, - "pnl_amount": 1120.0, + "close_amount": 4625.0, + "pnl_amount": 560.0, "pnl_percentage": 13.78 }, { @@ -969,30 +955,30 @@ { "scrip_name": "NIFTY-CE-24300-11JUL2024", "position": "LONG", - "quantity": 25.0, + "quantity": 50.0, "days": 0, "open_datetime": "2024-07-09 10:19:25", "open_price": 140.0, - "open_amount": 3500.0, + "open_amount": 7000.0, "close_datetime": "2024-07-09 10:20:55", - "close_price": 137.5, - "close_amount": 3437.5, - "pnl_amount": -62.5, - "pnl_percentage": -1.79 + "close_price": 137.55, + "close_amount": 6877.5, + "pnl_amount": -122.5, + "pnl_percentage": -1.75 }, { "scrip_name": "NIFTY-CE-24300-11JUL2024", "position": "LONG", - "quantity": 50.0, + "quantity": 25.0, "days": 0, "open_datetime": "2024-07-09 10:19:25", "open_price": 140.0, - "open_amount": 7000.0, + "open_amount": 3500.0, "close_datetime": "2024-07-09 10:20:55", - "close_price": 137.55, - "close_amount": 6877.5, - "pnl_amount": -122.5, - "pnl_percentage": -1.75 + "close_price": 137.5, + "close_amount": 3437.5, + "pnl_amount": -62.5, + "pnl_percentage": -1.79 }, { "scrip_name": "NIFTY-CE-24300-11JUL2024", @@ -1053,15 +1039,15 @@ { "scrip_name": "NIFTY-CE-24350-11JUL2024", "position": "LONG", - "quantity": 25.0, + "quantity": 50.0, "days": 0, "open_datetime": "2024-07-11 09:16:44", "open_price": 59.75, - "open_amount": 1493.75, + "open_amount": 2987.5, "close_datetime": "2024-07-11 10:13:20", "close_price": 21.35, - "close_amount": 533.75, - "pnl_amount": -960.0, + "close_amount": 1067.5, + "pnl_amount": -1920.0, "pnl_percentage": -64.27 }, { @@ -1083,41 +1069,41 @@ "position": "LONG", "quantity": 25.0, "days": 0, - "open_datetime": "2024-07-11 09:16:44", - "open_price": 59.75, - "open_amount": 1493.75, + "open_datetime": "2024-07-11 09:26:06", + "open_price": 40.0, + "open_amount": 1000.0, "close_datetime": "2024-07-11 10:13:20", "close_price": 21.35, "close_amount": 533.75, - "pnl_amount": -960.0, - "pnl_percentage": -64.27 + "pnl_amount": -466.25, + "pnl_percentage": -46.62 }, { "scrip_name": "NIFTY-CE-24350-11JUL2024", "position": "LONG", - "quantity": 100.0, + "quantity": 75.0, "days": 0, "open_datetime": "2024-07-11 09:26:06", "open_price": 40.0, - "open_amount": 4000.0, + "open_amount": 3000.0, "close_datetime": "2024-07-11 10:13:20", "close_price": 21.35, - "close_amount": 2135.0, - "pnl_amount": -1865.0, + "close_amount": 1601.25, + "pnl_amount": -1398.75, "pnl_percentage": -46.62 }, { "scrip_name": "NIFTY-CE-24400-11JUL2024", "position": "LONG", - "quantity": 100.0, + "quantity": 25.0, "days": 0, "open_datetime": "2024-07-09 12:44:04", "open_price": 89.0, - "open_amount": 8900.0, + "open_amount": 2225.0, "close_datetime": "2024-07-09 13:17:26", "close_price": 117.1, - "close_amount": 11710.0, - "pnl_amount": 2810.0, + "close_amount": 2927.5, + "pnl_amount": 702.5, "pnl_percentage": 31.57 }, { @@ -1137,15 +1123,15 @@ { "scrip_name": "NIFTY-CE-24400-11JUL2024", "position": "LONG", - "quantity": 25.0, + "quantity": 100.0, "days": 0, "open_datetime": "2024-07-09 12:44:04", "open_price": 89.0, - "open_amount": 2225.0, + "open_amount": 8900.0, "close_datetime": "2024-07-09 13:17:26", "close_price": 117.1, - "close_amount": 2927.5, - "pnl_amount": 702.5, + "close_amount": 11710.0, + "pnl_amount": 2810.0, "pnl_percentage": 31.57 }, { @@ -1182,27 +1168,13 @@ "quantity": 25.0, "days": 0, "open_datetime": "2024-07-23 11:27:49", - "open_price": 205.3, - "open_amount": 5132.5, - "close_datetime": "2024-07-23 12:22:03", - "close_price": 108.9, - "close_amount": 2722.5, - "pnl_amount": -2410.0, - "pnl_percentage": -46.96 - }, - { - "scrip_name": "NIFTY-CE-24500-25JUL2024", - "position": "LONG", - "quantity": 25.0, - "days": 0, - "open_datetime": "2024-07-23 11:27:49", - "open_price": 205.3, - "open_amount": 5132.5, + "open_price": 205.35, + "open_amount": 5133.75, "close_datetime": "2024-07-23 12:22:03", - "close_price": 108.9, - "close_amount": 2722.5, + "close_price": 108.95, + "close_amount": 2723.75, "pnl_amount": -2410.0, - "pnl_percentage": -46.96 + "pnl_percentage": -46.94 }, { "scrip_name": "NIFTY-CE-24500-25JUL2024", @@ -1221,16 +1193,16 @@ { "scrip_name": "NIFTY-CE-24500-25JUL2024", "position": "LONG", - "quantity": 25.0, + "quantity": 50.0, "days": 0, "open_datetime": "2024-07-23 11:27:49", - "open_price": 205.35, - "open_amount": 5133.75, + "open_price": 205.3, + "open_amount": 10265.0, "close_datetime": "2024-07-23 12:22:03", - "close_price": 108.95, - "close_amount": 2723.75, - "pnl_amount": -2410.0, - "pnl_percentage": -46.94 + "close_price": 108.9, + "close_amount": 5445.0, + "pnl_amount": -4820.0, + "pnl_percentage": -46.96 }, { "scrip_name": "NIFTY-CE-24600-01AUG2024", @@ -1266,13 +1238,13 @@ "quantity": 25.0, "days": 1, "open_datetime": "2024-07-16 13:57:37", - "open_price": 70.1, - "open_amount": 1752.5, + "open_price": 70.05, + "open_amount": 1751.25, "close_datetime": "2024-07-18 09:55:59", "close_price": 56.45, "close_amount": 1411.25, - "pnl_amount": -341.25, - "pnl_percentage": -19.47 + "pnl_amount": -340.0, + "pnl_percentage": -19.41 }, { "scrip_name": "NIFTY-CE-24650-18JUL2024", @@ -1280,13 +1252,13 @@ "quantity": 25.0, "days": 1, "open_datetime": "2024-07-16 13:57:37", - "open_price": 70.05, - "open_amount": 1751.25, + "open_price": 70.1, + "open_amount": 1752.5, "close_datetime": "2024-07-18 09:55:59", "close_price": 56.45, "close_amount": 1411.25, - "pnl_amount": -340.0, - "pnl_percentage": -19.41 + "pnl_amount": -341.25, + "pnl_percentage": -19.47 }, { "scrip_name": "NIFTY-CE-24650-18JUL2024", @@ -1392,13 +1364,13 @@ "quantity": 50.0, "days": 0, "open_datetime": "2024-08-22 14:46:22", - "open_price": 14.05, - "open_amount": 702.5, + "open_price": 14.1, + "open_amount": 705.0, "close_datetime": "2024-08-22 15:15:25", "close_price": 6.5, "close_amount": 325.0, - "pnl_amount": -377.5, - "pnl_percentage": -53.74 + "pnl_amount": -380.0, + "pnl_percentage": -53.9 }, { "scrip_name": "NIFTY-CE-24800-22AUG2024", @@ -1406,13 +1378,13 @@ "quantity": 50.0, "days": 0, "open_datetime": "2024-08-22 14:46:22", - "open_price": 14.1, - "open_amount": 705.0, + "open_price": 14.05, + "open_amount": 702.5, "close_datetime": "2024-08-22 15:15:25", "close_price": 6.5, "close_amount": 325.0, - "pnl_amount": -380.0, - "pnl_percentage": -53.9 + "pnl_amount": -377.5, + "pnl_percentage": -53.74 }, { "scrip_name": "NIFTY-CE-24850-22AUG2024", @@ -1501,29 +1473,29 @@ { "scrip_name": "NIFTY-CE-25000-01AUG2024", "position": "LONG", - "quantity": 75.0, + "quantity": 25.0, "days": 0, "open_datetime": "2024-08-01 14:35:26", "open_price": 7.0, - "open_amount": 525.0, + "open_amount": 175.0, "close_datetime": "2024-08-01 15:20:10", "close_price": 12.8, - "close_amount": 960.0, - "pnl_amount": 435.0, + "close_amount": 320.0, + "pnl_amount": 145.0, "pnl_percentage": 82.86 }, { "scrip_name": "NIFTY-CE-25000-01AUG2024", "position": "LONG", - "quantity": 25.0, + "quantity": 75.0, "days": 0, "open_datetime": "2024-08-01 14:35:26", "open_price": 7.0, - "open_amount": 175.0, + "open_amount": 525.0, "close_datetime": "2024-08-01 15:20:10", "close_price": 12.8, - "close_amount": 320.0, - "pnl_amount": 145.0, + "close_amount": 960.0, + "pnl_amount": 435.0, "pnl_percentage": 82.86 }, { @@ -1596,6 +1568,76 @@ "pnl_amount": 35.0, "pnl_percentage": 2.5 }, + { + "scrip_name": "NIFTY-CE-25300-05SEP2024", + "position": "LONG", + "quantity": 50.0, + "days": 0, + "open_datetime": "2024-09-02 12:42:05", + "open_price": 100.3, + "open_amount": 5015.0, + "close_datetime": "2024-09-02 12:45:45", + "close_price": 89.75, + "close_amount": 4487.5, + "pnl_amount": -527.5, + "pnl_percentage": -10.52 + }, + { + "scrip_name": "NIFTY-CE-25300-05SEP2024", + "position": "LONG", + "quantity": 50.0, + "days": 0, + "open_datetime": "2024-09-02 12:45:33", + "open_price": 90.0, + "open_amount": 4500.0, + "close_datetime": "2024-09-02 12:45:45", + "close_price": 89.75, + "close_amount": 4487.5, + "pnl_amount": -12.5, + "pnl_percentage": -0.28 + }, + { + "scrip_name": "NIFTY-CE-25300-05SEP2024", + "position": "LONG", + "quantity": 25.0, + "days": 0, + "open_datetime": "2024-09-03 14:58:30", + "open_price": 86.85, + "open_amount": 2171.25, + "close_datetime": "2024-09-03 15:02:08", + "close_price": 84.25, + "close_amount": 2106.25, + "pnl_amount": -65.0, + "pnl_percentage": -2.99 + }, + { + "scrip_name": "NIFTY-CE-25300-05SEP2024", + "position": "LONG", + "quantity": 25.0, + "days": 0, + "open_datetime": "2024-09-03 14:58:30", + "open_price": 86.85, + "open_amount": 2171.25, + "close_datetime": "2024-09-03 15:02:08", + "close_price": 84.25, + "close_amount": 2106.25, + "pnl_amount": -65.0, + "pnl_percentage": -2.99 + }, + { + "scrip_name": "NIFTY-CE-25300-05SEP2024", + "position": "LONG", + "quantity": 50.0, + "days": 0, + "open_datetime": "2024-09-03 14:58:30", + "open_price": 86.85, + "open_amount": 4342.5, + "close_datetime": "2024-09-03 15:02:08", + "close_price": 84.25, + "close_amount": 4212.5, + "pnl_amount": -130.0, + "pnl_percentage": -2.99 + }, { "scrip_name": "NIFTY-CE-25400-01AUG2024", "position": "LONG", @@ -1644,13 +1686,13 @@ "quantity": 25.0, "days": 0, "open_datetime": "2024-06-24 11:39:16", - "open_price": 137.6, - "open_amount": 3440.0, + "open_price": 137.7, + "open_amount": 3442.5, "close_datetime": "2024-06-24 11:46:51", "close_price": 140.95, "close_amount": 3523.75, - "pnl_amount": 83.75, - "pnl_percentage": 2.43 + "pnl_amount": 81.25, + "pnl_percentage": 2.36 }, { "scrip_name": "NIFTY-PE-23550-27JUN2024", @@ -1658,13 +1700,13 @@ "quantity": 25.0, "days": 0, "open_datetime": "2024-06-24 11:39:16", - "open_price": 137.7, - "open_amount": 3442.5, + "open_price": 137.6, + "open_amount": 3440.0, "close_datetime": "2024-06-24 11:46:51", "close_price": 140.95, "close_amount": 3523.75, - "pnl_amount": 81.25, - "pnl_percentage": 2.36 + "pnl_amount": 83.75, + "pnl_percentage": 2.43 }, { "scrip_name": "NIFTY-PE-23550-27JUN2024", @@ -1949,29 +1991,29 @@ { "scrip_name": "NIFTY-PE-24350-11JUL2024", "position": "LONG", - "quantity": 75.0, + "quantity": 25.0, "days": 0, "open_datetime": "2024-07-09 10:23:03", "open_price": 80.3, - "open_amount": 6022.5, + "open_amount": 2007.5, "close_datetime": "2024-07-09 10:23:04", "close_price": 80.55, - "close_amount": 6041.25, - "pnl_amount": 18.75, + "close_amount": 2013.75, + "pnl_amount": 6.25, "pnl_percentage": 0.31 }, { "scrip_name": "NIFTY-PE-24350-11JUL2024", "position": "LONG", - "quantity": 25.0, + "quantity": 75.0, "days": 0, "open_datetime": "2024-07-09 10:23:03", "open_price": 80.3, - "open_amount": 2007.5, + "open_amount": 6022.5, "close_datetime": "2024-07-09 10:23:04", "close_price": 80.55, - "close_amount": 2013.75, - "pnl_amount": 6.25, + "close_amount": 6041.25, + "pnl_amount": 18.75, "pnl_percentage": 0.31 }, { @@ -1991,29 +2033,29 @@ { "scrip_name": "NIFTY-PE-24450-01AUG2024", "position": "LONG", - "quantity": 25.0, + "quantity": 50.0, "days": 0, "open_datetime": "2024-07-29 11:00:02", "open_price": 12.0, - "open_amount": 300.0, + "open_amount": 600.0, "close_datetime": "2024-07-29 11:42:42", "close_price": 10.45, - "close_amount": 261.25, - "pnl_amount": -38.75, + "close_amount": 522.5, + "pnl_amount": -77.5, "pnl_percentage": -12.92 }, { "scrip_name": "NIFTY-PE-24450-01AUG2024", "position": "LONG", - "quantity": 50.0, + "quantity": 25.0, "days": 0, "open_datetime": "2024-07-29 11:00:02", "open_price": 12.0, - "open_amount": 600.0, + "open_amount": 300.0, "close_datetime": "2024-07-29 11:42:42", "close_price": 10.45, - "close_amount": 522.5, - "pnl_amount": -77.5, + "close_amount": 261.25, + "pnl_amount": -38.75, "pnl_percentage": -12.92 }, { @@ -2064,13 +2106,13 @@ "quantity": 25.0, "days": 1, "open_datetime": "2024-07-16 13:57:37", - "open_price": 77.65, - "open_amount": 1941.25, + "open_price": 77.7, + "open_amount": 1942.5, "close_datetime": "2024-07-18 09:47:40", "close_price": 70.25, "close_amount": 1756.25, - "pnl_amount": -185.0, - "pnl_percentage": -9.53 + "pnl_amount": -186.25, + "pnl_percentage": -9.59 }, { "scrip_name": "NIFTY-PE-24650-18JUL2024", @@ -2078,13 +2120,13 @@ "quantity": 25.0, "days": 1, "open_datetime": "2024-07-16 13:57:37", - "open_price": 77.7, - "open_amount": 1942.5, + "open_price": 77.65, + "open_amount": 1941.25, "close_datetime": "2024-07-18 09:47:40", "close_price": 70.25, "close_amount": 1756.25, - "pnl_amount": -186.25, - "pnl_percentage": -9.59 + "pnl_amount": -185.0, + "pnl_percentage": -9.53 }, { "scrip_name": "NIFTY-PE-24650-18JUL2024", @@ -2159,30 +2201,30 @@ { "scrip_name": "NIFTY-PE-24900-01AUG2024", "position": "LONG", - "quantity": 25.0, + "quantity": 50.0, "days": 0, "open_datetime": "2024-07-29 10:38:24", "open_price": 125.0, - "open_amount": 3125.0, + "open_amount": 6250.0, "close_datetime": "2024-07-29 11:23:25", - "close_price": 83.9, - "close_amount": 2097.5, - "pnl_amount": -1027.5, - "pnl_percentage": -32.88 + "close_price": 83.85, + "close_amount": 4192.5, + "pnl_amount": -2057.5, + "pnl_percentage": -32.92 }, { "scrip_name": "NIFTY-PE-24900-01AUG2024", "position": "LONG", - "quantity": 50.0, + "quantity": 25.0, "days": 0, "open_datetime": "2024-07-29 10:38:24", "open_price": 125.0, - "open_amount": 6250.0, + "open_amount": 3125.0, "close_datetime": "2024-07-29 11:23:25", - "close_price": 83.85, - "close_amount": 4192.5, - "pnl_amount": -2057.5, - "pnl_percentage": -32.92 + "close_price": 83.9, + "close_amount": 2097.5, + "pnl_amount": -1027.5, + "pnl_percentage": -32.88 }, { "scrip_name": "NIFTY-PE-24900-01AUG2024", @@ -2268,20 +2310,6 @@ "pnl_amount": 416.25, "pnl_percentage": 176.19 }, - { - "scrip_name": "NIFTY-PE-25150-29AUG2024", - "position": "LONG", - "quantity": 100.0, - "days": 0, - "open_datetime": "2024-08-29 15:18:38", - "open_price": 3.15, - "open_amount": 315.0, - "close_datetime": "2024-08-29 15:19:47", - "close_price": 8.7, - "close_amount": 870.0, - "pnl_amount": 555.0, - "pnl_percentage": 176.19 - }, { "scrip_name": "NIFTY-PE-25150-29AUG2024", "position": "LONG", @@ -2299,29 +2327,15 @@ { "scrip_name": "NIFTY-PE-25150-29AUG2024", "position": "LONG", - "quantity": 50.0, - "days": 0, - "open_datetime": "2024-08-29 15:18:38", - "open_price": 3.15, - "open_amount": 157.5, - "close_datetime": "2024-08-29 15:19:47", - "close_price": 8.65, - "close_amount": 432.5, - "pnl_amount": 275.0, - "pnl_percentage": 174.6 - }, - { - "scrip_name": "NIFTY-PE-25150-29AUG2024", - "position": "LONG", - "quantity": 25.0, + "quantity": 100.0, "days": 0, "open_datetime": "2024-08-29 15:18:38", "open_price": 3.15, - "open_amount": 78.75, + "open_amount": 315.0, "close_datetime": "2024-08-29 15:19:47", "close_price": 8.7, - "close_amount": 217.5, - "pnl_amount": 138.75, + "close_amount": 870.0, + "pnl_amount": 555.0, "pnl_percentage": 176.19 }, { @@ -2347,10 +2361,10 @@ "open_price": 3.15, "open_amount": 157.5, "close_datetime": "2024-08-29 15:19:47", - "close_price": 8.7, - "close_amount": 435.0, - "pnl_amount": 277.5, - "pnl_percentage": 176.19 + "close_price": 