From a7fb47b2a357598ef97305d8cd5e48289278cd10 Mon Sep 17 00:00:00 2001 From: PtPrashantTripathi Date: Fri, 4 Oct 2024 19:48:52 +0530 Subject: [PATCH] data updated 0.4.22 --- CONFIG/DATA_CONTRACTS/GOLD/Dividend.json | 2 +- DATA/API/current_holding_data.json | 62 +- DATA/API/dividend_data.json | 2 +- DATA/API/holding_trands_data.json | 42 +- DATA/API/profit_loss_data.json | 826 ++++++++++-------- DATA/BRONZE/StockData/BAJAJHFL_2024_10.csv | 3 +- DATA/BRONZE/StockData/IRCTC_2024_10.csv | 3 +- DATA/BRONZE/StockData/KPITTECH_2024_10.csv | 3 +- DATA/BRONZE/StockData/TATAMOTORS_2024_10.csv | 3 +- DATA/BRONZE/StockData/TATAPOWER_2024_10.csv | 3 +- DATA/BRONZE/TradeHistory/trade_2425.csv | 11 + DATA/GOLD/Holding/Holding_data.csv | 15 +- DATA/GOLD/ProfitLoss/ProfitLoss_data.csv | 98 ++- DATA/SILVER/StockPrice/StockPrice_data.csv | 15 +- .../SILVER/TradeHistory/TradeHistory_data.csv | 89 +- DATA/SOURCE/Holding/Holding_data.csv | 14 +- DATA/SOURCE/TradeHistory/trade_2425.xlsx | Bin 34428 -> 35323 bytes .../01_BRONZE_LAYER_ETL/02_StockData.ipynb | 164 ++-- NOTEBOOKS/01_BRONZE_LAYER_ETL/03_Symbol.ipynb | 40 +- NOTEBOOKS/02_SILVER_LAYER_ETL/01_Symbol.ipynb | 48 +- .../02_SILVER_LAYER_ETL/02_TradeHistory.ipynb | 88 +- .../02_SILVER_LAYER_ETL/03_StockPrice.ipynb | 134 ++- .../02_SILVER_LAYER_ETL/04_StockEvents.ipynb | 138 +-- NOTEBOOKS/03_GOLD_LAYER_ETL/01_Holding.ipynb | 164 ++-- .../03_GOLD_LAYER_ETL/02_ProfitLoss.ipynb | 106 +-- NOTEBOOKS/03_GOLD_LAYER_ETL/03_Dividend.ipynb | 92 +- NOTEBOOKS/04_API_LAYER_ETL/01_API.ipynb | 82 +- .../05_PRESENTATION_LAYER/01_Trands.ipynb | 73 +- PIPELINE/all_runner.sh | 8 +- StockETL/globalpath/__init__.py | 3 +- StockETL/version.py | 2 +- pyproject.toml | 2 +- requirements.txt | 2 +- 33 files changed, 1301 insertions(+), 1036 deletions(-) diff --git a/CONFIG/DATA_CONTRACTS/GOLD/Dividend.json b/CONFIG/DATA_CONTRACTS/GOLD/Dividend.json index b067122a..7f0cf917 100644 --- a/CONFIG/DATA_CONTRACTS/GOLD/Dividend.json +++ b/CONFIG/DATA_CONTRACTS/GOLD/Dividend.json @@ -21,4 +21,4 @@ "data_type": "float64" } ] -} \ No newline at end of file +} diff --git a/DATA/API/current_holding_data.json b/DATA/API/current_holding_data.json index 6b5a67fb..d857a078 100644 --- a/DATA/API/current_holding_data.json +++ b/DATA/API/current_holding_data.json @@ -25,9 +25,9 @@ "quantity": 3.0, "price": 896.2, "amount": 2688.6, - "close_price": 886.4, - "close_amount": 2659.2, - "pnl_amount": -29.4 + "close_price": 872.75, + "close_amount": 2618.25, + "pnl_amount": -70.35 }, { "scrip_name": "KPIT TECHNOLOGIES LTD", @@ -39,9 +39,9 @@ "quantity": 2.0, "price": 1500.0, "amount": 3000.0, - "close_price": 1676.05, - "close_amount": 3352.1, - "pnl_amount": 352.1 + "close_price": 1691.25, + "close_amount": 3382.5, + "pnl_amount": 382.5 }, { "scrip_name": "TATA MOTORS", @@ -53,9 +53,9 @@ "quantity": 14.0, "price": 75.1, "amount": 1051.4, - "close_price": 925.7, - "close_amount": 12959.8, - "pnl_amount": 11908.4 + "close_price": 930.75, + "close_amount": 13030.5, + "pnl_amount": 11979.1 }, { "scrip_name": "TATA MOTORS", @@ -67,9 +67,9 @@ "quantity": 5.0, "price": 83.8, "amount": 419.0, - "close_price": 925.7, - "close_amount": 4628.5, - "pnl_amount": 4209.5 + "close_price": 930.75, + "close_amount": 4653.75, + "pnl_amount": 4234.75 }, { "scrip_name": "TATA MOTORS", @@ -81,9 +81,9 @@ "quantity": 15.0, "price": 104.0, "amount": 1560.0, - "close_price": 925.7, - "close_amount": 13885.5, - "pnl_amount": 12325.5 + "close_price": 930.75, + "close_amount": 13961.25, + "pnl_amount": 12401.25 }, { "scrip_name": "TATA MOTORS", @@ -95,9 +95,9 @@ "quantity": 26.0, "price": 295.0, "amount": 7670.0, - "close_price": 925.7, - "close_amount": 24068.2, - "pnl_amount": 16398.2 + "close_price": 930.75, + "close_amount": 24199.5, + "pnl_amount": 16529.5 }, { "scrip_name": "TATA MOTORS", @@ -109,9 +109,9 @@ "quantity": 40.0, "price": 385.0, "amount": 15400.0, - "close_price": 925.7, - "close_amount": 37028.0, - "pnl_amount": 21628.0 + "close_price": 930.75, + "close_amount": 37230.0, + "pnl_amount": 21830.0 }, { "scrip_name": "TATA POWER", @@ -123,9 +123,9 @@ "quantity": 53.0, "price": 90.0, "amount": 4770.0, - "close_price": 471.8, - "close_amount": 25005.4, - "pnl_amount": 20235.4 + "close_price": 466.65, + "close_amount": 24732.45, + "pnl_amount": 19962.45 }, { "scrip_name": "TATA POWER", @@ -137,9 +137,9 @@ "quantity": 33.0, "price": 90.0, "amount": 2970.0, - "close_price": 471.8, - "close_amount": 15569.4, - "pnl_amount": 12599.4 + "close_price": 466.65, + "close_amount": 15399.45, + "pnl_amount": 12429.45 }, { "scrip_name": "TATA POWER", @@ -151,9 +151,9 @@ "quantity": 64.0, "price": 224.75, "amount": 14384.0, - "close_price": 471.8, - "close_amount": 30195.2, - "pnl_amount": 15811.2 + "close_price": 466.65, + "close_amount": 29865.6, + "pnl_amount": 15481.6 }, { "scrip_name": "MIRAE ASSET TAX SAVER FUND - D", @@ -268,4 +268,4 @@ "pnl_amount": 18.66 } ] -} \ No newline at end of file +} diff --git a/DATA/API/dividend_data.json b/DATA/API/dividend_data.json index 0c4d9470..3ec24f83 100644 --- a/DATA/API/dividend_data.json +++ b/DATA/API/dividend_data.json @@ -114,4 +114,4 @@ "dividend_amount": 12.0 } ] -} \ No newline at end of file +} diff --git a/DATA/API/holding_trands_data.json b/DATA/API/holding_trands_data.json index f0337077..8703d788 100644 --- a/DATA/API/holding_trands_data.json +++ b/DATA/API/holding_trands_data.json @@ -6019,34 +6019,34 @@ }, { "date": "2022-05-13", - "open": 107490.57, - "high": 111796.31, - "low": 105966.06, - "close": 108131.38, + "open": 107503.67, + "high": 111764.51, + "low": 105973.46, + "close": 108161.78, "holding": 102405.4