8.65, + "close_amount": 432.5, + "pnl_amount": 275.0, + "pnl_percentage": 174.6 }, { "scrip_name": "NIFTY-PE-25150-29AUG2024", @@ -2369,29 +2383,29 @@ { "scrip_name": "NIFTY-PE-25150-29AUG2024", "position": "LONG", - "quantity": 25.0, + "quantity": 100.0, "days": 0, "open_datetime": "2024-08-29 15:18:38", "open_price": 3.15, - "open_amount": 78.75, + "open_amount": 315.0, "close_datetime": "2024-08-29 15:19:47", "close_price": 8.7, - "close_amount": 217.5, - "pnl_amount": 138.75, + "close_amount": 870.0, + "pnl_amount": 555.0, "pnl_percentage": 176.19 }, { "scrip_name": "NIFTY-PE-25150-29AUG2024", "position": "LONG", - "quantity": 25.0, + "quantity": 75.0, "days": 0, "open_datetime": "2024-08-29 15:18:38", "open_price": 3.15, - "open_amount": 78.75, + "open_amount": 236.25, "close_datetime": "2024-08-29 15:19:47", "close_price": 8.7, - "close_amount": 217.5, - "pnl_amount": 138.75, + "close_amount": 652.5, + "pnl_amount": 416.25, "pnl_percentage": 176.19 }, { @@ -2425,57 +2439,57 @@ { "scrip_name": "NIFTY-PE-25150-29AUG2024", "position": "LONG", - "quantity": 275.0, + "quantity": 300.0, "days": 0, "open_datetime": "2024-08-29 15:18:38", "open_price": 3.15, - "open_amount": 866.25, + "open_amount": 945.0, "close_datetime": "2024-08-29 15:19:47", "close_price": 8.65, - "close_amount": 2378.75, - "pnl_amount": 1512.5, + "close_amount": 2595.0, + "pnl_amount": 1650.0, "pnl_percentage": 174.6 }, { "scrip_name": "NIFTY-PE-25150-29AUG2024", "position": "LONG", - "quantity": 25.0, + "quantity": 50.0, "days": 0, "open_datetime": "2024-08-29 15:18:38", "open_price": 3.15, - "open_amount": 78.75, + "open_amount": 157.5, "close_datetime": "2024-08-29 15:19:47", - "close_price": 8.65, - "close_amount": 216.25, - "pnl_amount": 137.5, - "pnl_percentage": 174.6 + "close_price": 8.7, + "close_amount": 435.0, + "pnl_amount": 277.5, + "pnl_percentage": 176.19 }, { "scrip_name": "NIFTY-PE-25150-29AUG2024", "position": "LONG", - "quantity": 50.0, + "quantity": 25.0, "days": 0, "open_datetime": "2024-08-29 15:18:38", "open_price": 3.15, - "open_amount": 157.5, + "open_amount": 78.75, "close_datetime": "2024-08-29 15:19:47", "close_price": 8.7, - "close_amount": 435.0, - "pnl_amount": 277.5, + "close_amount": 217.5, + "pnl_amount": 138.75, "pnl_percentage": 176.19 }, { "scrip_name": "NIFTY-PE-25150-29AUG2024", "position": "LONG", - "quantity": 100.0, + "quantity": 25.0, "days": 0, "open_datetime": "2024-08-29 15:18:38", "open_price": 3.15, - "open_amount": 315.0, + "open_amount": 78.75, "close_datetime": "2024-08-29 15:19:47", "close_price": 8.7, - "close_amount": 870.0, - "pnl_amount": 555.0, + "close_amount": 217.5, + "pnl_amount": 138.75, "pnl_percentage": 176.19 }, { diff --git a/DATA/BRONZE/StockData/IRCTC_2024_09.csv b/DATA/BRONZE/StockData/IRCTC_2024_09.csv index a1a80eb0..84ac49d0 100644 --- a/DATA/BRONZE/StockData/IRCTC_2024_09.csv +++ b/DATA/BRONZE/StockData/IRCTC_2024_09.csv @@ -1,2 +1,4 @@ date,open,high,low,close,volume,dividends,stock_splits -2024-09-02 00:00:00+05:30,939.85,939.85,929.45,931.55,18251,0.0,0.0 +2024-09-02 00:00:00+05:30,938.95,938.95,928.0,937.0,1054893,0.0,0.0 +2024-09-03 00:00:00+05:30,937.95,949.0,937.8,944.15,1573400,0.0,0.0 +2024-09-04 00:00:00+05:30,934.05,941.0,932.2,939.2,1562380,0.0,0.0 diff --git a/DATA/BRONZE/StockData/KPITTECH_2024_09.csv b/DATA/BRONZE/StockData/KPITTECH_2024_09.csv index 86d11879..ea40927d 100644 --- a/DATA/BRONZE/StockData/KPITTECH_2024_09.csv +++ b/DATA/BRONZE/StockData/KPITTECH_2024_09.csv @@ -1,2 +1,4 @@ date,open,high,low,close,volume,dividends,stock_splits -2024-09-02 00:00:00+05:30,1814.95,1822.95,1772.0,1786.0,15125,0.0,0.0 +2024-09-02 00:00:00+05:30,1814.95,1822.95,1763.1,1766.65,28997,0.0,0.0 +2024-09-03 00:00:00+05:30,1768.0,1779.55,1750.2,1768.0,38502,0.0,0.0 +2024-09-04 00:00:00+05:30,1755.85,1773.0,1745.1,1749.9,11889,0.0,0.0 diff --git a/DATA/BRONZE/StockData/MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH_2024_09.csv b/DATA/BRONZE/StockData/MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH_2024_09.csv new file mode 100644 index 00000000..e5823eb1 --- /dev/null +++ b/DATA/BRONZE/StockData/MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH_2024_09.csv @@ -0,0 +1,3 @@ +date,open,high,low,close,volume,dividends,stock_splits,capital_gains +2024-09-02 00:00:00+05:30,54.94,54.94,54.94,54.94,0,0.0,0.0,0.0 +2024-09-03 00:00:00+05:30,55.1,55.1,55.1,55.1,0,0.0,0.0,0.0 diff --git a/DATA/BRONZE/StockData/SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH_2024_09.csv b/DATA/BRONZE/StockData/SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH_2024_09.csv new file mode 100644 index 00000000..a7661603 --- /dev/null +++ b/DATA/BRONZE/StockData/SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH_2024_09.csv @@ -0,0 +1,3 @@ +date,open,high,low,close,volume,dividends,stock_splits,capital_gains +2024-09-02 00:00:00+05:30,481.11,481.11,481.11,481.11,0,0.0,0.0,0.0 +2024-09-03 00:00:00+05:30,481.34,481.34,481.34,481.34,0,0.0,0.0,0.0 diff --git a/DATA/BRONZE/StockData/TATAMOTORS_2024_09.csv b/DATA/BRONZE/StockData/TATAMOTORS_2024_09.csv index 3ea5863b..553690ec 100644 --- a/DATA/BRONZE/StockData/TATAMOTORS_2024_09.csv +++ b/DATA/BRONZE/StockData/TATAMOTORS_2024_09.csv @@ -1,2 +1,4 @@ date,open,high,low,close,volume,dividends,stock_splits -2024-09-02 00:00:00+05:30,1103.6,1104.95,1089.0,1096.55,126228,0.0,0.0 +2024-09-02 00:00:00+05:30,1103.6,1104.95,1087.6,1092.5,248096,0.0,0.0 +2024-09-03 00:00:00+05:30,1098.35,1099.95,1082.5,1085.55,163600,0.0,0.0 +2024-09-04 00:00:00+05:30,1077.85,1085.0,1072.05,1080.3,312273,0.0,0.0 diff --git a/DATA/BRONZE/StockData/TATAPOWER_2024_09.csv b/DATA/BRONZE/StockData/TATAPOWER_2024_09.csv index 968529a9..77369c41 100644 --- a/DATA/BRONZE/StockData/TATAPOWER_2024_09.csv +++ b/DATA/BRONZE/StockData/TATAPOWER_2024_09.csv @@ -1,2 +1,4 @@ date,open,high,low,close,volume,dividends,stock_splits -2024-09-02 00:00:00+05:30,435.35,436.5,429.5,434.5,117773,0.0,0.0 +2024-09-02 00:00:00+05:30,435.35,436.6,429.5,433.05,499614,0.0,0.0 +2024-09-03 00:00:00+05:30,434.75,434.75,431.35,433.8,382517,0.0,0.0 +2024-09-04 00:00:00+05:30,429.25,429.6,419.95,420.65,489363,0.0,0.0 diff --git a/DATA/BRONZE/TradeHistory/trade_2425.csv b/DATA/BRONZE/TradeHistory/trade_2425.csv index 5c999a3d..666bcdb5 100644 --- a/DATA/BRONZE/TradeHistory/trade_2425.csv +++ b/DATA/BRONZE/TradeHistory/trade_2425.csv @@ -1,4 +1,13 @@ date,company,amount,exchange,segment,scrip_code,instrument_type,strike_price,expiry,trade_num,trade_time,side,quantity,price +2024-09-03 00:00:00,NIFTY,2106.25,FON,FO,NIFTY,European Call,25300,05-09-2024,106563342,15:02:08,Sell,25,84.25 +2024-09-03 00:00:00,NIFTY,8685,FON,FO,NIFTY,European Call,25300,05-09-2024,105599801,14:58:30,Buy,100,86.85 +2024-09-03 00:00:00,NIFTY,4212.5,FON,FO,NIFTY,European Call,25300,05-09-2024,106563337,15:02:08,Sell,50,84.25 +2024-09-03 00:00:00,NIFTY,2106.25,FON,FO,NIFTY,European Call,25300,05-09-2024,106563338,15:02:08,Sell,25,84.25 +2024-09-02 00:00:00,NIFTY,8975,FON,FO,NIFTY,European Call,25300,05-09-2024,83343329,12:45:45,Sell,100,89.75 +2024-09-02 00:00:00,NIFTY,4500,FON,FO,NIFTY,European Call,25300,05-09-2024,83337167,12:45:33,Buy,50,90 +2024-09-02 00:00:00,NIFTY,5015,FON,FO,NIFTY,European Call,25300,05-09-2024,83261370,12:42:05,Buy,50,100.3 +2024-09-02 00:00:00,SBI Magnum Tax Gain Scheme - D,999.74,BMF,MF,F200K01UM9,MF,0,,,,Buy,2.08,481.11 +2024-09-02 00:00:00,MIRAE ASSET TAX SAVER FUND - D,999.96,BMF,MF,F769K01DM9,MF,0,,,,Buy,18.2,54.94 2024-08-29 00:00:00,NIFTY,630,FON,FO,NIFTY,European Put,25150,29-08-2024,840133195,15:18:38,Buy,200,3.15 2024-08-29 00:00:00,NIFTY,217.5,FON,FO,NIFTY,European Put,25150,29-08-2024,840478738,15:19:47,Sell,25,8.7 2024-08-29 00:00:00,NIFTY,217.5,FON,FO,NIFTY,European Put,25150,29-08-2024,840478736,15:19:47,Sell,25,8.7 diff --git a/DATA/GOLD/Holdings/CurrentHoldings_data.csv b/DATA/GOLD/Holdings/CurrentHoldings_data.csv index 86f3f720..9ac3ee79 100644 --- a/DATA/GOLD/Holdings/CurrentHoldings_data.csv +++ b/DATA/GOLD/Holdings/CurrentHoldings_data.csv @@ -12,6 +12,8 @@ TATA POWER,TATAPOWER,NSE,EQ,2022-05-11 11:58:14,BUY,64.0,224.75,14384.0 MIRAE ASSET TAX SAVER FUND - D,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,BMF,MF,2024-05-24 00:00:00,BUY,20.51,48.77,1000.27 MIRAE ASSET TAX SAVER FUND - D,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,BMF,MF,2024-07-02 00:00:00,BUY,19.29,51.84,999.99 MIRAE ASSET TAX SAVER FUND - D,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,BMF,MF,2024-08-02 00:00:00,BUY,18.61,53.74,1000.1 +MIRAE ASSET TAX SAVER FUND - D,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,BMF,MF,2024-09-02 00:00:00,BUY,18.2,54.94,999.91 SBI MAGNUM TAX GAIN SCHEME - D,SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH,BMF,MF,2024-05-24 00:00:00,BUY,2.33,428.89,999.31 SBI MAGNUM TAX GAIN SCHEME - D,SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH,BMF,MF,2024-07-02 00:00:00,BUY,2.2,455.11,1001.24 SBI MAGNUM TAX GAIN SCHEME - D,SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH,BMF,MF,2024-08-02 00:00:00,BUY,2.11,474.32,1000.82 +SBI MAGNUM TAX GAIN SCHEME - D,SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH,BMF,MF,2024-09-02 00:00:00,BUY,2.08,481.11,1000.71 diff --git a/DATA/GOLD/Holdings/HoldingsHistory_data.csv b/DATA/GOLD/Holdings/HoldingsHistory_data.csv index 04c50f5d..324f50d2 100644 --- a/DATA/GOLD/Holdings/HoldingsHistory_data.csv +++ b/DATA/GOLD/Holdings/HoldingsHistory_data.csv @@ -3640,25 +3640,25 @@ date,segment,exchange,symbol,scrip_name,holding_quantity,avg_price,holding_amoun 2022-05-12,EQ,NSE,TATAPOWER,TATA POWER,169.0,141.03,23834.0,221.11,37367.59,222.09,37533.21,212.31,35880.39,214.31,36218.39 2022-05-12,EQ,NSE,VOLTAS,VOLTAS LTD,4.0,1059.0,4236.0,954.06,3816.24,957.66,3830.64,921.54,3686.16,935.73,3742.92 2022-05-13,EQ,NSE,BPCL,BHARAT PETROLEUM CORPORATION L,43.0,457.0,19651.0,153.5,6600.5,155.25,6675.75,151.07,6496.01,151.5,6514.5 -2022-05-13,EQ,NSE,LICI,LIFE INSURANCE CORPORATION,15.0,904.0,13560.0,1865.05,3730.1,1865.05,3730.1,1806.45,3612.9,1814.7,3629.4 +2022-05-13,EQ,NSE,LICI,LIFE INSURANCE CORPORATION,15.0,904.0,13560.0,1755.85,3511.7,1773.0,3546.0,1745.1,3490.2,1749.9,3499.8 2022-05-13,EQ,NSE,TATACHEM,TATA CHEMICALS LTD.,20.0,751.2,15024.0,904.25,18085.0,915.77,18315.4,873.71,17474.2,878.44,17568.8 2022-05-13,EQ,NSE,TATAMOTORS,TATA MOTORS,100.0,261.0,26100.4,383.92,38392.0,413.19,41319.0,383.92,38392.0,401.86,40186.0 2022-05-13,EQ,NSE,TATAPOWER,TATA POWER,169.0,141.03,23834.0,219.69,37127.61,224.19,37888.11,216.47,36583.43,218.03,36847.07 2022-05-13,EQ,NSE,VOLTAS,VOLTAS LTD,4.0,1059.0,4236.0,951.55,3806.2,951.55,3806.2,914.99,3659.96,917.99,3671.96 2022-05-14,EQ,NSE,BPCL,BHARAT PETROLEUM CORPORATION L,43.0,457.0,19651.0,153.5,6600.5,155.25,6675.75,151.07,6496.01,151.5,6514.5 -2022-05-14,EQ,NSE,LICI,LIFE INSURANCE CORPORATION,15.0,904.0,13560.0,1865.05,3730.1,1865.05,3730.1,1806.45,3612.9,1814.7,3629.4 +2022-05-14,EQ,NSE,LICI,LIFE INSURANCE CORPORATION,15.0,904.0,13560.0,1755.85,3511.7,1773.0,3546.0,1745.1,3490.2,1749.9,3499.8 2022-05-14,EQ,NSE,TATACHEM,TATA CHEMICALS LTD.,20.0,751.2,15024.0,904.25,18085.0,915.77,18315.4,873.71,17474.2,878.44,17568.8 2022-05-14,EQ,NSE,TATAMOTORS,TATA MOTORS,100.0,261.0,26100.4,383.92,38392.0,413.19,41319.0,383.92,38392.0,401.86,40186.0 2022-05-14,EQ,NSE,TATAPOWER,TATA POWER,169.0,141.03,23834.0,219.69,37127.61,224.19,37888.11,216.47,36583.43,218.03,36847.07 2022-05-14,EQ,NSE,VOLTAS,VOLTAS LTD,4.0,1059.0,4236.0,951.55,3806.2,951.55,3806.2,914.99,3659.96,917.99,3671.96 2022-05-15,EQ,NSE,BPCL,BHARAT PETROLEUM CORPORATION L,43.0,457.0,19651.0,153.5,6600.5,155.25,6675.75,151.07,6496.01,151.5,6514.5 -2022-05-15,EQ,NSE,LICI,LIFE INSURANCE CORPORATION,15.0,904.0,13560.0,1865.05,3730.1,1865.05,3730.1,1806.45,3612.9,1814.7,3629.4 +2022-05-15,EQ,NSE,LICI,LIFE INSURANCE CORPORATION,15.0,904.0,13560.0,1755.85,3511.7,1773.0,3546.0,1745.1,3490.2,1749.9,3499.8 2022-05-15,EQ,NSE,TATACHEM,TATA CHEMICALS LTD.,20.0,751.2,15024.0,904.25,18085.0,915.77,18315.4,873.71,17474.2,878.44,17568.8 2022-05-15,EQ,NSE,TATAMOTORS,TATA MOTORS,100.0,261.0,26100.4,383.92,38392.0,413.19,41319.0,383.92,38392.0,401.86,40186.0 2022-05-15,EQ,NSE,TATAPOWER,TATA POWER,169.0,141.03,23834.0,219.69,37127.61,224.19,37888.11,216.47,36583.43,218.03,36847.07 2022-05-15,EQ,NSE,VOLTAS,VOLTAS LTD,4.0,1059.0,4236.0,951.55,3806.2,951.55,3806.2,914.99,3659.96,917.99,3671.96 2022-05-16,EQ,NSE,BPCL,BHARAT PETROLEUM CORPORATION L,43.0,457.0,19651.0,152.49,6557.07,152.71,6566.53,150.04,6451.72,151.11,6497.73 -2022-05-16,EQ,NSE,LICI,LIFE INSURANCE CORPORATION,15.0,904.0,13560.0,1865.05,3730.1,1865.05,3730.1,1806.45,3612.9,1814.7,3629.4 +2022-05-16,EQ,NSE,LICI,LIFE INSURANCE CORPORATION,15.0,904.0,13560.0,1755.85,3511.7,1773.0,3546.0,1745.1,3490.2,1749.9,3499.8 2022-05-16,EQ,NSE,TATACHEM,TATA CHEMICALS LTD.,20.0,751.2,15024.0,884.22,17684.4,891.58,17831.6,872.61,17452.2,880.93,17618.6 2022-05-16,EQ,NSE,TATAMOTORS,TATA MOTORS,100.0,261.0,26100.4,408.47,40847.0,409.31,40931.0,393.76,39376.0,402.81,40281.0 2022-05-16,EQ,NSE,TATAPOWER,TATA POWER,169.0,141.03,23834.0,220.82,37318.58,222.73,37641.37,215.58,36433.02,221.75,37475.75 @@ -6054,9 +6054,21 @@ date,segment,exchange,symbol,scrip_name,holding_quantity,avg_price,holding_amoun 2024-09-01,EQ,NSE,TATAPOWER,TATA POWER,150.0,147.49,22124.0,432.0,64800.0,436.0,65400.0,431.55,64732.5,434.55,65182.5 2024-09-01,MF,BMF,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,MIRAE ASSET TAX SAVER FUND - D,58.41,51.37,3000.37,54.67,3193.27,54.67,3193.27,54.67,3193.27,54.67,3193.27 2024-09-01,MF,BMF,SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH,SBI MAGNUM TAX GAIN SCHEME - D,6.64,452.01,3001.37,478.64,3178.17,478.64,3178.17,478.64,3178.17,478.64,3178.17 -2024-09-02,EQ,NSE,IRCTC,INDIAN RAILWAY CATERING AND TO,3.0,896.2,2688.6,929.85,2789.55,948.0,2844.0,921.85,2765.55,932.45,2797.35 -2024-09-02,EQ,NSE,KPITTECH,KPIT TECHNOLOGIES LTD,2.0,1500.0,3000.0,1865.05,3730.1,1865.05,3730.1,1806.45,3612.9,1814.7,3629.4 -2024-09-02,EQ,NSE,TATAMOTORS,TATA MOTORS,100.0,261.0,26100.4,1114.05,111405.0,1115.0,111500.0,1097.5,109750.0,1109.4,110940.0 -2024-09-02,EQ,NSE,TATAPOWER,TATA POWER,150.0,147.49,22124.0,432.0,64800.0,436.0,65400.0,431.55,64732.5,434.55,65182.5 -2024-09-02,MF,BMF,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,MIRAE ASSET TAX SAVER FUND - D,58.41,51.37,3000.37,54.67,3193.27,54.67,3193.27,54.67,3193.27,54.67,3193.27 -2024-09-02,MF,BMF,SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH,SBI MAGNUM TAX GAIN SCHEME - D,6.64,452.01,3001.37,478.64,3178.17,478.64,3178.17,478.64,3178.17,478.64,3178.17 +2024-09-02,EQ,NSE,IRCTC,INDIAN RAILWAY CATERING AND TO,3.0,896.2,2688.6,938.95,2816.85,938.95,2816.85,928.0,2784.0,937.0,2811.0 +2024-09-02,EQ,NSE,KPITTECH,KPIT TECHNOLOGIES LTD,2.0,1500.0,3000.0,1814.95,3629.9,1822.95,3645.9,1763.1,3526.2,1766.65,3533.3 +2024-09-02,EQ,NSE,TATAMOTORS,TATA MOTORS,100.0,261.0,26100.4,1103.6,110360.0,1104.95,110495.0,1087.6,108760.0,1092.5,109250.0 +2024-09-02,EQ,NSE,TATAPOWER,TATA POWER,150.0,147.49,22124.0,435.35,65302.5,436.6,65490.0,429.5,64425.0,433.05,64957.5 +2024-09-02,MF,BMF,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,MIRAE ASSET TAX SAVER FUND - D,76.61,52.22,4000.28,54.94,4208.95,54.94,4208.95,54.94,4208.95,54.94,4208.95 +2024-09-02,MF,BMF,SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH,SBI MAGNUM TAX GAIN SCHEME - D,8.72,458.95,4002.08,481.11,4195.28,481.11,4195.28,481.11,4195.28,481.11,4195.28 +2024-09-03,EQ,NSE,IRCTC,INDIAN RAILWAY CATERING AND TO,3.0,896.2,2688.6,937.95,2813.85,949.0,2847.0,937.8,2813.4,944.15,2832.45 +2024-09-03,EQ,NSE,KPITTECH,KPIT TECHNOLOGIES LTD,2.0,1500.0,3000.0,1768.0,3536.0,1779.55,3559.1,1750.2,3500.4,1768.0,3536.0 +2024-09-03,EQ,NSE,TATAMOTORS,TATA MOTORS,100.0,261.0,26100.4,1098.35,109835.0,1099.95,109995.0,1082.5,108250.0,1085.55,108555.0 +2024-09-03,EQ,NSE,TATAPOWER,TATA POWER,150.0,147.49,22124.0,434.75,65212.5,434.75,65212.5,431.35,64702.5,433.8,65070.0 +2024-09-03,MF,BMF,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,MIRAE ASSET TAX SAVER FUND - D,76.61,52.22,4000.28,55.1,4221.21,55.1,4221.21,55.1,4221.21,55.1,4221.21 +2024-09-03,MF,BMF,SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH,SBI MAGNUM TAX GAIN SCHEME - D,8.72,458.95,4002.08,481.34,4197.28,481.34,4197.28,481.34,4197.28,481.34,4197.28 +2024-09-04,EQ,NSE,IRCTC,INDIAN RAILWAY CATERING AND TO,3.0,896.2,2688.6,934.05,2802.15,941.0,2823.0,932.2,2796.6,939.2,2817.6 +2024-09-04,EQ,NSE,KPITTECH,KPIT TECHNOLOGIES LTD,2.0,1500.0,3000.0,1755.85,3511.7,1773.0,3546.0,1745.1,3490.2,1749.9,3499.8 +2024-09-04,EQ,NSE,TATAMOTORS,TATA MOTORS,100.0,261.0,26100.4,1077.85,107785.0,1085.0,108500.0,1072.05,107205.0,1080.3,108030.0 +2024-09-04,EQ,NSE,TATAPOWER,TATA POWER,150.0,147.49,22124.0,429.25,64387.5,429.6,64440.0,419.95,62992.5,420.65,63097.5 +2024-09-04,MF,BMF,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,MIRAE ASSET TAX SAVER FUND - D,76.61,52.22,4000.28,55.1,4221.21,55.1,4221.21,55.1,4221.21,55.1,4221.21 +2024-09-04,MF,BMF,SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH,SBI MAGNUM TAX GAIN SCHEME - D,8.72,458.95,4002.08,481.34,4197.28,481.34,4197.28,481.34,4197.28,481.34,4197.28 diff --git a/DATA/GOLD/ProfitLoss/ProfitLoss_data.csv b/DATA/GOLD/ProfitLoss/ProfitLoss_data.csv index 69f118db..a9c34fbd 100644 --- a/DATA/GOLD/ProfitLoss/ProfitLoss_data.csv +++ b/DATA/GOLD/ProfitLoss/ProfitLoss_data.csv @@ -31,52 +31,50 @@ FON,FO,NIFTY,NIFTY-CE-23650-20JUN2024,LONG,25.0,2024-06-20 10:11:43,BUY,15.0,375 FON,FO,NIFTY,NIFTY-CE-23650-20JUN2024,LONG,25.0,2024-06-20 10:11:43,BUY,15.0,375.0,2024-06-20 10:15:20,SELL,12.55,313.75,-61.25,-16.33 FON,FO,NIFTY,NIFTY-CE-23650-20JUN2024,LONG,50.0,2024-06-20 10:23:38,BUY,15.0,750.0,2024-06-20 10:24:50,SELL,13.65,682.5,-67.5,-9.0 FON,FO,NIFTY,NIFTY-CE-23650-20JUN2024,LONG,25.0,2024-06-20 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10:50:56,SELL,14.9,372.5,6.25,1.71 FON,FO,NIFTY,NIFTY-CE-24950-01AUG2024,LONG,25.0,2024-07-30 13:11:20,BUY,105.0,2625.0,2024-07-30 13:19:08,SELL,85.0,2125.0,-500.0,-19.05 FON,FO,NIFTY,NIFTY-CE-24950-01AUG2024,LONG,25.0,2024-07-30 13:11:20,BUY,105.0,2625.0,2024-07-30 13:19:08,SELL,85.0,2125.0,-500.0,-19.05 FON,FO,NIFTY,NIFTY-CE-25000-01AUG2024,LONG,75.0,2024-07-29 12:10:20,BUY,100.0,7500.0,2024-07-29 13:15:18,SELL,66.0,4950.0,-2550.0,-34.0 FON,FO,NIFTY,NIFTY-CE-25000-01AUG2024,LONG,25.0,2024-08-01 14:35:26,BUY,7.0,175.0,2024-08-01 15:20:10,SELL,12.8,320.0,145.0,82.86 -FON,FO,NIFTY,NIFTY-CE-25000-01AUG2024,LONG,75.0,2024-08-01 14:35:26,BUY,7.0,525.0,2024-08-01 15:20:10,SELL,12.8,960.0,435.0,82.86 FON,FO,NIFTY,NIFTY-CE-25000-01AUG2024,LONG,25.0,2024-08-01 14:35:26,BUY,7.0,175.0,2024-08-01 15:20:10,SELL,12.8,320.0,145.0,82.86 +FON,FO,NIFTY,NIFTY-CE-25000-01AUG2024,LONG,75.0,2024-08-01 14:35:26,BUY,7.0,525.0,2024-08-01 15:20:10,SELL,12.8,960.0,435.0,82.86 FON,FO,NIFTY,NIFTY-CE-25000-08AUG2024,EXPIRED,25.0,2024-08-07 10:40:30,BUY,1.9,47.5,2024-08-08 15:30:00,EXPIRED,0.0,0.0,-47.5,-100.0 FON,FO,NIFTY,NIFTY-CE-25000-14AUG2024,LONG,100.0,2024-08-08 15:28:33,BUY,5.0,500.0,2024-08-09 10:01:35,SELL,8.3,830.0,330.0,66.0 FON,FO,NIFTY,NIFTY-CE-25000-29AUG2024,LONG,25.0,2024-08-27 10:37:47,BUY,99.7,2492.5,2024-08-27 11:23:48,SELL,130.35,3258.75,766.25,30.74 FON,FO,NIFTY,NIFTY-CE-25000-29AUG2024,LONG,25.0,2024-08-27 14:48:56,BUY,100.0,2500.0,2024-08-28 11:26:25,SELL,120.0,3000.0,500.0,20.0 FON,FO,NIFTY,NIFTY-CE-25150-01AUG2024,LONG,50.0,2024-07-30 11:14:37,BUY,28.0,1400.0,2024-07-30 11:45:42,SELL,28.7,1435.0,35.0,2.5 +FON,FO,NIFTY,NIFTY-CE-25300-05SEP2024,LONG,50.0,2024-09-02 12:42:05,BUY,100.3,5015.0,2024-09-02 12:45:45,SELL,89.75,4487.5,-527.5,-10.52 +FON,FO,NIFTY,NIFTY-CE-25300-05SEP2024,LONG,50.0,2024-09-02 12:45:33,BUY,90.0,4500.0,2024-09-02 12:45:45,SELL,89.75,4487.5,-12.5,-0.28 +FON,FO,NIFTY,NIFTY-CE-25300-05SEP2024,LONG,25.0,2024-09-03 14:58:30,BUY,86.85,2171.25,2024-09-03 15:02:08,SELL,84.25,2106.25,-65.0,-2.99 +FON,FO,NIFTY,NIFTY-CE-25300-05SEP2024,LONG,25.0,2024-09-03 14:58:30,BUY,86.85,2171.25,2024-09-03 15:02:08,SELL,84.25,2106.25,-65.0,-2.99 +FON,FO,NIFTY,NIFTY-CE-25300-05SEP2024,LONG,50.0,2024-09-03 14:58:30,BUY,86.85,4342.5,2024-09-03 15:02:08,SELL,84.25,4212.5,-130.0,-2.99 FON,FO,NIFTY,NIFTY-CE-25400-01AUG2024,LONG,100.0,2024-07-29 11:04:10,BUY,9.0,900.0,2024-07-29 12:06:50,SELL,10.35,1035.0,135.0,15.0 FON,FO,NIFTY,NIFTY-PE-23450-20JUN2024,LONG,25.0,2024-06-14 11:21:06,BUY,124.7,3117.5,2024-06-14 12:09:30,SELL,128.0,3200.0,82.5,2.65 FON,FO,NIFTY,NIFTY-PE-23550-27JUN2024,LONG,25.0,2024-06-24 11:39:16,BUY,137.6,3440.0,2024-06-24 11:46:51,SELL,140.95,3523.75,83.75,2.43 -FON,FO,NIFTY,NIFTY-PE-23550-27JUN2024,LONG,25.0,2024-06-24 11:39:16,BUY,137.6,3440.0,2024-06-24 11:46:51,SELL,140.95,3523.75,83.75,2.43 FON,FO,NIFTY,NIFTY-PE-23550-27JUN2024,LONG,25.0,2024-06-24 11:39:16,BUY,137.7,3442.5,2024-06-24 11:46:51,SELL,140.95,3523.75,81.25,2.36 FON,FO,NIFTY,NIFTY-PE-23550-27JUN2024,LONG,25.0,2024-06-24 11:39:16,BUY,137.6,3440.0,2024-06-24 11:46:51,SELL,140.95,3523.75,83.75,2.43 +FON,FO,NIFTY,NIFTY-PE-23550-27JUN2024,LONG,25.0,2024-06-24 11:39:16,BUY,137.6,3440.0,2024-06-24 11:46:51,SELL,140.95,3523.75,83.75,2.43 FON,FO,NIFTY,NIFTY-PE-23600-20JUN2024,LONG,25.0,2024-06-19 09:22:02,BUY,75.0,1875.0,2024-06-19 09:29:57,SELL,100.0,2500.0,625.0,33.33 FON,FO,NIFTY,NIFTY-PE-24000-08AUG2024,LONG,75.0,2024-08-07 15:08:24,BUY,15.0,1125.0,2024-08-08 10:43:59,SELL,25.0,1875.0,750.0,66.67 FON,FO,NIFTY,NIFTY-PE-24000-11JUL2024,LONG,25.0,2024-07-05 09:44:03,BUY,50.35,1258.75,2024-07-05 09:54:34,SELL,57.5,1437.5,178.75,14.2 @@ -124,43 +127,41 @@ FON,FO,NIFTY,NIFTY-PE-24300-11JUL2024,LONG,25.0,2024-07-05 11:50:06,BUY,120.0,30 FON,FO,NIFTY,NIFTY-PE-24300-11JUL2024,LONG,25.0,2024-07-05 11:50:06,BUY,120.0,3000.0,2024-07-05 11:58:36,SELL,121.15,3028.75,28.75,0.96 FON,FO,NIFTY,NIFTY-PE-24300-11JUL2024,LONG,25.0,2024-07-05 11:51:36,BUY,119.15,2978.75,2024-07-05 11:58:36,SELL,121.15,3028.75,50.0,1.68 FON,FO,NIFTY,NIFTY-PE-24300-11JUL2024,LONG,25.0,2024-07-05 11:51:36,BUY,119.15,2978.75,2024-07-05 11:58:36,SELL,121.15,3028.75,50.0,1.68 -FON,FO,NIFTY,NIFTY-PE-24350-11JUL2024,LONG,75.0,2024-07-09 10:23:03,BUY,80.3,6022.5,2024-07-09 10:23:04,SELL,80.55,6041.25,18.75,0.31 FON,FO,NIFTY,NIFTY-PE-24350-11JUL2024,LONG,25.0,2024-07-09 10:23:03,BUY,80.3,2007.5,2024-07-09 10:23:04,SELL,80.55,2013.75,6.25,0.31 +FON,FO,NIFTY,NIFTY-PE-24350-11JUL2024,LONG,75.0,2024-07-09 10:23:03,BUY,80.3,6022.5,2024-07-09 10:23:04,SELL,80.55,6041.25,18.75,0.31 FON,FO,NIFTY,NIFTY-PE-24400-22AUG2024,LONG,25.0,2024-08-20 12:42:56,BUY,14.8,370.0,2024-08-21 10:25:40,SELL,7.35,183.75,-186.25,-50.34 -FON,FO,NIFTY,NIFTY-PE-24450-01AUG2024,LONG,25.0,2024-07-29 11:00:02,BUY,12.0,300.0,2024-07-29 11:42:42,SELL,10.45,261.25,-38.75,-12.92 FON,FO,NIFTY,NIFTY-PE-24450-01AUG2024,LONG,50.0,2024-07-29 11:00:02,BUY,12.0,600.0,2024-07-29 11:42:42,SELL,10.45,522.5,-77.5,-12.92 +FON,FO,NIFTY,NIFTY-PE-24450-01AUG2024,LONG,25.0,2024-07-29 11:00:02,BUY,12.0,300.0,2024-07-29 11:42:42,SELL,10.45,261.25,-38.75,-12.92 FON,FO,NIFTY,NIFTY-PE-24600-25JUL2024,LONG,75.0,2024-07-22 11:06:51,BUY,252.15,18911.25,2024-07-22 11:24:32,SELL,253.6,19020.0,108.75,0.58 FON,FO,NIFTY,NIFTY-PE-24650-01AUG2024,LONG,25.0,2024-07-26 11:34:24,BUY,138.0,3450.0,2024-07-26 12:33:43,SELL,106.15,2653.75,-796.25,-23.08 FON,FO,NIFTY,NIFTY-PE-24650-18JUL2024,LONG,50.0,2024-07-15 13:23:50,BUY,115.25,5762.5,2024-07-15 14:18:31,SELL,115.75,5787.5,25.0,0.43 -FON,FO,NIFTY,NIFTY-PE-24650-18JUL2024,LONG,25.0,2024-07-16 13:57:37,BUY,77.65,1941.25,2024-07-18 09:47:40,SELL,70.25,1756.25,-185.0,-9.53 FON,FO,NIFTY,NIFTY-PE-24650-18JUL2024,LONG,25.0,2024-07-16 13:57:37,BUY,77.7,1942.5,2024-07-18 09:47:40,SELL,70.25,1756.25,-186.25,-9.59 +FON,FO,NIFTY,NIFTY-PE-24650-18JUL2024,LONG,25.0,2024-07-16 13:57:37,BUY,77.65,1941.25,2024-07-18 09:47:40,SELL,70.25,1756.25,-185.0,-9.53 FON,FO,NIFTY,NIFTY-PE-24650-18JUL2024,EXPIRED,100.0,2024-07-18 14:25:45,BUY,3.0,300.0,2024-07-18 15:30:00,EXPIRED,0.0,0.0,-300.0,-100.0 FON,FO,NIFTY,NIFTY-PE-24800-08AUG2024,LONG,25.0,2024-08-02 12:21:59,BUY,160.0,4000.0,2024-08-02 12:36:48,SELL,177.75,4443.75,443.75,11.09 FON,FO,NIFTY,NIFTY-PE-24800-08AUG2024,LONG,25.0,2024-08-02 14:07:07,BUY,166.0,4150.0,2024-08-02 14:21:35,SELL,167.85,4196.25,46.25,1.11 FON,FO,NIFTY,NIFTY-PE-24800-29AUG2024,LONG,25.0,2024-08-23 10:16:06,BUY,115.0,2875.0,2024-08-23 10:28:16,SELL,105.1,2627.5,-247.5,-8.61 FON,FO,NIFTY,NIFTY-PE-24850-22AUG2024,LONG,25.0,2024-08-22 10:28:46,BUY,69.85,1746.25,2024-08-22 10:38:38,SELL,51.15,1278.75,-467.5,-26.77 -FON,FO,NIFTY,NIFTY-PE-24900-01AUG2024,LONG,25.0,2024-07-29 10:38:24,BUY,125.0,3125.0,2024-07-29 11:23:25,SELL,83.9,2097.5,-1027.5,-32.88 FON,FO,NIFTY,NIFTY-PE-24900-01AUG2024,LONG,50.0,2024-07-29 10:38:24,BUY,125.0,6250.0,2024-07-29 11:23:25,SELL,83.85,4192.5,-2057.5,-32.92 +FON,FO,NIFTY,NIFTY-PE-24900-01AUG2024,LONG,25.0,2024-07-29 10:38:24,BUY,125.0,3125.0,2024-07-29 11:23:25,SELL,83.9,2097.5,-1027.5,-32.88 FON,FO,NIFTY,NIFTY-PE-24900-01AUG2024,LONG,25.0,2024-07-30 15:09:20,BUY,101.95,2548.75,2024-07-30 15:28:35,SELL,102.75,2568.75,20.0,0.78 FON,FO,NIFTY,NIFTY-PE-24900-01AUG2024,LONG,25.0,2024-07-30 15:09:20,BUY,101.95,2548.75,2024-07-30 15:28:35,SELL,102.75,2568.75,20.0,0.78 FON,FO,NIFTY,NIFTY-PE-24950-01AUG2024,LONG,25.0,2024-07-31 11:19:46,BUY,98.85,2471.25,2024-07-31 14:45:44,SELL,85.45,2136.25,-335.0,-13.56 FON,FO,NIFTY,NIFTY-PE-24950-01AUG2024,LONG,125.0,2024-08-01 14:34:46,BUY,7.0,875.0,2024-08-01 15:20:10,SELL,0.05,6.25,-868.75,-99.29 FON,FO,NIFTY,NIFTY-PE-25000-01AUG2024,LONG,25.0,2024-07-31 14:32:42,BUY,97.45,2436.25,2024-07-31 14:59:38,SELL,104.55,2613.75,177.5,7.29 FON,FO,NIFTY,NIFTY-PE-25150-29AUG2024,LONG,75.0,2024-08-29 15:18:38,BUY,3.15,236.25,2024-08-29 15:19:47,SELL,8.7,652.5,416.25,176.19 +FON,FO,NIFTY,NIFTY-PE-25150-29AUG2024,LONG,25.0,2024-08-29 15:18:38,BUY,3.15,78.75,2024-08-29 15:19:47,SELL,8.7,217.5,138.75,176.19 FON,FO,NIFTY,NIFTY-PE-25150-29AUG2024,LONG,100.0,2024-08-29 15:18:38,BUY,3.15,315.0,2024-08-29 15:19:47,SELL,8.7,870.0,555.0,176.19 FON,FO,NIFTY,NIFTY-PE-25150-29AUG2024,LONG,25.0,2024-08-29 15:18:38,BUY,3.15,78.75,2024-08-29 15:19:47,SELL,8.7,217.5,138.75,176.19 FON,FO,NIFTY,NIFTY-PE-25150-29AUG2024,LONG,50.0,2024-08-29 15:18:38,BUY,3.15,157.5,2024-08-29 15:19:47,SELL,8.65,432.5,275.0,174.6 FON,FO,NIFTY,NIFTY-PE-25150-29AUG2024,LONG,25.0,2024-08-29 15:18:38,BUY,3.15,78.75,2024-08-29 15:19:47,SELL,8.7,217.5,138.75,176.19 +FON,FO,NIFTY,NIFTY-PE-25150-29AUG2024,LONG,100.0,2024-08-29 15:18:38,BUY,3.15,315.0,2024-08-29 15:19:47,SELL,8.7,870.0,555.0,176.19 +FON,FO,NIFTY,NIFTY-PE-25150-29AUG2024,LONG,75.0,2024-08-29 15:18:38,BUY,3.15,236.25,2024-08-29 15:19:47,SELL,8.7,652.5,416.25,176.19 FON,FO,NIFTY,NIFTY-PE-25150-29AUG2024,LONG,25.0,2024-08-29 15:18:38,BUY,3.15,78.75,2024-08-29 15:19:47,SELL,8.7,217.5,138.75,176.19 +FON,FO,NIFTY,NIFTY-PE-25150-29AUG2024,LONG,75.0,2024-08-29 15:18:38,BUY,3.15,236.25,2024-08-29 15:19:47,SELL,8.7,652.5,416.25,176.19 +FON,FO,NIFTY,NIFTY-PE-25150-29AUG2024,LONG,300.0,2024-08-29 15:18:38,BUY,3.15,945.0,2024-08-29 15:19:47,SELL,8.65,2595.0,1650.0,174.6 FON,FO,NIFTY,NIFTY-PE-25150-29AUG2024,LONG,50.0,2024-08-29 15:18:38,BUY,3.15,157.5,2024-08-29 15:19:47,SELL,8.7,435.0,277.5,176.19 FON,FO,NIFTY,NIFTY-PE-25150-29AUG2024,LONG,25.0,2024-08-29 15:18:38,BUY,3.15,78.75,2024-08-29 15:19:47,SELL,8.7,217.5,138.75,176.19 FON,FO,NIFTY,NIFTY-PE-25150-29AUG2024,LONG,25.0,2024-08-29 15:18:38,BUY,3.15,78.75,2024-08-29 15:19:47,SELL,8.7,217.5,138.75,176.19 FON,FO,NIFTY,NIFTY-PE-25150-29AUG2024,LONG,25.0,2024-08-29 15:18:38,BUY,3.15,78.75,2024-08-29 15:19:47,SELL,8.7,217.5,138.75,176.19 -FON,FO,NIFTY,NIFTY-PE-25150-29AUG2024,LONG,25.0,2024-08-29 15:18:38,BUY,3.15,78.75,2024-08-29 15:19:47,SELL,8.7,217.5,138.75,176.19 -FON,FO,NIFTY,NIFTY-PE-25150-29AUG2024,LONG,75.0,2024-08-29 15:18:38,BUY,3.15,236.25,2024-08-29 15:19:47,SELL,8.7,652.5,416.25,176.19 -FON,FO,NIFTY,NIFTY-PE-25150-29AUG2024,LONG,275.0,2024-08-29 15:18:38,BUY,3.15,866.25,2024-08-29 15:19:47,SELL,8.65,2378.75,1512.5,174.6 -FON,FO,NIFTY,NIFTY-PE-25150-29AUG2024,LONG,25.0,2024-08-29 15:18:38,BUY,3.15,78.75,2024-08-29 15:19:47,SELL,8.65,216.25,137.5,174.6 -FON,FO,NIFTY,NIFTY-PE-25150-29AUG2024,LONG,50.0,2024-08-29 15:18:38,BUY,3.15,157.5,2024-08-29 15:19:47,SELL,8.7,435.0,277.5,176.19 -FON,FO,NIFTY,NIFTY-PE-25150-29AUG2024,LONG,100.0,2024-08-29 15:18:38,BUY,3.15,315.0,2024-08-29 15:19:47,SELL,8.7,870.0,555.0,176.19 -FON,FO,NIFTY,NIFTY-PE-25150-29AUG2024,LONG,25.0,2024-08-29 15:18:38,BUY,3.15,78.75,2024-08-29 15:19:47,SELL,8.7,217.5,138.75,176.19 FON,FO,NIFTY,NIFTY-PE-25200-29AUG2024,LONG,25.0,2024-08-29 11:02:41,BUY,100.0,2500.0,2024-08-29 11:59:52,SELL,115.0,2875.0,375.0,15.0 diff --git a/DATA/SILVER/StockPrice/StockPrice_data.csv b/DATA/SILVER/StockPrice/StockPrice_data.csv index c0e569b8..18b7615d 100644 --- a/DATA/SILVER/StockPrice/StockPrice_data.csv +++ b/DATA/SILVER/StockPrice/StockPrice_data.csv @@ -776,6 +776,9 @@ date,symbol,open,high,low,close,volume 2024-08-28,IRCTC,926.7,938.9,926.25,926.95,121816 2024-08-29,IRCTC,933.25,933.25,914.55,924.0,88597 2024-08-30,IRCTC,929.85,948.0,921.85,932.45,269986 +2024-09-02,IRCTC,938.95,938.95,928.0,937.0,1054893 +2024-09-03,IRCTC,937.95,949.0,937.8,944.15,1573400 +2024-09-04,IRCTC,934.05,941.0,932.2,939.2,1562380 2024-06-03,KPITTECH,1514.96,1523.88,1436.12,1441.21,40559 2024-06-04,KPITTECH,1456.07,1456.07,1292.96,1376.58,226624 2024-06-05,KPITTECH,1404.06,1448.59,1322.43,1438.76,54197 @@ -836,6 +839,9 @@ date,symbol,open,high,low,close,volume 2024-08-28,KPITTECH,1862.55,1919.95,1843.0,1846.65,116472 2024-08-29,KPITTECH,1847.05,1875.0,1836.6,1858.1,25307 2024-08-30,KPITTECH,1865.05,1865.05,1806.45,1814.7,52632 +2024-09-02,KPITTECH,1814.95,1822.95,1763.1,1766.65,28997 +2024-09-03,KPITTECH,1768.0,1779.55,1750.2,1768.0,38502 +2024-09-04,KPITTECH,1755.85,1773.0,1745.1,1749.9,11889 2022-05-17,LICI,853.77,899.74,842.03,856.96,48792877 2022-05-18,LICI,867.04,872.38,855.83,858.03,8919761 2022-05-19,LICI,848.88,848.88,820.49,823.28,7372427 @@ -988,6 +994,8 @@ date,symbol,open,high,low,close,volume 2024-08-27,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,54.69,54.69,54.69,54.69,0 2024-08-28,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,54.63,54.63,54.63,54.63,0 2024-08-29,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,54.67,54.67,54.67,54.67,0 +2024-09-02,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,54.94,54.94,54.94,54.94,0 +2024-09-03,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,55.1,55.1,55.1,55.1,0 2021-02-01,NIFTYBEES,150.0,153.0,146.24,152.52,5752457 2021-02-02,NIFTYBEES,154.33,162.0,153.12,156.1,5401586 2021-02-03,NIFTYBEES,164.4,164.4,155.21,157.66,3184291 @@ -1448,6 +1456,8 @@ date,symbol,open,high,low,close,volume 2024-08-27,SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH,479.32,479.32,479.32,479.32,0 2024-08-28,SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH,479.38,479.38,479.38,479.38,0 2024-08-29,SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH,478.64,478.64,478.64,478.64,0 +2024-09-02,SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH,481.11,481.11,481.11,481.11,0 +2024-09-03,SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH,481.34,481.34,481.34,481.34,0 2021-06-01,TATACHEM,666.53,675.44,662.42,666.1,191078 2021-06-02,TATACHEM,667.56,672.85,665.77,671.24,61896 2021-06-03,TATACHEM,673.36,689.63,672.52,686.29,217150 @@ -2784,6 +2794,9 @@ date,symbol,open,high,low,close,volume 2024-08-28,TATAMOTORS,1084.6,1088.2,1070.5,1074.6,230926 2024-08-29,TATAMOTORS,1078.0,1142.0,1066.4,1119.65,1397642 2024-08-30,TATAMOTORS,1114.05,1115.0,1097.5,1109.4,578951 +2024-09-02,TATAMOTORS,1103.6,1104.95,1087.6,1092.5,248096 +2024-09-03,TATAMOTORS,1098.35,1099.95,1082.5,1085.55,163600 +2024-09-04,TATAMOTORS,1077.85,1085.0,1072.05,1080.3,312273 2021-02-01,TATAPOWER,74.31,78.42,71.99,77.16,2544260 2021-02-02,TATAPOWER,79.63,81.27,77.02,80.79,2404196 2021-02-03,TATAPOWER,81.22,82.57,79.43,81.37,4255011 @@ -3620,6 +3633,9 @@ date,symbol,open,high,low,close,volume 2024-08-28,TATAPOWER,430.0,434.1,428.6,431.25,1491463 2024-08-29,TATAPOWER,430.4,433.0,424.75,430.95,467713 2024-08-30,TATAPOWER,432.0,436.0,431.55,434.55,1022313 +2024-09-02,TATAPOWER,435.35,436.6,429.5,433.05,499614 +2024-09-03,TATAPOWER,434.75,434.75,431.35,433.8,382517 +2024-09-04,TATAPOWER,429.25,429.6,419.95,420.65,489363 2021-06-01,VOLTAS,990.82,1000.13,986.7,993.61,619320 2021-06-02,VOLTAS,991.31,1018.81,988.76,1014.4,1335354 2021-06-03,VOLTAS,1021.85,1097.02,1016.9,1090.06,7137481 diff --git a/DATA/SILVER/TradeHistory/TradeHistory_data.csv b/DATA/SILVER/TradeHistory/TradeHistory_data.csv index 155f9196..49307c5a 100644 --- a/DATA/SILVER/TradeHistory/TradeHistory_data.csv +++ b/DATA/SILVER/TradeHistory/TradeHistory_data.csv @@ -62,12 +62,12 @@ datetime,exchange,segment,symbol,scrip_name,side,amount,quantity,price,expiry_da 2024-06-20 10:15:20,FON,FO,NIFTY,NIFTY-CE-23650-20JUN2024,SELL,627.5,50.0,12.55,2024-06-20 2024-06-20 10:23:38,FON,FO,NIFTY,NIFTY-CE-23650-20JUN2024,BUY,750.0,50.0,15.0,2024-06-20 2024-06-20 10:24:50,FON,FO,NIFTY,NIFTY-CE-23650-20JUN2024,SELL,682.5,50.0,13.65,2024-06-20 -2024-06-20 10:28:21,FON,FO,NIFTY,NIFTY-CE-23650-20JUN2024,BUY,368.75,25.0,14.75,2024-06-20 2024-06-20 10:28:21,FON,FO,NIFTY,NIFTY-CE-23650-20JUN2024,BUY,1106.25,75.0,14.75,2024-06-20 -2024-06-20 12:28:31,FON,FO,NIFTY,NIFTY-CE-23650-20JUN2024,SELL,450.0,75.0,6.0,2024-06-20 +2024-06-20 10:28:21,FON,FO,NIFTY,NIFTY-CE-23650-20JUN2024,BUY,368.75,25.0,14.75,2024-06-20 2024-06-20 12:28:31,FON,FO,NIFTY,NIFTY-CE-23650-20JUN2024,SELL,150.0,25.0,6.0,2024-06-20 -2024-06-21 12:52:27,FON,FO,NIFTY,NIFTY-CE-23500-27JUN2024,BUY,3125.0,25.0,125.0,2024-06-27 +2024-06-20 12:28:31,FON,FO,NIFTY,NIFTY-CE-23650-20JUN2024,SELL,450.0,75.0,6.0,2024-06-20 2024-06-21 12:52:27,FON,FO,NIFTY,NIFTY-CE-23500-27JUN2024,BUY,9375.0,75.0,125.0,2024-06-27 +2024-06-21 12:52:27,FON,FO,NIFTY,NIFTY-CE-23500-27JUN2024,BUY,3125.0,25.0,125.0,2024-06-27 2024-06-21 13:56:13,FON,FO,NIFTY,NIFTY-CE-23500-27JUN2024,SELL,11325.0,75.0,151.0,2024-06-27 2024-06-21 13:56:13,FON,FO,NIFTY,NIFTY-CE-23500-27JUN2024,SELL,3775.0,25.0,151.0,2024-06-27 2024-06-24 11:39:16,FON,FO,NIFTY,NIFTY-PE-23550-27JUN2024,BUY,3440.0,25.0,137.6,2024-06-27 @@ -78,9 +78,9 @@ datetime,exchange,segment,symbol,scrip_name,side,amount,quantity,price,expiry_da 2024-06-25 11:23:23,FON,FO,NIFTY,NIFTY-CE-23550-27JUN2024,BUY,12620.0,100.0,126.2,2024-06-27 2024-06-25 12:03:52,FON,FO,NIFTY,NIFTY-CE-23550-27JUN2024,SELL,12830.0,100.0,128.3,2024-06-27 2024-06-26 13:32:12,FON,FO,NIFTY,NIFTY-CE-23800-27JUN2024,BUY,10910.0,100.0,109.1,2024-06-27 -2024-06-26 13:58:40,FON,FO,NIFTY,NIFTY-CE-23800-27JUN2024,SELL,3025.0,25.0,121.0,2024-06-27 2024-06-26 13:58:40,FON,FO,NIFTY,NIFTY-CE-23800-27JUN2024,SELL,6050.0,50.0,121.0,2024-06-27 2024-06-26 13:58:40,FON,FO,NIFTY,NIFTY-CE-23800-27JUN2024,SELL,3025.0,25.0,121.0,2024-06-27 +2024-06-26 13:58:40,FON,FO,NIFTY,NIFTY-CE-23800-27JUN2024,SELL,3025.0,25.0,121.0,2024-06-27 2024-06-26 15:00:09,FON,FO,NIFTY,NIFTY-CE-23800-27JUN2024,BUY,12100.0,100.0,121.0,2024-06-27 2024-06-27 10:08:12,FON,FO,NIFTY,NIFTY-CE-23800-27JUN2024,SELL,8842.5,50.0,176.85,2024-06-27 2024-06-27 10:33:11,FON,FO,NIFTY,NIFTY-CE-23800-27JUN2024,SELL,8750.0,50.0,175.0,2024-06-27 @@ -89,16 +89,16 @@ datetime,exchange,segment,symbol,scrip_name,side,amount,quantity,price,expiry_da 2024-06-28 14:29:25,FON,FO,NIFTY,NIFTY-CE-24100-04JUL2024,SELL,8500.0,50.0,170.0,2024-07-04 2024-06-28 14:29:25,FON,FO,NIFTY,NIFTY-CE-24100-04JUL2024,SELL,8500.0,50.0,170.0,2024-07-04 2024-07-01 11:31:03,FON,FO,NIFTY,NIFTY-CE-24050-04JUL2024,BUY,18285.0,100.0,182.85,2024-07-04 -2024-07-01 13:45:26,FON,FO,NIFTY,NIFTY-CE-24050-04JUL2024,SELL,4792.5,25.0,191.7,2024-07-04 2024-07-01 13:45:26,FON,FO,NIFTY,NIFTY-CE-24050-04JUL2024,SELL,14373.75,75.0,191.65,2024-07-04 -2024-07-02 00:00:00,BMF,MF,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,MIRAE ASSET TAX SAVER FUND - D,BUY,999.95,19.29,51.84, +2024-07-01 13:45:26,FON,FO,NIFTY,NIFTY-CE-24050-04JUL2024,SELL,4792.5,25.0,191.7,2024-07-04 2024-07-02 00:00:00,BMF,MF,SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH,SBI MAGNUM TAX GAIN SCHEME - D,BUY,999.89,2.2,455.11, +2024-07-02 00:00:00,BMF,MF,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,MIRAE ASSET TAX SAVER FUND - D,BUY,999.95,19.29,51.84, 2024-07-02 09:45:41,FON,FO,NIFTY,NIFTY-PE-24150-04JUL2024,BUY,3125.0,25.0,125.0,2024-07-04 2024-07-02 09:53:05,FON,FO,NIFTY,NIFTY-PE-24150-04JUL2024,SELL,3508.75,25.0,140.35,2024-07-04 2024-07-02 12:44:33,FON,FO,NIFTY,NIFTY-CE-24000-04JUL2024,BUY,18155.0,100.0,181.55,2024-07-04 2024-07-02 14:54:13,FON,FO,NIFTY,NIFTY-CE-24000-04JUL2024,SELL,5027.5,25.0,201.1,2024-07-04 -2024-07-02 14:54:13,FON,FO,NIFTY,NIFTY-CE-24000-04JUL2024,SELL,10052.5,50.0,201.05,2024-07-04 2024-07-02 14:54:13,FON,FO,NIFTY,NIFTY-CE-24000-04JUL2024,SELL,5027.5,25.0,201.1,2024-07-04 +2024-07-02 14:54:13,FON,FO,NIFTY,NIFTY-CE-24000-04JUL2024,SELL,10052.5,50.0,201.05,2024-07-04 2024-07-03 09:15:54,FON,FO,NIFTY,NIFTY-PE-24250-04JUL2024,BUY,10455.0,100.0,104.55,2024-07-04 2024-07-03 12:33:30,FON,FO,NIFTY,NIFTY-PE-24250-04JUL2024,BUY,3150.0,50.0,63.0,2024-07-04 2024-07-03 15:29:00,FON,FO,NIFTY,NIFTY-PE-24250-04JUL2024,SELL,1412.5,25.0,56.5,2024-07-04 @@ -120,27 +120,27 @@ datetime,exchange,segment,symbol,scrip_name,side,amount,quantity,price,expiry_da 2024-07-05 11:58:36,FON,FO,NIFTY,NIFTY-PE-24300-11JUL2024,SELL,3028.75,25.0,121.15,2024-07-11 2024-07-05 11:58:36,FON,FO,NIFTY,NIFTY-PE-24300-11JUL2024,SELL,6057.5,50.0,121.15,2024-07-11 2024-07-05 12:36:40,FON,FO,NIFTY,NIFTY-CE-24250-11JUL2024,BUY,12195.0,75.0,162.6,2024-07-11 -2024-07-05 15:12:21,FON,FO,NIFTY,NIFTY-CE-24250-11JUL2024,SELL,4625.0,25.0,185.0,2024-07-11 2024-07-05 15:12:21,FON,FO,NIFTY,NIFTY-CE-24250-11JUL2024,SELL,9250.0,50.0,185.0,2024-07-11 +2024-07-05 15:12:21,FON,FO,NIFTY,NIFTY-CE-24250-11JUL2024,SELL,4625.0,25.0,185.0,2024-07-11 2024-07-08 15:02:08,FON,FO,NIFTY,NIFTY-CE-24300-11JUL2024,BUY,12000.0,100.0,120.0,2024-07-11 2024-07-09 09:47:45,FON,FO,NIFTY,NIFTY-CE-24300-11JUL2024,SELL,14545.0,100.0,145.45,2024-07-11 2024-07-09 10:19:25,FON,FO,NIFTY,NIFTY-CE-24300-11JUL2024,BUY,14000.0,100.0,140.0,2024-07-11 -2024-07-09 10:20:55,FON,FO,NIFTY,NIFTY-CE-24300-11JUL2024,SELL,3437.5,25.0,137.5,2024-07-11 2024-07-09 10:20:55,FON,FO,NIFTY,NIFTY-CE-24300-11JUL2024,SELL,6877.5,50.0,137.55,2024-07-11 +2024-07-09 10:20:55,FON,FO,NIFTY,NIFTY-CE-24300-11JUL2024,SELL,3437.5,25.0,137.5,2024-07-11 2024-07-09 10:20:55,FON,FO,NIFTY,NIFTY-CE-24300-11JUL2024,SELL,3436.25,25.0,137.45,2024-07-11 2024-07-09 10:23:03,FON,FO,NIFTY,NIFTY-PE-24350-11JUL2024,BUY,8030.0,100.0,80.3,2024-07-11 -2024-07-09 10:23:04,FON,FO,NIFTY,NIFTY-PE-24350-11JUL2024,SELL,6041.25,75.0,80.55,2024-07-11 2024-07-09 10:23:04,FON,FO,NIFTY,NIFTY-PE-24350-11JUL2024,SELL,2013.75,25.0,80.55,2024-07-11 -2024-07-09 12:44:04,FON,FO,NIFTY,NIFTY-CE-24400-11JUL2024,BUY,11125.0,125.0,89.0,2024-07-11 +2024-07-09 10:23:04,FON,FO,NIFTY,NIFTY-PE-24350-11JUL2024,SELL,6041.25,75.0,80.55,2024-07-11 2024-07-09 12:44:04,FON,FO,NIFTY,NIFTY-CE-24400-11JUL2024,BUY,2225.0,25.0,89.0,2024-07-11 +2024-07-09 12:44:04,FON,FO,NIFTY,NIFTY-CE-24400-11JUL2024,BUY,11125.0,125.0,89.0,2024-07-11 2024-07-09 13:17:26,FON,FO,NIFTY,NIFTY-CE-24400-11JUL2024,SELL,5855.0,50.0,117.1,2024-07-11 2024-07-09 13:17:26,FON,FO,NIFTY,NIFTY-CE-24400-11JUL2024,SELL,11710.0,100.0,117.1,2024-07-11 2024-07-10 11:46:04,FON,FO,NIFTY,NIFTY-CE-24100-11JUL2024,BUY,16700.0,100.0,167.0,2024-07-11 2024-07-10 12:11:22,FON,FO,NIFTY,NIFTY-CE-24100-11JUL2024,SELL,4596.25,25.0,183.85,2024-07-11 2024-07-10 12:11:22,FON,FO,NIFTY,NIFTY-CE-24100-11JUL2024,SELL,13792.5,75.0,183.9,2024-07-11 2024-07-11 09:16:44,FON,FO,NIFTY,NIFTY-CE-24350-11JUL2024,BUY,1493.75,25.0,59.75,2024-07-11 -2024-07-11 09:16:44,FON,FO,NIFTY,NIFTY-CE-24350-11JUL2024,BUY,1493.75,25.0,59.75,2024-07-11 2024-07-11 09:16:44,FON,FO,NIFTY,NIFTY-CE-24350-11JUL2024,BUY,2987.5,50.0,59.75,2024-07-11 +2024-07-11 09:16:44,FON,FO,NIFTY,NIFTY-CE-24350-11JUL2024,BUY,1493.75,25.0,59.75,2024-07-11 2024-07-11 09:26:06,FON,FO,NIFTY,NIFTY-CE-24350-11JUL2024,BUY,4000.0,100.0,40.0,2024-07-11 2024-07-11 10:13:20,FON,FO,NIFTY,NIFTY-CE-24350-11JUL2024,SELL,1601.25,75.0,21.35,2024-07-11 2024-07-11 10:13:20,FON,FO,NIFTY,NIFTY-CE-24350-11JUL2024,SELL,2668.75,125.0,21.35,2024-07-11 @@ -150,10 +150,10 @@ datetime,exchange,segment,symbol,scrip_name,side,amount,quantity,price,expiry_da 2024-07-11 14:11:00,FON,FO,NIFTY,NIFTY-CE-24300-11JUL2024,SELL,498.75,25.0,19.95,2024-07-11 2024-07-15 13:23:50,FON,FO,NIFTY,NIFTY-PE-24650-18JUL2024,BUY,5762.5,50.0,115.25,2024-07-18 2024-07-15 14:18:31,FON,FO,NIFTY,NIFTY-PE-24650-18JUL2024,SELL,5787.5,50.0,115.75,2024-07-18 -2024-07-16 13:57:37,FON,FO,NIFTY,NIFTY-CE-24650-18JUL2024,BUY,1751.25,25.0,70.05,2024-07-18 -2024-07-16 13:57:37,FON,FO,NIFTY,NIFTY-PE-24650-18JUL2024,BUY,1942.5,25.0,77.7,2024-07-18 2024-07-16 13:57:37,FON,FO,NIFTY,NIFTY-PE-24650-18JUL2024,BUY,1941.25,25.0,77.65,2024-07-18 2024-07-16 13:57:37,FON,FO,NIFTY,NIFTY-CE-24650-18JUL2024,BUY,1752.5,25.0,70.1,2024-07-18 +2024-07-16 13:57:37,FON,FO,NIFTY,NIFTY-CE-24650-18JUL2024,BUY,1751.25,25.0,70.05,2024-07-18 +2024-07-16 13:57:37,FON,FO,NIFTY,NIFTY-PE-24650-18JUL2024,BUY,1942.5,25.0,77.7,2024-07-18 2024-07-18 09:47:40,FON,FO,NIFTY,NIFTY-PE-24650-18JUL2024,SELL,3512.5,50.0,70.25,2024-07-18 2024-07-18 09:47:51,FON,FO,NIFTY,NIFTY-CE-24600-18JUL2024,BUY,4965.0,100.0,49.65,2024-07-18 2024-07-18 09:55:59,FON,FO,NIFTY,NIFTY-CE-24650-18JUL2024,SELL,2822.5,50.0,56.45,2024-07-18 @@ -175,8 +175,8 @@ datetime,exchange,segment,symbol,scrip_name,side,amount,quantity,price,expiry_da 2024-07-26 12:33:43,FON,FO,NIFTY,NIFTY-PE-24650-01AUG2024,SELL,2653.75,25.0,106.15,2024-08-01 2024-07-26 13:22:36,FON,FO,NIFTY,NIFTY-CE-24600-01AUG2024,SELL,7125.0,25.0,285.0,2024-08-01 2024-07-29 10:38:24,FON,FO,NIFTY,NIFTY-PE-24900-01AUG2024,BUY,9375.0,75.0,125.0,2024-08-01 -2024-07-29 11:00:02,FON,FO,NIFTY,NIFTY-PE-24450-01AUG2024,BUY,300.0,25.0,12.0,2024-08-01 2024-07-29 11:00:02,FON,FO,NIFTY,NIFTY-PE-24450-01AUG2024,BUY,600.0,50.0,12.0,2024-08-01 +2024-07-29 11:00:02,FON,FO,NIFTY,NIFTY-PE-24450-01AUG2024,BUY,300.0,25.0,12.0,2024-08-01 2024-07-29 11:04:10,FON,FO,NIFTY,NIFTY-CE-25400-01AUG2024,BUY,900.0,100.0,9.0,2024-08-01 2024-07-29 11:23:25,FON,FO,NIFTY,NIFTY-PE-24900-01AUG2024,SELL,2097.5,25.0,83.9,2024-08-01 2024-07-29 11:23:25,FON,FO,NIFTY,NIFTY-PE-24900-01AUG2024,SELL,4192.5,50.0,83.85,2024-08-01 @@ -198,12 +198,12 @@ datetime,exchange,segment,symbol,scrip_name,side,amount,quantity,price,expiry_da 2024-07-31 14:59:38,FON,FO,NIFTY,NIFTY-PE-25000-01AUG2024,SELL,2613.75,25.0,104.55,2024-08-01 2024-08-01 14:34:46,FON,FO,NIFTY,NIFTY-PE-24950-01AUG2024,BUY,875.0,125.0,7.0,2024-08-01 2024-08-01 14:35:26,FON,FO,NIFTY,NIFTY-CE-25000-01AUG2024,BUY,875.0,125.0,7.0,2024-08-01 -2024-08-01 15:20:10,FON,FO,NIFTY,NIFTY-PE-24950-01AUG2024,SELL,6.25,125.0,0.05,2024-08-01 2024-08-01 15:20:10,FON,FO,NIFTY,NIFTY-CE-25000-01AUG2024,SELL,320.0,25.0,12.8,2024-08-01 -2024-08-01 15:20:10,FON,FO,NIFTY,NIFTY-CE-25000-01AUG2024,SELL,960.0,75.0,12.8,2024-08-01 2024-08-01 15:20:10,FON,FO,NIFTY,NIFTY-CE-25000-01AUG2024,SELL,320.0,25.0,12.8,2024-08-01 -2024-08-02 00:00:00,BMF,MF,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,MIRAE ASSET TAX SAVER FUND - D,BUY,999.94,18.61,53.74, +2024-08-01 15:20:10,FON,FO,NIFTY,NIFTY-PE-24950-01AUG2024,SELL,6.25,125.0,0.05,2024-08-01 +2024-08-01 15:20:10,FON,FO,NIFTY,NIFTY-CE-25000-01AUG2024,SELL,960.0,75.0,12.8,2024-08-01 2024-08-02 00:00:00,BMF,MF,SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH,SBI MAGNUM TAX GAIN SCHEME - D,BUY,999.86,2.11,474.32, +2024-08-02 00:00:00,BMF,MF,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,MIRAE ASSET TAX SAVER FUND - D,BUY,999.94,18.61,53.74, 2024-08-02 12:21:59,FON,FO,NIFTY,NIFTY-PE-24800-08AUG2024,BUY,4000.0,25.0,160.0,2024-08-08 2024-08-02 12:36:48,FON,FO,NIFTY,NIFTY-PE-24800-08AUG2024,SELL,4443.75,25.0,177.75,2024-08-08 2024-08-02 14:07:07,FON,FO,NIFTY,NIFTY-PE-24800-08AUG2024,BUY,4150.0,25.0,166.0,2024-08-08 @@ -239,11 +239,11 @@ datetime,exchange,segment,symbol,scrip_name,side,amount,quantity,price,expiry_da 2024-08-21 10:25:16,FON,FO,NIFTY,NIFTY-CE-24750-22AUG2024,BUY,2208.75,25.0,88.35,2024-08-22 2024-08-21 10:25:40,FON,FO,NIFTY,NIFTY-PE-24400-22AUG2024,SELL,183.75,25.0,7.35,2024-08-22 2024-08-21 11:14:07,FON,FO,NIFTY,NIFTY-CE-24650-22AUG2024,BUY,2500.0,25.0,100.0,2024-08-22 +2024-08-21 12:46:47,FON,FO,NIFTY,NIFTY-CE-24750-22AUG2024,SELL,1391.25,25.0,55.65,2024-08-22 2024-08-21 12:46:47,FON,FO,NIFTY,NIFTY-CE-24850-22AUG2024,SELL,535.0,25.0,21.4,2024-08-22 2024-08-21 12:46:47,FON,FO,NIFTY,NIFTY-CE-24650-22AUG2024,SELL,2850.0,25.0,114.0,2024-08-22 -2024-08-21 12:46:47,FON,FO,NIFTY,NIFTY-CE-24750-22AUG2024,SELL,1391.25,25.0,55.65,2024-08-22 -2024-08-22 10:28:46,FON,FO,NIFTY,NIFTY-PE-24850-22AUG2024,BUY,1746.25,25.0,69.85,2024-08-22 2024-08-22 10:28:46,FON,FO,NIFTY,NIFTY-CE-24850-22AUG2024,BUY,366.25,25.0,14.65,2024-08-22 +2024-08-22 10:28:46,FON,FO,NIFTY,NIFTY-PE-24850-22AUG2024,BUY,1746.25,25.0,69.85,2024-08-22 2024-08-22 10:38:38,FON,FO,NIFTY,NIFTY-PE-24850-22AUG2024,SELL,1278.75,25.0,51.15,2024-08-22 2024-08-22 10:50:56,FON,FO,NIFTY,NIFTY-CE-24850-22AUG2024,SELL,372.5,25.0,14.9,2024-08-22 2024-08-22 13:55:55,FON,FO,NIFTY,NIFTY-CE-24800-22AUG2024,BUY,1910.0,100.0,19.1,2024-08-22 @@ -259,14 +259,16 @@ datetime,exchange,segment,symbol,scrip_name,side,amount,quantity,price,expiry_da 2024-08-28 11:26:25,FON,FO,NIFTY,NIFTY-CE-25000-29AUG2024,SELL,3000.0,25.0,120.0,2024-08-29 2024-08-29 11:02:41,FON,FO,NIFTY,NIFTY-PE-25200-29AUG2024,BUY,2500.0,25.0,100.0,2024-08-29 2024-08-29 11:59:52,FON,FO,NIFTY,NIFTY-PE-25200-29AUG2024,SELL,2875.0,25.0,115.0,2024-08-29 -2024-08-29 15:18:38,FON,FO,NIFTY,NIFTY-PE-25150-29AUG2024,BUY,945.0,300.0,3.15,2024-08-29 -2024-08-29 15:18:38,FON,FO,NIFTY,NIFTY-PE-25150-29AUG2024,BUY,1575.0,500.0,3.15,2024-08-29 2024-08-29 15:18:38,FON,FO,NIFTY,NIFTY-PE-25150-29AUG2024,BUY,630.0,200.0,3.15,2024-08-29 +2024-08-29 15:18:38,FON,FO,NIFTY,NIFTY-PE-25150-29AUG2024,BUY,1575.0,500.0,3.15,2024-08-29 +2024-08-29 15:18:38,FON,FO,NIFTY,NIFTY-PE-25150-29AUG2024,BUY,945.0,300.0,3.15,2024-08-29 +2024-08-29 15:19:47,FON,FO,NIFTY,NIFTY-PE-25150-29AUG2024,SELL,217.5,25.0,8.7,2024-08-29 +2024-08-29 15:19:47,FON,FO,NIFTY,NIFTY-PE-25150-29AUG2024,SELL,217.5,25.0,8.7,2024-08-29 2024-08-29 15:19:47,FON,FO,NIFTY,NIFTY-PE-25150-29AUG2024,SELL,435.0,50.0,8.7,2024-08-29 2024-08-29 15:19:47,FON,FO,NIFTY,NIFTY-PE-25150-29AUG2024,SELL,2595.0,300.0,8.65,2024-08-29 2024-08-29 15:19:47,FON,FO,NIFTY,NIFTY-PE-25150-29AUG2024,SELL,652.5,75.0,8.7,2024-08-29 2024-08-29 15:19:47,FON,FO,NIFTY,NIFTY-PE-25150-29AUG2024,SELL,217.5,25.0,8.7,2024-08-29 -2024-08-29 15:19:47,FON,FO,NIFTY,NIFTY-PE-25150-29AUG2024,SELL,217.5,25.0,8.7,2024-08-29 +2024-08-29 15:19:47,FON,FO,NIFTY,NIFTY-PE-25150-29AUG2024,SELL,652.5,75.0,8.7,2024-08-29 2024-08-29 15:19:47,FON,FO,NIFTY,NIFTY-PE-25150-29AUG2024,SELL,217.5,25.0,8.7,2024-08-29 2024-08-29 15:19:47,FON,FO,NIFTY,NIFTY-PE-25150-29AUG2024,SELL,870.0,100.0,8.7,2024-08-29 2024-08-29 15:19:47,FON,FO,NIFTY,NIFTY-PE-25150-29AUG2024,SELL,652.5,75.0,8.7,2024-08-29 @@ -274,6 +276,13 @@ datetime,exchange,segment,symbol,scrip_name,side,amount,quantity,price,expiry_da 2024-08-29 15:19:47,FON,FO,NIFTY,NIFTY-PE-25150-29AUG2024,SELL,432.5,50.0,8.65,2024-08-29 2024-08-29 15:19:47,FON,FO,NIFTY,NIFTY-PE-25150-29AUG2024,SELL,217.5,25.0,8.7,2024-08-29 2024-08-29 15:19:47,FON,FO,NIFTY,NIFTY-PE-25150-29AUG2024,SELL,870.0,100.0,8.7,2024-08-29 -2024-08-29 15:19:47,FON,FO,NIFTY,NIFTY-PE-25150-29AUG2024,SELL,652.5,75.0,8.7,2024-08-29 -2024-08-29 15:19:47,FON,FO,NIFTY,NIFTY-PE-25150-29AUG2024,SELL,217.5,25.0,8.7,2024-08-29 2024-08-29 15:19:47,FON,FO,NIFTY,NIFTY-PE-25150-29AUG2024,SELL,217.5,25.0,8.7,2024-08-29 +2024-09-02 00:00:00,BMF,MF,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,MIRAE ASSET TAX SAVER FUND - D,BUY,999.96,18.2,54.94, +2024-09-02 00:00:00,BMF,MF,SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH,SBI MAGNUM TAX GAIN SCHEME - D,BUY,999.74,2.08,481.11, +2024-09-02 12:42:05,FON,FO,NIFTY,NIFTY-CE-25300-05SEP2024,BUY,5015.0,50.0,100.3,2024-09-05 +2024-09-02 12:45:33,FON,FO,NIFTY,NIFTY-CE-25300-05SEP2024,BUY,4500.0,50.0,90.0,2024-09-05 +2024-09-02 12:45:45,FON,FO,NIFTY,NIFTY-CE-25300-05SEP2024,SELL,8975.0,100.0,89.75,2024-09-05 +2024-09-03 14:58:30,FON,FO,NIFTY,NIFTY-CE-25300-05SEP2024,BUY,8685.0,100.0,86.85,2024-09-05 +2024-09-03 15:02:08,FON,FO,NIFTY,NIFTY-CE-25300-05SEP2024,SELL,2106.25,25.0,84.25,2024-09-05 +2024-09-03 15:02:08,FON,FO,NIFTY,NIFTY-CE-25300-05SEP2024,SELL,2106.25,25.0,84.25,2024-09-05 +2024-09-03 15:02:08,FON,FO,NIFTY,NIFTY-CE-25300-05SEP2024,SELL,4212.5,50.0,84.25,2024-09-05 diff --git 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"output_type": "stream", "text": [ - "Error processing data for symbol MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH with error:\n", - "No data fetched for MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH from 2024-09-01 00:00:00 to 2024-09-30 00:00:00\n", + "Data processed and saved to: DATA/BRONZE/StockData/MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH_2024_09.csv\n", "Starting data processing for:\n", "symbol: SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH\n", "year: 2024\n", @@ -300,19 +292,11 @@ "\n" ] }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "0P0000XVL9.BO: No price data found, symbol may be delisted (1d 2024-09-01 00:00:00 -> 2024-09-02 10:37:37.377023)\n" - ] - }, { "name": "stdout", "output_type": "stream", "text": [ - "Error processing data for symbol SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH with error:\n", - "No data fetched for SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH from 2024-09-01 00:00:00 to 2024-09-30 00:00:00\n" + "Data processed and saved to: DATA/BRONZE/StockData/SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH_2024_09.csv\n" ] } ], @@ -354,10 +338,10 @@ "execution_count": 7, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:07:37.554437Z", - "iopub.status.busy": "2024-09-02T05:07:37.554437Z", - "iopub.status.idle": "2024-09-02T05:07:37.571749Z", - "shell.execute_reply": "2024-09-02T05:07:37.571749Z" + "iopub.execute_input": "2024-09-04T10:54:52.059505Z", + "iopub.status.busy": "2024-09-04T10:54:52.059505Z", + "iopub.status.idle": "2024-09-04T10:54:52.078821Z", + "shell.execute_reply": "2024-09-04T10:54:52.076305Z" } }, "outputs": [], diff --git a/NOTEBOOKS/01_BRONZE_LAYER_ETL/03_Symbol.ipynb b/NOTEBOOKS/01_BRONZE_LAYER_ETL/03_Symbol.ipynb index 21a82f48..205f43f5 100644 --- a/NOTEBOOKS/01_BRONZE_LAYER_ETL/03_Symbol.ipynb +++ b/NOTEBOOKS/01_BRONZE_LAYER_ETL/03_Symbol.ipynb @@ -14,10 +14,10 @@ "execution_count": 1, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:07:42.447266Z", - "iopub.status.busy": "2024-09-02T05:07:42.447266Z", - "iopub.status.idle": "2024-09-02T05:07:43.911423Z", - "shell.execute_reply": "2024-09-02T05:07:43.911259Z" + "iopub.execute_input": "2024-09-04T10:54:56.993128Z", + "iopub.status.busy": "2024-09-04T10:54:56.993128Z", + "iopub.status.idle": "2024-09-04T10:54:58.272396Z", + "shell.execute_reply": "2024-09-04T10:54:58.272396Z" }, "lines_to_next_cell": 2 }, @@ -34,10 +34,10 @@ "execution_count": 2, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:07:43.917454Z", - "iopub.status.busy": "2024-09-02T05:07:43.917454Z", - "iopub.status.idle": "2024-09-02T05:07:43.924560Z", - "shell.execute_reply": "2024-09-02T05:07:43.924560Z" + "iopub.execute_input": "2024-09-04T10:54:58.272396Z", + "iopub.status.busy": "2024-09-04T10:54:58.272396Z", + "iopub.status.idle": "2024-09-04T10:54:58.290051Z", + "shell.execute_reply": "2024-09-04T10:54:58.290051Z" } }, "outputs": [], @@ -59,10 +59,10 @@ "execution_count": 3, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:07:43.927890Z", - "iopub.status.busy": "2024-09-02T05:07:43.927890Z", - "iopub.status.idle": "2024-09-02T05:07:43.937336Z", - "shell.execute_reply": "2024-09-02T05:07:43.937336Z" + "iopub.execute_input": "2024-09-04T10:54:58.290051Z", + "iopub.status.busy": "2024-09-04T10:54:58.290051Z", + "iopub.status.idle": "2024-09-04T10:54:58.305842Z", + "shell.execute_reply": "2024-09-04T10:54:58.305842Z" } }, "outputs": [], @@ -99,10 +99,10 @@ "execution_count": 4, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:07:43.937336Z", - "iopub.status.busy": "2024-09-02T05:07:43.937336Z", - "iopub.status.idle": "2024-09-02T05:07:44.203154Z", - "shell.execute_reply": "2024-09-02T05:07:44.201410Z" + "iopub.execute_input": "2024-09-04T10:54:58.305842Z", + "iopub.status.busy": "2024-09-04T10:54:58.305842Z", + "iopub.status.idle": "2024-09-04T10:54:58.523373Z", + "shell.execute_reply": "2024-09-04T10:54:58.521313Z" } }, "outputs": [ @@ -113,13 +113,7 @@ "Number of Files Detected: 3\n", "Processing file: DATA/SOURCE/Symbol/AMFI_Reports.csv\n", "Processing file: DATA/SOURCE/Symbol/EQUITY_Symbols.csv\n", - "Processing file: DATA/SOURCE/Symbol/INDEX_Symbols.csv\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + "Processing file: DATA/SOURCE/Symbol/INDEX_Symbols.csv\n", "Successfully created BRONZE Layer CSV file for Symbol at: DATA/BRONZE/Symbol/Symbol_data.csv\n", "\n", "RangeIndex: 16913 entries, 0 to 16912\n", diff --git a/NOTEBOOKS/02_SILVER_LAYER_ETL/01_Symbol.ipynb b/NOTEBOOKS/02_SILVER_LAYER_ETL/01_Symbol.ipynb index 61dd7d09..d7b2f27e 100644 --- a/NOTEBOOKS/02_SILVER_LAYER_ETL/01_Symbol.ipynb +++ b/NOTEBOOKS/02_SILVER_LAYER_ETL/01_Symbol.ipynb @@ -14,10 +14,10 @@ "execution_count": 1, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:07:49.190166Z", - "iopub.status.busy": "2024-09-02T05:07:49.176437Z", - "iopub.status.idle": "2024-09-02T05:07:51.101739Z", - "shell.execute_reply": "2024-09-02T05:07:51.101739Z" + "iopub.execute_input": "2024-09-04T10:55:02.143571Z", + "iopub.status.busy": "2024-09-04T10:55:02.143571Z", + "iopub.status.idle": "2024-09-04T10:55:03.224919Z", + "shell.execute_reply": "2024-09-04T10:55:03.221899Z" } }, "outputs": [], @@ -33,10 +33,10 @@ "execution_count": 2, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:07:51.106773Z", - "iopub.status.busy": "2024-09-02T05:07:51.106773Z", - "iopub.status.idle": "2024-09-02T05:07:51.117817Z", - "shell.execute_reply": "2024-09-02T05:07:51.117817Z" + "iopub.execute_input": "2024-09-04T10:55:03.231824Z", + "iopub.status.busy": "2024-09-04T10:55:03.231824Z", + "iopub.status.idle": "2024-09-04T10:55:03.245717Z", + "shell.execute_reply": "2024-09-04T10:55:03.244181Z" } }, "outputs": [], @@ -51,10 +51,10 @@ "execution_count": 3, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:07:51.122877Z", - "iopub.status.busy": "2024-09-02T05:07:51.122877Z", - "iopub.status.idle": "2024-09-02T05:07:51.135182Z", - "shell.execute_reply": "2024-09-02T05:07:51.135182Z" + "iopub.execute_input": "2024-09-04T10:55:03.249225Z", + "iopub.status.busy": "2024-09-04T10:55:03.249225Z", + "iopub.status.idle": "2024-09-04T10:55:03.261762Z", + "shell.execute_reply": "2024-09-04T10:55:03.261762Z" } }, "outputs": [], @@ -115,10 +115,10 @@ "execution_count": 4, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:07:51.138706Z", - "iopub.status.busy": "2024-09-02T05:07:51.138706Z", - "iopub.status.idle": "2024-09-02T05:07:51.597681Z", - "shell.execute_reply": "2024-09-02T05:07:51.597681Z" + "iopub.execute_input": "2024-09-04T10:55:03.261762Z", + "iopub.status.busy": "2024-09-04T10:55:03.261762Z", + "iopub.status.idle": "2024-09-04T10:55:03.609824Z", + "shell.execute_reply": "2024-09-04T10:55:03.609824Z" } }, "outputs": [ diff --git a/NOTEBOOKS/02_SILVER_LAYER_ETL/02_TradeHistory.ipynb b/NOTEBOOKS/02_SILVER_LAYER_ETL/02_TradeHistory.ipynb index c496c64e..f5562205 100644 --- a/NOTEBOOKS/02_SILVER_LAYER_ETL/02_TradeHistory.ipynb +++ b/NOTEBOOKS/02_SILVER_LAYER_ETL/02_TradeHistory.ipynb @@ -14,10 +14,10 @@ "execution_count": 1, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:07:55.064000Z", - "iopub.status.busy": "2024-09-02T05:07:55.064000Z", - "iopub.status.idle": "2024-09-02T05:07:56.092089Z", - "shell.execute_reply": "2024-09-02T05:07:56.092089Z" + "iopub.execute_input": "2024-09-04T10:55:07.086679Z", + "iopub.status.busy": "2024-09-04T10:55:07.086679Z", + "iopub.status.idle": "2024-09-04T10:55:08.498246Z", + "shell.execute_reply": "2024-09-04T10:55:08.497086Z" } }, "outputs": [], @@ -33,10 +33,10 @@ "execution_count": 2, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:07:56.092089Z", - "iopub.status.busy": "2024-09-02T05:07:56.092089Z", - "iopub.status.idle": "2024-09-02T05:07:56.105649Z", - "shell.execute_reply": "2024-09-02T05:07:56.105649Z" + "iopub.execute_input": "2024-09-04T10:55:08.498246Z", + "iopub.status.busy": "2024-09-04T10:55:08.498246Z", + "iopub.status.idle": "2024-09-04T10:55:08.514369Z", + "shell.execute_reply": "2024-09-04T10:55:08.512789Z" } }, "outputs": [], @@ -64,10 +64,10 @@ "execution_count": 3, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:07:56.109442Z", - "iopub.status.busy": "2024-09-02T05:07:56.109442Z", - "iopub.status.idle": "2024-09-02T05:07:56.120612Z", - "shell.execute_reply": "2024-09-02T05:07:56.120612Z" + "iopub.execute_input": "2024-09-04T10:55:08.522674Z", + "iopub.status.busy": "2024-09-04T10:55:08.520663Z", + "iopub.status.idle": "2024-09-04T10:55:08.530378Z", + "shell.execute_reply": "2024-09-04T10:55:08.530378Z" } }, "outputs": [], @@ -111,10 +111,10 @@ "execution_count": 4, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:07:56.125325Z", - "iopub.status.busy": "2024-09-02T05:07:56.125325Z", - "iopub.status.idle": "2024-09-02T05:07:56.134789Z", - "shell.execute_reply": "2024-09-02T05:07:56.134789Z" + "iopub.execute_input": "2024-09-04T10:55:08.536857Z", + "iopub.status.busy": "2024-09-04T10:55:08.530378Z", + "iopub.status.idle": "2024-09-04T10:55:08.550471Z", + "shell.execute_reply": "2024-09-04T10:55:08.550471Z" } }, "outputs": [], @@ -184,10 +184,10 @@ "execution_count": 5, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:07:56.139832Z", - "iopub.status.busy": "2024-09-02T05:07:56.139832Z", - "iopub.status.idle": "2024-09-02T05:07:56.212976Z", - "shell.execute_reply": "2024-09-02T05:07:56.212976Z" + "iopub.execute_input": "2024-09-04T10:55:08.556521Z", + "iopub.status.busy": "2024-09-04T10:55:08.556521Z", + "iopub.status.idle": "2024-09-04T10:55:08.638521Z", + "shell.execute_reply": "2024-09-04T10:55:08.638521Z" } }, "outputs": [ @@ -242,10 +242,10 @@ "execution_count": 6, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:07:56.219102Z", - "iopub.status.busy": "2024-09-02T05:07:56.219102Z", - "iopub.status.idle": "2024-09-02T05:07:56.305717Z", - "shell.execute_reply": "2024-09-02T05:07:56.305717Z" + "iopub.execute_input": "2024-09-04T10:55:08.646011Z", + "iopub.status.busy": "2024-09-04T10:55:08.638521Z", + "iopub.status.idle": "2024-09-04T10:55:08.740753Z", + "shell.execute_reply": "2024-09-04T10:55:08.740753Z" } }, "outputs": [], @@ -277,10 +277,10 @@ "execution_count": 7, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:07:56.305717Z", - "iopub.status.busy": "2024-09-02T05:07:56.305717Z", - "iopub.status.idle": "2024-09-02T05:07:56.340863Z", - "shell.execute_reply": "2024-09-02T05:07:56.340863Z" + "iopub.execute_input": "2024-09-04T10:55:08.745268Z", + "iopub.status.busy": "2024-09-04T10:55:08.745268Z", + "iopub.status.idle": "2024-09-04T10:55:08.773977Z", + "shell.execute_reply": "2024-09-04T10:55:08.773977Z" } }, "outputs": [ @@ -288,26 +288,33 @@ "name": "stdout", "output_type": "stream", "text": [ - "REMAINING COLUMNS : {'expiry', 'strike_price', 'trade_num', 'date', 'company', 'instrument_type', 'scrip_code', 'trade_time'}\n", + "REMAINING COLUMNS :" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " {'trade_num', 'strike_price', 'date', 'trade_time', 'scrip_code', 'company', 'instrument_type', 'expiry'}\n", "SILVER Layer CSV file for trade history successfully created at:\n", "DATA/SILVER/TradeHistory/TradeHistory_data.csv\n", "\n", - "Index: 278 entries, 17 to 42\n", + "Index: 287 entries, 17 to 42\n", "Data columns (total 10 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", - " 0 datetime 278 non-null datetime64[ns]\n", - " 1 exchange 278 non-null object \n", - " 2 segment 278 non-null object \n", - " 3 symbol 278 non-null object \n", - " 4 scrip_name 278 non-null object \n", - " 5 side 278 non-null object \n", - " 6 amount 278 non-null float64 \n", - " 7 quantity 278 non-null float64 \n", - " 8 price 278 non-null float64 \n", - " 9 expiry_date 230 non-null datetime64[ns]\n", + " 0 datetime 287 non-null datetime64[ns]\n", + " 1 exchange 287 non-null object \n", + " 2 segment 287 non-null object \n", + " 3 symbol 287 non-null object \n", + " 4 scrip_name 287 non-null object \n", + " 5 side 287 non-null object \n", + " 6 amount 287 non-null float64 \n", + " 7 quantity 287 non-null float64 \n", + " 8 price 287 non-null float64 \n", + " 9 expiry_date 237 non-null datetime64[ns]\n", "dtypes: datetime64[ns](2), float64(3), object(5)\n", - "memory usage: 23.9+ KB\n" + "memory usage: 24.7+ KB\n" ] } ], diff --git a/NOTEBOOKS/02_SILVER_LAYER_ETL/03_StockPrice.ipynb b/NOTEBOOKS/02_SILVER_LAYER_ETL/03_StockPrice.ipynb index 02eed6b6..20a464c9 100644 --- a/NOTEBOOKS/02_SILVER_LAYER_ETL/03_StockPrice.ipynb +++ b/NOTEBOOKS/02_SILVER_LAYER_ETL/03_StockPrice.ipynb @@ -14,10 +14,10 @@ "execution_count": 1, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:08:00.019862Z", - "iopub.status.busy": "2024-09-02T05:08:00.016842Z", - "iopub.status.idle": "2024-09-02T05:08:01.262855Z", - "shell.execute_reply": "2024-09-02T05:08:01.262855Z" + "iopub.execute_input": "2024-09-04T10:55:11.611206Z", + "iopub.status.busy": "2024-09-04T10:55:11.611206Z", + "iopub.status.idle": "2024-09-04T10:55:12.803645Z", + "shell.execute_reply": "2024-09-04T10:55:12.803645Z" } }, "outputs": [], @@ -35,10 +35,10 @@ "execution_count": 2, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:08:01.262855Z", - "iopub.status.busy": "2024-09-02T05:08:01.262855Z", - "iopub.status.idle": "2024-09-02T05:08:01.282495Z", - "shell.execute_reply": "2024-09-02T05:08:01.282495Z" + "iopub.execute_input": "2024-09-04T10:55:12.809671Z", + "iopub.status.busy": "2024-09-04T10:55:12.809671Z", + "iopub.status.idle": "2024-09-04T10:55:12.819970Z", + "shell.execute_reply": "2024-09-04T10:55:12.819970Z" } }, "outputs": [], @@ -65,10 +65,10 @@ "execution_count": 3, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:08:01.282495Z", - "iopub.status.busy": "2024-09-02T05:08:01.282495Z", - "iopub.status.idle": "2024-09-02T05:08:02.092148Z", - "shell.execute_reply": "2024-09-02T05:08:02.092148Z" + "iopub.execute_input": "2024-09-04T10:55:12.825493Z", + "iopub.status.busy": "2024-09-04T10:55:12.825493Z", + "iopub.status.idle": "2024-09-04T10:55:13.832776Z", + "shell.execute_reply": "2024-09-04T10:55:13.832776Z" } }, "outputs": [ @@ -76,7 +76,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "Number of Files Detected: 220\n", + "Number of Files Detected: 222\n", "Processing file: DATA/BRONZE/StockData/BHAGERIA_2020_05.csv\n", "Processing file: DATA/BRONZE/StockData/BHAGERIA_2020_06.csv\n", "Processing file: DATA/BRONZE/StockData/BPCL_2021_08.csv\n", @@ -129,10 +129,17 @@ "Processing file: DATA/BRONZE/StockData/MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH_2024_06.csv\n", "Processing file: DATA/BRONZE/StockData/MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH_2024_07.csv\n", "Processing file: DATA/BRONZE/StockData/MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH_2024_08.csv\n", + "Processing file: DATA/BRONZE/StockData/MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH_2024_09.csv\n", "Processing file: DATA/BRONZE/StockData/NIFTYBEES_2021_02.csv\n", "Processing file: DATA/BRONZE/StockData/NIFTYBEES_2021_03.csv\n", "Processing file: DATA/BRONZE/StockData/NIFTYBEES_2021_04.csv\n", - "Processing file: DATA/BRONZE/StockData/NIFTYBEES_2021_05.csv\n", + "Processing file: DATA/BRONZE/StockData/NIFTYBEES_2021_05.csv\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "Processing file: DATA/BRONZE/StockData/NIFTYBEES_2021_06.csv\n", "Processing file: DATA/BRONZE/StockData/PNB_2020_07.csv\n", "Processing file: DATA/BRONZE/StockData/PNB_2020_08.csv\n", @@ -144,13 +151,7 @@ "Processing file: DATA/BRONZE/StockData/PNB_2021_02.csv\n", "Processing file: DATA/BRONZE/StockData/PNB_2021_03.csv\n", "Processing file: DATA/BRONZE/StockData/PNB_2021_04.csv\n", - "Processing file: DATA/BRONZE/StockData/PNB_2021_05.csv\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + "Processing file: DATA/BRONZE/StockData/PNB_2021_05.csv\n", "Processing file: DATA/BRONZE/StockData/PNB_2021_06.csv\n", "Processing file: DATA/BRONZE/StockData/SBIN_2021_05.csv\n", "Processing file: DATA/BRONZE/StockData/SBIN_2021_06.csv\n", @@ -158,6 +159,7 @@ "Processing file: DATA/BRONZE/StockData/SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH_2024_06.csv\n", "Processing file: DATA/BRONZE/StockData/SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH_2024_07.csv\n", "Processing file: DATA/BRONZE/StockData/SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH_2024_08.csv\n", + "Processing file: DATA/BRONZE/StockData/SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH_2024_09.csv\n", "Processing file: DATA/BRONZE/StockData/TATACHEM_2021_06.csv\n", "Processing file: DATA/BRONZE/StockData/TATACHEM_2021_07.csv\n", "Processing file: DATA/BRONZE/StockData/TATACHEM_2021_08.csv\n", @@ -175,7 +177,13 @@ "Processing file: DATA/BRONZE/StockData/TATACHEM_2022_08.csv\n", "Processing file: DATA/BRONZE/StockData/TATAMOTORS_2020_04.csv\n", "Processing file: DATA/BRONZE/StockData/TATAMOTORS_2020_05.csv\n", - "Processing file: DATA/BRONZE/StockData/TATAMOTORS_2020_06.csv\n", + "Processing file: DATA/BRONZE/StockData/TATAMOTORS_2020_06.csv\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "Processing file: DATA/BRONZE/StockData/TATAMOTORS_2020_07.csv\n", "Processing file: DATA/BRONZE/StockData/TATAMOTORS_2020_08.csv\n", "Processing file: DATA/BRONZE/StockData/TATAMOTORS_2020_09.csv\n", @@ -225,16 +233,16 @@ "Processing file: DATA/BRONZE/StockData/TATAMOTORS_2024_05.csv\n", "Processing file: DATA/BRONZE/StockData/TATAMOTORS_2024_06.csv\n", "Processing file: DATA/BRONZE/StockData/TATAMOTORS_2024_07.csv\n", - "Processing file: DATA/BRONZE/StockData/TATAMOTORS_2024_08.csv\n", - "Processing file: DATA/BRONZE/StockData/TATAMOTORS_2024_09.csv\n", - "Processing file: DATA/BRONZE/StockData/TATAPOWER_2021_02.csv\n", - "Processing file: DATA/BRONZE/StockData/TATAPOWER_2021_03.csv\n" + "Processing file: DATA/BRONZE/StockData/TATAMOTORS_2024_08.csv\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ + "Processing file: DATA/BRONZE/StockData/TATAMOTORS_2024_09.csv\n", + "Processing file: DATA/BRONZE/StockData/TATAPOWER_2021_02.csv\n", + "Processing file: DATA/BRONZE/StockData/TATAPOWER_2021_03.csv\n", "Processing file: DATA/BRONZE/StockData/TATAPOWER_2021_04.csv\n", "Processing file: DATA/BRONZE/StockData/TATAPOWER_2021_05.csv\n", "Processing file: DATA/BRONZE/StockData/TATAPOWER_2021_06.csv\n", @@ -293,18 +301,18 @@ "Processing file: DATA/BRONZE/StockData/VOLTAS_2022_07.csv\n", "Processing file: DATA/BRONZE/StockData/VOLTAS_2022_08.csv\n", "Processing file: DATA/BRONZE/StockData/YESBANK_2020_07.csv\n", - "Processing file: DATA/BRONZE/StockData/YESBANK_2020_08.csv\n" + "Processing file: DATA/BRONZE/StockData/YESBANK_2020_08.csv\n", + "Processing file: DATA/BRONZE/StockData/YESBANK_2020_09.csv\n", + "Processing file: DATA/BRONZE/StockData/YESBANK_2020_10.csv\n", + "Processing file: DATA/BRONZE/StockData/YESBANK_2020_11.csv\n", + "Processing file: DATA/BRONZE/StockData/YESBANK_2020_12.csv\n", + "Processing file: DATA/BRONZE/StockData/YESBANK_2021_01.csv\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Processing file: DATA/BRONZE/StockData/YESBANK_2020_09.csv\n", - "Processing file: DATA/BRONZE/StockData/YESBANK_2020_10.csv\n", - "Processing file: DATA/BRONZE/StockData/YESBANK_2020_11.csv\n", - "Processing file: DATA/BRONZE/StockData/YESBANK_2020_12.csv\n", - "Processing file: DATA/BRONZE/StockData/YESBANK_2021_01.csv\n", "Processing file: DATA/BRONZE/StockData/YESBANK_2021_02.csv\n", "Processing file: DATA/BRONZE/StockData/YESBANK_2021_03.csv\n", "Processing file: DATA/BRONZE/StockData/YESBANK_2021_04.csv\n", @@ -366,10 +374,10 @@ "execution_count": 4, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:08:02.103277Z", - "iopub.status.busy": "2024-09-02T05:08:02.102264Z", - "iopub.status.idle": "2024-09-02T05:08:02.233751Z", - "shell.execute_reply": "2024-09-02T05:08:02.233751Z" + "iopub.execute_input": "2024-09-04T10:55:13.839118Z", + "iopub.status.busy": "2024-09-04T10:55:13.839118Z", + "iopub.status.idle": "2024-09-04T10:55:14.026070Z", + "shell.execute_reply": "2024-09-04T10:55:14.026070Z" } }, "outputs": [ @@ -380,19 +388,19 @@ "SILVER Layer CSV file for Stock Price history successfully created at:\n", "DATA/SILVER/StockPrice/StockPrice_data.csv\n", "\n", - "Index: 4269 entries, 0 to 4268\n", + "Index: 4281 entries, 0 to 4280\n", "Data columns (total 7 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", - " 0 date 4269 non-null object \n", - " 1 symbol 4269 non-null object \n", - " 2 open 4269 non-null float64\n", - " 3 high 4269 non-null float64\n", - " 4 low 4269 non-null float64\n", - " 5 close 4269 non-null float64\n", - " 6 volume 4269 non-null int64 \n", + " 0 date 4281 non-null object \n", + " 1 symbol 4281 non-null object \n", + " 2 open 4281 non-null float64\n", + " 3 high 4281 non-null float64\n", + " 4 low 4281 non-null float64\n", + " 5 close 4281 non-null float64\n", + " 6 volume 4281 non-null int64 \n", "dtypes: float64(4), int64(1), object(2)\n", - "memory usage: 266.8+ KB\n" + "memory usage: 267.6+ KB\n" ] } ], diff --git a/NOTEBOOKS/02_SILVER_LAYER_ETL/04_StockEvents.ipynb b/NOTEBOOKS/02_SILVER_LAYER_ETL/04_StockEvents.ipynb index a840dd85..ee478900 100644 --- a/NOTEBOOKS/02_SILVER_LAYER_ETL/04_StockEvents.ipynb +++ b/NOTEBOOKS/02_SILVER_LAYER_ETL/04_StockEvents.ipynb @@ -14,10 +14,10 @@ "execution_count": 1, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:08:05.932211Z", - "iopub.status.busy": "2024-09-02T05:08:05.932211Z", - "iopub.status.idle": "2024-09-02T05:08:07.168105Z", - "shell.execute_reply": "2024-09-02T05:08:07.168105Z" + "iopub.execute_input": "2024-09-04T10:55:16.878655Z", + "iopub.status.busy": "2024-09-04T10:55:16.878655Z", + "iopub.status.idle": "2024-09-04T10:55:17.820593Z", + "shell.execute_reply": "2024-09-04T10:55:17.819082Z" } }, "outputs": [], @@ -35,10 +35,10 @@ "execution_count": 2, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:08:07.171498Z", - "iopub.status.busy": "2024-09-02T05:08:07.171498Z", - "iopub.status.idle": "2024-09-02T05:08:07.187921Z", - "shell.execute_reply": "2024-09-02T05:08:07.187921Z" + "iopub.execute_input": "2024-09-04T10:55:17.822675Z", + "iopub.status.busy": "2024-09-04T10:55:17.822675Z", + "iopub.status.idle": "2024-09-04T10:55:17.831995Z", + "shell.execute_reply": "2024-09-04T10:55:17.831995Z" } }, "outputs": [], @@ -68,10 +68,10 @@ "execution_count": 3, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:08:07.187921Z", - "iopub.status.busy": "2024-09-02T05:08:07.187921Z", - "iopub.status.idle": "2024-09-02T05:08:07.888651Z", - "shell.execute_reply": "2024-09-02T05:08:07.888651Z" + "iopub.execute_input": "2024-09-04T10:55:17.836502Z", + "iopub.status.busy": "2024-09-04T10:55:17.836502Z", + "iopub.status.idle": "2024-09-04T10:55:18.607433Z", + "shell.execute_reply": "2024-09-04T10:55:18.607433Z" } }, "outputs": [ @@ -79,7 +79,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "Number of Files Detected: 220\n", + "Number of Files Detected: 222\n", "Processing file: DATA/BRONZE/StockData/BHAGERIA_2020_05.csv\n", "Processing file: DATA/BRONZE/StockData/BHAGERIA_2020_06.csv\n", "Processing file: DATA/BRONZE/StockData/BPCL_2021_08.csv\n", @@ -132,6 +132,7 @@ "Processing file: DATA/BRONZE/StockData/MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH_2024_06.csv\n", "Processing file: DATA/BRONZE/StockData/MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH_2024_07.csv\n", "Processing file: DATA/BRONZE/StockData/MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH_2024_08.csv\n", + "Processing file: DATA/BRONZE/StockData/MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH_2024_09.csv\n", "Processing file: DATA/BRONZE/StockData/NIFTYBEES_2021_02.csv\n", "Processing file: DATA/BRONZE/StockData/NIFTYBEES_2021_03.csv\n", "Processing file: DATA/BRONZE/StockData/NIFTYBEES_2021_04.csv\n", @@ -152,15 +153,10 @@ "Processing file: DATA/BRONZE/StockData/SBIN_2021_05.csv\n", "Processing file: DATA/BRONZE/StockData/SBIN_2021_06.csv\n", "Processing file: DATA/BRONZE/StockData/SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH_2024_05.csv\n", - "Processing file: DATA/BRONZE/StockData/SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH_2024_06.csv\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + "Processing file: DATA/BRONZE/StockData/SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH_2024_06.csv\n", "Processing file: DATA/BRONZE/StockData/SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH_2024_07.csv\n", "Processing file: DATA/BRONZE/StockData/SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH_2024_08.csv\n", + "Processing file: DATA/BRONZE/StockData/SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH_2024_09.csv\n", "Processing file: DATA/BRONZE/StockData/TATACHEM_2021_06.csv\n", "Processing file: DATA/BRONZE/StockData/TATACHEM_2021_07.csv\n", "Processing file: DATA/BRONZE/StockData/TATACHEM_2021_08.csv\n", @@ -188,7 +184,13 @@ "Processing file: DATA/BRONZE/StockData/TATAMOTORS_2021_01.csv\n", "Processing file: DATA/BRONZE/StockData/TATAMOTORS_2021_02.csv\n", "Processing file: DATA/BRONZE/StockData/TATAMOTORS_2021_03.csv\n", - "Processing file: DATA/BRONZE/StockData/TATAMOTORS_2021_04.csv\n", + "Processing file: DATA/BRONZE/StockData/TATAMOTORS_2021_04.csv\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "Processing file: DATA/BRONZE/StockData/TATAMOTORS_2021_05.csv\n", "Processing file: DATA/BRONZE/StockData/TATAMOTORS_2021_06.csv\n", "Processing file: DATA/BRONZE/StockData/TATAMOTORS_2021_07.csv\n", @@ -242,18 +244,18 @@ "Processing file: DATA/BRONZE/StockData/TATAPOWER_2021_11.csv\n", "Processing file: DATA/BRONZE/StockData/TATAPOWER_2021_12.csv\n", "Processing file: DATA/BRONZE/StockData/TATAPOWER_2022_01.csv\n", - "Processing file: DATA/BRONZE/StockData/TATAPOWER_2022_02.csv\n" + "Processing file: DATA/BRONZE/StockData/TATAPOWER_2022_02.csv\n", + "Processing file: DATA/BRONZE/StockData/TATAPOWER_2022_03.csv\n", + "Processing file: DATA/BRONZE/StockData/TATAPOWER_2022_04.csv\n", + "Processing file: DATA/BRONZE/StockData/TATAPOWER_2022_05.csv\n", + "Processing file: DATA/BRONZE/StockData/TATAPOWER_2022_06.csv\n", + "Processing file: DATA/BRONZE/StockData/TATAPOWER_2022_07.csv\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Processing file: DATA/BRONZE/StockData/TATAPOWER_2022_03.csv\n", - "Processing file: DATA/BRONZE/StockData/TATAPOWER_2022_04.csv\n", - "Processing file: DATA/BRONZE/StockData/TATAPOWER_2022_05.csv\n", - "Processing file: DATA/BRONZE/StockData/TATAPOWER_2022_06.csv\n", - "Processing file: DATA/BRONZE/StockData/TATAPOWER_2022_07.csv\n", "Processing file: DATA/BRONZE/StockData/TATAPOWER_2022_08.csv\n", "Processing file: DATA/BRONZE/StockData/TATAPOWER_2022_09.csv\n", "Processing file: DATA/BRONZE/StockData/TATAPOWER_2022_10.csv\n", @@ -352,10 +354,10 @@ "execution_count": 4, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:08:07.892168Z", - "iopub.status.busy": "2024-09-02T05:08:07.892168Z", - "iopub.status.idle": "2024-09-02T05:08:07.969602Z", - "shell.execute_reply": "2024-09-02T05:08:07.969602Z" + "iopub.execute_input": "2024-09-04T10:55:18.613878Z", + "iopub.status.busy": "2024-09-04T10:55:18.613878Z", + "iopub.status.idle": "2024-09-04T10:55:18.751213Z", + "shell.execute_reply": "2024-09-04T10:55:18.751213Z" } }, "outputs": [ @@ -366,7 +368,7 @@ "SILVER Layer CSV file for Stock Events history successfully created at:\n", "DATA/SILVER/StockEvents/StockEvents_data.csv\n", "\n", - "Index: 18 entries, 69 to 3871\n", + "Index: 18 entries, 69 to 3883\n", "Data columns (total 4 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", diff --git a/NOTEBOOKS/03_GOLD_LAYER_ETL/01_Holding.ipynb b/NOTEBOOKS/03_GOLD_LAYER_ETL/01_Holding.ipynb index 8d14db37..9bd47a92 100644 --- a/NOTEBOOKS/03_GOLD_LAYER_ETL/01_Holding.ipynb +++ b/NOTEBOOKS/03_GOLD_LAYER_ETL/01_Holding.ipynb @@ -14,10 +14,10 @@ "execution_count": 1, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:08:11.723997Z", - "iopub.status.busy": "2024-09-02T05:08:11.723997Z", - "iopub.status.idle": "2024-09-02T05:08:12.862782Z", - "shell.execute_reply": "2024-09-02T05:08:12.862782Z" + "iopub.execute_input": "2024-09-04T10:55:21.898887Z", + "iopub.status.busy": "2024-09-04T10:55:21.898887Z", + "iopub.status.idle": "2024-09-04T10:55:22.829114Z", + "shell.execute_reply": "2024-09-04T10:55:22.829114Z" } }, "outputs": [], @@ -33,10 +33,10 @@ "execution_count": 2, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:08:12.862782Z", - "iopub.status.busy": "2024-09-02T05:08:12.862782Z", - "iopub.status.idle": "2024-09-02T05:08:12.883023Z", - "shell.execute_reply": "2024-09-02T05:08:12.883023Z" + "iopub.execute_input": "2024-09-04T10:55:22.839706Z", + "iopub.status.busy": "2024-09-04T10:55:22.839155Z", + "iopub.status.idle": "2024-09-04T10:55:22.849203Z", + "shell.execute_reply": "2024-09-04T10:55:22.849203Z" } }, "outputs": [], @@ -71,10 +71,10 @@ "execution_count": 3, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:08:12.883023Z", - "iopub.status.busy": "2024-09-02T05:08:12.883023Z", - "iopub.status.idle": "2024-09-02T05:08:12.918838Z", - "shell.execute_reply": "2024-09-02T05:08:12.918838Z" + "iopub.execute_input": "2024-09-04T10:55:22.854286Z", + "iopub.status.busy": "2024-09-04T10:55:22.854286Z", + "iopub.status.idle": "2024-09-04T10:55:22.879991Z", + "shell.execute_reply": "2024-09-04T10:55:22.879991Z" } }, "outputs": [ @@ -121,10 +121,10 @@ "execution_count": 4, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:08:12.922854Z", - "iopub.status.busy": "2024-09-02T05:08:12.922854Z", - "iopub.status.idle": "2024-09-02T05:08:12.945119Z", - "shell.execute_reply": "2024-09-02T05:08:12.945119Z" + "iopub.execute_input": "2024-09-04T10:55:22.886059Z", + "iopub.status.busy": "2024-09-04T10:55:22.886059Z", + "iopub.status.idle": "2024-09-04T10:55:22.901232Z", + "shell.execute_reply": "2024-09-04T10:55:22.901232Z" } }, "outputs": [], @@ -154,10 +154,10 @@ "execution_count": 5, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:08:12.945119Z", - "iopub.status.busy": "2024-09-02T05:08:12.945119Z", - "iopub.status.idle": "2024-09-02T05:08:12.986851Z", - "shell.execute_reply": "2024-09-02T05:08:12.985829Z" + "iopub.execute_input": "2024-09-04T10:55:22.901232Z", + "iopub.status.busy": "2024-09-04T10:55:22.901232Z", + "iopub.status.idle": "2024-09-04T10:55:22.938756Z", + "shell.execute_reply": "2024-09-04T10:55:22.938756Z" } }, "outputs": [ @@ -168,21 +168,21 @@ "GOLD Layer CSV file for Current Holdings successfully created at:\n", "DATA/GOLD/Holdings/CurrentHoldings_data.csv\n", "\n", - "RangeIndex: 16 entries, 0 to 15\n", + "RangeIndex: 18 entries, 0 to 17\n", "Data columns (total 9 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", - " 0 scrip_name 16 non-null object \n", - " 1 symbol 16 non-null object \n", - " 2 exchange 16 non-null object \n", - " 3 segment 16 non-null object \n", - " 4 datetime 16 non-null datetime64[ns]\n", - " 5 side 16 non-null object \n", - " 6 quantity 16 non-null float64 \n", - " 7 price 16 non-null float64 \n", - " 8 amount 16 non-null float64 \n", + " 0 scrip_name 18 non-null object \n", + " 1 symbol 18 non-null object \n", + " 2 exchange 18 non-null object \n", + " 3 segment 18 non-null object \n", + " 4 datetime 18 non-null datetime64[ns]\n", + " 5 side 18 non-null object \n", + " 6 quantity 18 non-null float64 \n", + " 7 price 18 non-null float64 \n", + " 8 amount 18 non-null float64 \n", "dtypes: datetime64[ns](1), float64(3), object(5)\n", - "memory usage: 1.3+ KB\n" + "memory usage: 1.4+ KB\n" ] } ], @@ -243,10 +243,10 @@ "execution_count": 6, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:08:12.986851Z", - "iopub.status.busy": "2024-09-02T05:08:12.986851Z", - "iopub.status.idle": "2024-09-02T05:08:13.007326Z", - "shell.execute_reply": "2024-09-02T05:08:13.007326Z" + "iopub.execute_input": "2024-09-04T10:55:22.938756Z", + "iopub.status.busy": "2024-09-04T10:55:22.938756Z", + "iopub.status.idle": "2024-09-04T10:55:22.960696Z", + "shell.execute_reply": "2024-09-04T10:55:22.960696Z" } }, "outputs": [], @@ -272,10 +272,10 @@ "execution_count": 7, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:08:13.007326Z", - "iopub.status.busy": "2024-09-02T05:08:13.007326Z", - "iopub.status.idle": "2024-09-02T05:08:13.126846Z", - "shell.execute_reply": "2024-09-02T05:08:13.126846Z" + "iopub.execute_input": "2024-09-04T10:55:22.964715Z", + "iopub.status.busy": "2024-09-04T10:55:22.964715Z", + "iopub.status.idle": "2024-09-04T10:55:23.089025Z", + "shell.execute_reply": "2024-09-04T10:55:23.087222Z" } }, "outputs": [], @@ -323,10 +323,10 @@ "execution_count": 8, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:08:13.128360Z", - "iopub.status.busy": "2024-09-02T05:08:13.128360Z", - "iopub.status.idle": "2024-09-02T05:08:13.178611Z", - "shell.execute_reply": "2024-09-02T05:08:13.178611Z" + "iopub.execute_input": "2024-09-04T10:55:23.093689Z", + "iopub.status.busy": "2024-09-04T10:55:23.093689Z", + "iopub.status.idle": "2024-09-04T10:55:23.127556Z", + "shell.execute_reply": "2024-09-04T10:55:23.127556Z" } }, "outputs": [ @@ -363,10 +363,10 @@ "execution_count": 9, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:08:13.178611Z", - "iopub.status.busy": "2024-09-02T05:08:13.178611Z", - "iopub.status.idle": "2024-09-02T05:08:13.221341Z", - "shell.execute_reply": "2024-09-02T05:08:13.221341Z" + "iopub.execute_input": "2024-09-04T10:55:23.135846Z", + "iopub.status.busy": "2024-09-04T10:55:23.135846Z", + "iopub.status.idle": "2024-09-04T10:55:23.174999Z", + "shell.execute_reply": "2024-09-04T10:55:23.174999Z" } }, "outputs": [], @@ -394,10 +394,10 @@ "execution_count": 10, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:08:13.224030Z", - "iopub.status.busy": "2024-09-02T05:08:13.224030Z", - "iopub.status.idle": "2024-09-02T05:08:13.381037Z", - "shell.execute_reply": "2024-09-02T05:08:13.381037Z" + "iopub.execute_input": "2024-09-04T10:55:23.184928Z", + "iopub.status.busy": "2024-09-04T10:55:23.178419Z", + "iopub.status.idle": "2024-09-04T10:55:23.335825Z", + "shell.execute_reply": "2024-09-04T10:55:23.335825Z" } }, "outputs": [ @@ -405,30 +405,37 @@ "name": "stdout", "output_type": "stream", "text": [ - "GOLD Layer CSV file for Holdings successfully created at: DATA/GOLD/Holdings/HoldingsHistory_data.csv\n", + "GOLD Layer CSV file for Holdings successfully created at: DATA/GOLD/Holdings/HoldingsHistory_data.csv" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", "\n", - "RangeIndex: 6061 entries, 0 to 6060\n", + "RangeIndex: 6073 entries, 0 to 6072\n", "Data columns (total 16 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", - " 0 date 6061 non-null datetime64[ns]\n", - " 1 segment 6061 non-null object \n", - " 2 exchange 6061 non-null object \n", - " 3 symbol 6061 non-null object \n", - " 4 scrip_name 6061 non-null object \n", - " 5 holding_quantity 6061 non-null float64 \n", - " 6 avg_price 6061 non-null float64 \n", - " 7 holding_amount 6061 non-null float64 \n", - " 8 open_price 6061 non-null float64 \n", - " 9 open_amount 6061 non-null float64 \n", - " 10 high_price 6061 non-null float64 \n", - " 11 high_amount 6061 non-null float64 \n", - " 12 low_price 6061 non-null float64 \n", - " 13 low_amount 6061 non-null float64 \n", - " 14 close_price 6061 non-null float64 \n", - " 15 close_amount 6061 non-null float64 \n", + " 0 date 6073 non-null datetime64[ns]\n", + " 1 segment 6073 non-null object \n", + " 2 exchange 6073 non-null object \n", + " 3 symbol 6073 non-null object \n", + " 4 scrip_name 6073 non-null object \n", + " 5 holding_quantity 6073 non-null float64 \n", + " 6 avg_price 6073 non-null float64 \n", + " 7 holding_amount 6073 non-null float64 \n", + " 8 open_price 6073 non-null float64 \n", + " 9 open_amount 6073 non-null float64 \n", + " 10 high_price 6073 non-null float64 \n", + " 11 high_amount 6073 non-null float64 \n", + " 12 low_price 6073 non-null float64 \n", + " 13 low_amount 6073 non-null float64 \n", + " 14 close_price 6073 non-null float64 \n", + " 15 close_amount 6073 non-null float64 \n", "dtypes: datetime64[ns](1), float64(11), object(4)\n", - "memory usage: 757.8+ KB\n" + "memory usage: 759.3+ KB\n" ] } ], diff --git a/NOTEBOOKS/03_GOLD_LAYER_ETL/02_ProfitLoss.ipynb b/NOTEBOOKS/03_GOLD_LAYER_ETL/02_ProfitLoss.ipynb index 4a529434..67b20bfd 100644 --- a/NOTEBOOKS/03_GOLD_LAYER_ETL/02_ProfitLoss.ipynb +++ b/NOTEBOOKS/03_GOLD_LAYER_ETL/02_ProfitLoss.ipynb @@ -11,13 +11,13 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 1, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:08:16.963772Z", - "iopub.status.busy": "2024-09-02T05:08:16.963772Z", - "iopub.status.idle": "2024-09-02T05:08:18.011978Z", - "shell.execute_reply": "2024-09-02T05:08:18.011978Z" + "iopub.execute_input": "2024-09-04T10:55:27.529899Z", + "iopub.status.busy": "2024-09-04T10:55:27.529899Z", + "iopub.status.idle": "2024-09-04T10:55:28.403036Z", + "shell.execute_reply": "2024-09-04T10:55:28.403036Z" } }, "outputs": [], @@ -30,13 +30,13 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 2, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:08:18.011978Z", - "iopub.status.busy": "2024-09-02T05:08:18.011978Z", - "iopub.status.idle": "2024-09-02T05:08:18.027769Z", - "shell.execute_reply": "2024-09-02T05:08:18.027769Z" + "iopub.execute_input": "2024-09-04T10:55:28.403036Z", + "iopub.status.busy": "2024-09-04T10:55:28.403036Z", + "iopub.status.idle": "2024-09-04T10:55:28.416484Z", + "shell.execute_reply": "2024-09-04T10:55:28.416484Z" } }, "outputs": [], @@ -62,13 +62,13 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 3, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:08:18.027769Z", - "iopub.status.busy": "2024-09-02T05:08:18.027769Z", - "iopub.status.idle": "2024-09-02T05:08:18.058710Z", - "shell.execute_reply": "2024-09-02T05:08:18.058710Z" + "iopub.execute_input": "2024-09-04T10:55:28.418493Z", + "iopub.status.busy": "2024-09-04T10:55:28.418493Z", + "iopub.status.idle": "2024-09-04T10:55:28.465553Z", + "shell.execute_reply": "2024-09-04T10:55:28.458987Z" } }, "outputs": [ @@ -107,13 +107,13 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 4, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:08:18.064863Z", - "iopub.status.busy": "2024-09-02T05:08:18.064863Z", - "iopub.status.idle": "2024-09-02T05:08:18.103404Z", - "shell.execute_reply": "2024-09-02T05:08:18.103404Z" + "iopub.execute_input": "2024-09-04T10:55:28.465553Z", + "iopub.status.busy": "2024-09-04T10:55:28.465553Z", + "iopub.status.idle": "2024-09-04T10:55:28.532767Z", + "shell.execute_reply": "2024-09-04T10:55:28.532617Z" } }, "outputs": [ @@ -149,13 +149,13 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": 5, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:08:18.103404Z", - "iopub.status.busy": "2024-09-02T05:08:18.103404Z", - "iopub.status.idle": "2024-09-02T05:08:18.148409Z", - "shell.execute_reply": "2024-09-02T05:08:18.148409Z" + "iopub.execute_input": "2024-09-04T10:55:28.536086Z", + "iopub.status.busy": "2024-09-04T10:55:28.536086Z", + "iopub.status.idle": "2024-09-04T10:55:28.576593Z", + "shell.execute_reply": "2024-09-04T10:55:28.576593Z" } }, "outputs": [ @@ -166,28 +166,28 @@ "GOLD Layer CSV file for ProfitLoss successfully created at:\n", "DATA/GOLD/ProfitLoss/ProfitLoss_data.csv\n", "\n", - "RangeIndex: 165 entries, 0 to 164\n", + "RangeIndex: 166 entries, 0 to 165\n", "Data columns (total 16 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", - " 0 exchange 165 non-null object \n", - " 1 segment 165 non-null object \n", - " 2 symbol 165 non-null object \n", - " 3 scrip_name 165 non-null object \n", - " 4 position 165 non-null object \n", - " 5 quantity 165 non-null float64 \n", - " 6 open_datetime 165 non-null datetime64[ns]\n", - " 7 open_side 165 non-null object \n", - " 8 open_price 165 non-null float64 \n", - " 9 open_amount 165 non-null float64 \n", - " 10 close_datetime 165 non-null datetime64[ns]\n", - " 11 close_side 165 non-null object \n", - " 12 close_price 165 non-null float64 \n", - " 13 close_amount 165 non-null float64 \n", - " 14 pnl_amount 165 non-null float64 \n", - " 15 pnl_percentage 165 non-null float64 \n", + " 0 exchange 166 non-null object \n", + " 1 segment 166 non-null object \n", + " 2 symbol 166 non-null object \n", + " 3 scrip_name 166 non-null object \n", + " 4 position 166 non-null object \n", + " 5 quantity 166 non-null float64 \n", + " 6 open_datetime 166 non-null datetime64[ns]\n", + " 7 open_side 166 non-null object \n", + " 8 open_price 166 non-null float64 \n", + " 9 open_amount 166 non-null float64 \n", + " 10 close_datetime 166 non-null datetime64[ns]\n", + " 11 close_side 166 non-null object \n", + " 12 close_price 166 non-null float64 \n", + " 13 close_amount 166 non-null float64 \n", + " 14 pnl_amount 166 non-null float64 \n", + " 15 pnl_percentage 166 non-null float64 \n", "dtypes: datetime64[ns](2), float64(7), object(7)\n", - "memory usage: 20.8+ KB\n" + "memory usage: 20.9+ KB\n" ] } ], diff --git a/NOTEBOOKS/03_GOLD_LAYER_ETL/03_Dividend.ipynb b/NOTEBOOKS/03_GOLD_LAYER_ETL/03_Dividend.ipynb index 26980b90..42f2bc36 100644 --- a/NOTEBOOKS/03_GOLD_LAYER_ETL/03_Dividend.ipynb +++ b/NOTEBOOKS/03_GOLD_LAYER_ETL/03_Dividend.ipynb @@ -38,10 +38,10 @@ "execution_count": 1, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:08:21.094509Z", - "iopub.status.busy": "2024-09-02T05:08:21.094509Z", - "iopub.status.idle": "2024-09-02T05:08:22.376404Z", - "shell.execute_reply": "2024-09-02T05:08:22.376404Z" + "iopub.execute_input": "2024-09-04T10:55:32.546891Z", + "iopub.status.busy": "2024-09-04T10:55:32.545787Z", + "iopub.status.idle": "2024-09-04T10:55:33.817660Z", + "shell.execute_reply": "2024-09-04T10:55:33.817660Z" } }, "outputs": [], @@ -57,10 +57,10 @@ "execution_count": 2, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:08:22.376404Z", - "iopub.status.busy": "2024-09-02T05:08:22.376404Z", - "iopub.status.idle": "2024-09-02T05:08:22.397315Z", - "shell.execute_reply": "2024-09-02T05:08:22.397315Z" + "iopub.execute_input": "2024-09-04T10:55:33.817660Z", + "iopub.status.busy": "2024-09-04T10:55:33.817660Z", + "iopub.status.idle": "2024-09-04T10:55:33.837331Z", + "shell.execute_reply": "2024-09-04T10:55:33.837331Z" } }, "outputs": [], @@ -80,10 +80,10 @@ "execution_count": 3, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:08:22.403828Z", - "iopub.status.busy": "2024-09-02T05:08:22.403828Z", - "iopub.status.idle": "2024-09-02T05:08:22.467382Z", - "shell.execute_reply": "2024-09-02T05:08:22.466364Z" + "iopub.execute_input": "2024-09-04T10:55:33.837331Z", + "iopub.status.busy": "2024-09-04T10:55:33.837331Z", + "iopub.status.idle": "2024-09-04T10:55:33.916606Z", + "shell.execute_reply": "2024-09-04T10:55:33.916606Z" } }, "outputs": [ @@ -109,10 +109,10 @@ "execution_count": 4, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:08:22.472435Z", - "iopub.status.busy": "2024-09-02T05:08:22.472435Z", - "iopub.status.idle": "2024-09-02T05:08:22.485587Z", - "shell.execute_reply": "2024-09-02T05:08:22.485587Z" + "iopub.execute_input": "2024-09-04T10:55:33.916606Z", + "iopub.status.busy": "2024-09-04T10:55:33.916606Z", + "iopub.status.idle": "2024-09-04T10:55:33.935052Z", + "shell.execute_reply": "2024-09-04T10:55:33.935052Z" } }, "outputs": [ @@ -138,10 +138,10 @@ "execution_count": 5, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:08:22.492393Z", - "iopub.status.busy": "2024-09-02T05:08:22.492393Z", - "iopub.status.idle": "2024-09-02T05:08:22.510453Z", - "shell.execute_reply": "2024-09-02T05:08:22.510453Z" + "iopub.execute_input": "2024-09-04T10:55:33.935052Z", + "iopub.status.busy": "2024-09-04T10:55:33.935052Z", + "iopub.status.idle": "2024-09-04T10:55:33.956735Z", + "shell.execute_reply": "2024-09-04T10:55:33.956735Z" } }, "outputs": [], @@ -169,10 +169,10 @@ "execution_count": 6, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:08:22.515789Z", - "iopub.status.busy": "2024-09-02T05:08:22.515789Z", - "iopub.status.idle": "2024-09-02T05:08:22.549673Z", - "shell.execute_reply": "2024-09-02T05:08:22.549673Z" + "iopub.execute_input": "2024-09-04T10:55:33.964205Z", + "iopub.status.busy": "2024-09-04T10:55:33.964205Z", + "iopub.status.idle": "2024-09-04T10:55:33.987961Z", + "shell.execute_reply": "2024-09-04T10:55:33.987961Z" } }, "outputs": [ diff --git a/NOTEBOOKS/04_API_LAYER_ETL/01_Holdings.ipynb b/NOTEBOOKS/04_API_LAYER_ETL/01_Holdings.ipynb index 68f30f96..ee5d4925 100644 --- a/NOTEBOOKS/04_API_LAYER_ETL/01_Holdings.ipynb +++ b/NOTEBOOKS/04_API_LAYER_ETL/01_Holdings.ipynb @@ -14,10 +14,10 @@ "execution_count": 1, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:08:25.409074Z", - "iopub.status.busy": "2024-09-02T05:08:25.409074Z", - "iopub.status.idle": "2024-09-02T05:08:26.428455Z", - "shell.execute_reply": "2024-09-02T05:08:26.428455Z" + "iopub.execute_input": "2024-09-04T10:55:38.131267Z", + "iopub.status.busy": "2024-09-04T10:55:38.131267Z", + "iopub.status.idle": "2024-09-04T10:55:39.194224Z", + "shell.execute_reply": "2024-09-04T10:55:39.192897Z" } }, "outputs": [], @@ -34,10 +34,10 @@ "execution_count": 2, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:08:26.433473Z", - "iopub.status.busy": "2024-09-02T05:08:26.433473Z", - "iopub.status.idle": "2024-09-02T05:08:26.444477Z", - "shell.execute_reply": "2024-09-02T05:08:26.444477Z" + "iopub.execute_input": "2024-09-04T10:55:39.194224Z", + "iopub.status.busy": "2024-09-04T10:55:39.194224Z", + "iopub.status.idle": "2024-09-04T10:55:39.210688Z", + "shell.execute_reply": "2024-09-04T10:55:39.210688Z" } }, "outputs": [], @@ -67,10 +67,10 @@ "execution_count": 3, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:08:26.449541Z", - "iopub.status.busy": "2024-09-02T05:08:26.449541Z", - "iopub.status.idle": "2024-09-02T05:08:26.470566Z", - "shell.execute_reply": "2024-09-02T05:08:26.470566Z" + "iopub.execute_input": "2024-09-04T10:55:39.210688Z", + "iopub.status.busy": "2024-09-04T10:55:39.210688Z", + "iopub.status.idle": "2024-09-04T10:55:39.236272Z", + "shell.execute_reply": "2024-09-04T10:55:39.236272Z" } }, "outputs": [ @@ -96,10 +96,10 @@ "execution_count": 4, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:08:26.470566Z", - "iopub.status.busy": "2024-09-02T05:08:26.470566Z", - "iopub.status.idle": "2024-09-02T05:08:26.497826Z", - "shell.execute_reply": "2024-09-02T05:08:26.497826Z" + "iopub.execute_input": "2024-09-04T10:55:39.240807Z", + "iopub.status.busy": "2024-09-04T10:55:39.240807Z", + "iopub.status.idle": "2024-09-04T10:55:39.269762Z", + "shell.execute_reply": "2024-09-04T10:55:39.269167Z" } }, "outputs": [], @@ -133,10 +133,10 @@ "execution_count": 5, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:08:26.497826Z", - "iopub.status.busy": "2024-09-02T05:08:26.497826Z", - "iopub.status.idle": "2024-09-02T05:08:26.546252Z", - "shell.execute_reply": "2024-09-02T05:08:26.544211Z" + "iopub.execute_input": "2024-09-04T10:55:39.272784Z", + "iopub.status.busy": "2024-09-04T10:55:39.272784Z", + "iopub.status.idle": "2024-09-04T10:55:39.299195Z", + "shell.execute_reply": "2024-09-04T10:55:39.299195Z" } }, "outputs": [ @@ -176,10 +176,10 @@ "execution_count": 6, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:08:26.546252Z", - "iopub.status.busy": "2024-09-02T05:08:26.546252Z", - "iopub.status.idle": "2024-09-02T05:08:26.571318Z", - "shell.execute_reply": "2024-09-02T05:08:26.571318Z" + "iopub.execute_input": "2024-09-04T10:55:39.305455Z", + "iopub.status.busy": "2024-09-04T10:55:39.305455Z", + "iopub.status.idle": "2024-09-04T10:55:39.318465Z", + "shell.execute_reply": "2024-09-04T10:55:39.318465Z" } }, "outputs": [], @@ -214,10 +214,10 @@ "execution_count": 7, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:08:26.571318Z", - "iopub.status.busy": "2024-09-02T05:08:26.571318Z", - "iopub.status.idle": "2024-09-02T05:08:26.597215Z", - "shell.execute_reply": "2024-09-02T05:08:26.597215Z" + "iopub.execute_input": "2024-09-04T10:55:39.321552Z", + "iopub.status.busy": "2024-09-04T10:55:39.321552Z", + "iopub.status.idle": "2024-09-04T10:55:39.345490Z", + "shell.execute_reply": "2024-09-04T10:55:39.345490Z" } }, "outputs": [], @@ -244,10 +244,10 @@ "execution_count": 8, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:08:26.601757Z", - "iopub.status.busy": "2024-09-02T05:08:26.601757Z", - "iopub.status.idle": "2024-09-02T05:08:26.637964Z", - "shell.execute_reply": "2024-09-02T05:08:26.637964Z" + "iopub.execute_input": "2024-09-04T10:55:39.345490Z", + "iopub.status.busy": "2024-09-04T10:55:39.345490Z", + "iopub.status.idle": "2024-09-04T10:55:39.379856Z", + "shell.execute_reply": "2024-09-04T10:55:39.379856Z" } }, "outputs": [ @@ -272,10 +272,10 @@ "execution_count": 9, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:08:26.637964Z", - "iopub.status.busy": "2024-09-02T05:08:26.637964Z", - "iopub.status.idle": "2024-09-02T05:08:26.668521Z", - "shell.execute_reply": "2024-09-02T05:08:26.667499Z" + "iopub.execute_input": "2024-09-04T10:55:39.383870Z", + "iopub.status.busy": "2024-09-04T10:55:39.383870Z", + "iopub.status.idle": "2024-09-04T10:55:39.408674Z", + "shell.execute_reply": "2024-09-04T10:55:39.408674Z" } }, "outputs": [], @@ -327,10 +327,10 @@ "execution_count": 10, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:08:26.668521Z", - "iopub.status.busy": "2024-09-02T05:08:26.668521Z", - "iopub.status.idle": "2024-09-02T05:08:26.759817Z", - "shell.execute_reply": "2024-09-02T05:08:26.759817Z" + "iopub.execute_input": "2024-09-04T10:55:39.415196Z", + "iopub.status.busy": "2024-09-04T10:55:39.415196Z", + "iopub.status.idle": "2024-09-04T10:55:39.495191Z", + "shell.execute_reply": "2024-09-04T10:55:39.495191Z" } }, "outputs": [ @@ -338,7 +338,14 @@ "name": "stdout", "output_type": "stream", "text": [ - "Data written to DATA/API/Holdings_data.json\n" + "Data written to DATA/API/Holdings_data.json" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n" ] } ], diff --git a/NOTEBOOKS/04_API_LAYER_ETL/02_ProfitLoss.ipynb b/NOTEBOOKS/04_API_LAYER_ETL/02_ProfitLoss.ipynb index fdec4dee..52feaeec 100644 --- a/NOTEBOOKS/04_API_LAYER_ETL/02_ProfitLoss.ipynb +++ b/NOTEBOOKS/04_API_LAYER_ETL/02_ProfitLoss.ipynb @@ -5,10 +5,10 @@ "execution_count": 1, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:08:29.827367Z", - "iopub.status.busy": "2024-09-02T05:08:29.827367Z", - "iopub.status.idle": "2024-09-02T05:08:31.159658Z", - "shell.execute_reply": "2024-09-02T05:08:31.159658Z" + "iopub.execute_input": "2024-09-04T10:55:43.196901Z", + "iopub.status.busy": "2024-09-04T10:55:43.195852Z", + "iopub.status.idle": "2024-09-04T10:55:44.743476Z", + "shell.execute_reply": "2024-09-04T10:55:44.741611Z" } }, "outputs": [], @@ -25,10 +25,10 @@ "execution_count": 2, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:08:31.161683Z", - "iopub.status.busy": "2024-09-02T05:08:31.161683Z", - "iopub.status.idle": "2024-09-02T05:08:31.250168Z", - "shell.execute_reply": "2024-09-02T05:08:31.250168Z" + "iopub.execute_input": "2024-09-04T10:55:44.744861Z", + "iopub.status.busy": "2024-09-04T10:55:44.744861Z", + "iopub.status.idle": "2024-09-04T10:55:44.929241Z", + "shell.execute_reply": "2024-09-04T10:55:44.928091Z" } }, "outputs": [ diff --git a/NOTEBOOKS/05_PRESENTATION_LAYER/01_Trands.ipynb b/NOTEBOOKS/05_PRESENTATION_LAYER/01_Trands.ipynb index 9d83045d..c98dd4e6 100644 --- a/NOTEBOOKS/05_PRESENTATION_LAYER/01_Trands.ipynb +++ b/NOTEBOOKS/05_PRESENTATION_LAYER/01_Trands.ipynb @@ -15,10 +15,10 @@ "title": "" }, "execution": { - "iopub.execute_input": "2024-09-02T05:08:34.832109Z", - "iopub.status.busy": "2024-09-02T05:08:34.832109Z", - "iopub.status.idle": "2024-09-02T05:08:36.441449Z", - "shell.execute_reply": "2024-09-02T05:08:36.439927Z" + "iopub.execute_input": "2024-09-04T10:55:49.729235Z", + "iopub.status.busy": "2024-09-04T10:55:49.729235Z", + "iopub.status.idle": "2024-09-04T10:55:51.826861Z", + "shell.execute_reply": "2024-09-04T10:55:51.826861Z" } }, "outputs": [], @@ -35,10 +35,10 @@ "execution_count": 2, "metadata": { "execution": { - "iopub.execute_input": "2024-09-02T05:08:36.441449Z", - "iopub.status.busy": "2024-09-02T05:08:36.441449Z", - "iopub.status.idle": "2024-09-02T05:08:36.455369Z", - "shell.execute_reply": "2024-09-02T05:08:36.454102Z" + "iopub.execute_input": "2024-09-04T10:55:51.832389Z", + "iopub.status.busy": "2024-09-04T10:55:51.832389Z", + "iopub.status.idle": "2024-09-04T10:55:51.841300Z", + "shell.execute_reply": "2024-09-04T10:55:51.839736Z" } }, "outputs": [], @@ -61,10 +61,10 @@ "title": "" }, "execution": { - "iopub.execute_input": "2024-09-02T05:08:36.457911Z", - "iopub.status.busy": "2024-09-02T05:08:36.457911Z", - "iopub.status.idle": "2024-09-02T05:08:36.525027Z", - "shell.execute_reply": "2024-09-02T05:08:36.525027Z" + "iopub.execute_input": "2024-09-04T10:55:51.841862Z", + "iopub.status.busy": "2024-09-04T10:55:51.841862Z", + "iopub.status.idle": "2024-09-04T10:55:51.893200Z", + "shell.execute_reply": "2024-09-04T10:55:51.892108Z" } }, "outputs": [ @@ -73,21 +73,21 @@ "output_type": "stream", "text": [ "\n", - "RangeIndex: 1596 entries, 0 to 1595\n", + "RangeIndex: 1598 entries, 0 to 1597\n", "Data columns (total 9 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", - " 0 date 1596 non-null datetime64[ns]\n", - " 1 holding_amount 1596 non-null float64 \n", - " 2 open_amount 1596 non-null float64 \n", - " 3 high_amount 1596 non-null float64 \n", - " 4 low_amount 1596 non-null float64 \n", - " 5 close_amount 1596 non-null float64 \n", - " 6 pnl_amount 1596 non-null float64 \n", - " 7 pnl_percentage 1596 non-null float64 \n", - " 8 ma30 1567 non-null float64 \n", + " 0 date 1598 non-null datetime64[ns]\n", + " 1 holding_amount 1598 non-null float64 \n", + " 2 open_amount 1598 non-null float64 \n", + " 3 high_amount 1598 non-null float64 \n", + " 4 low_amount 1598 non-null float64 \n", + " 5 close_amount 1598 non-null float64 \n", + " 6 pnl_amount 1598 non-null float64 \n", + " 7 pnl_percentage 1598 non-null float64 \n", + " 8 ma30 1569 non-null float64 \n", "dtypes: datetime64[ns](1), float64(8)\n", - "memory usage: 112.3 KB\n" + "memory usage: 112.5 KB\n" ] } ], @@ -143,16 +143,16 @@ "title": "" }, "execution": { - "iopub.execute_input": "2024-09-02T05:08:36.525027Z", - "iopub.status.busy": "2024-09-02T05:08:36.525027Z", - "iopub.status.idle": "2024-09-02T05:08:37.602059Z", - "shell.execute_reply": "2024-09-02T05:08:37.601054Z" + "iopub.execute_input": "2024-09-04T10:55:51.898593Z", + "iopub.status.busy": "2024-09-04T10:55:51.897578Z", + "iopub.status.idle": "2024-09-04T10:55:53.354714Z", + "shell.execute_reply": "2024-09-04T10:55:53.353157Z" } }, "outputs": [ { "data": { - "image/png": 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", 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", 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" ] @@ -221,16 +221,16 @@ "title": "" }, "execution": { - "iopub.execute_input": "2024-09-02T05:08:37.612872Z", - "iopub.status.busy": "2024-09-02T05:08:37.611793Z", - "iopub.status.idle": "2024-09-02T05:08:38.472946Z", - "shell.execute_reply": "2024-09-02T05:08:38.472946Z" + "iopub.execute_input": "2024-09-04T10:55:53.362233Z", + "iopub.status.busy": "2024-09-04T10:55:53.362233Z", + "iopub.status.idle": "2024-09-04T10:55:54.341714Z", + "shell.execute_reply": "2024-09-04T10:55:54.341714Z" } }, "outputs": [ { "data": { - "image/png": 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", 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", 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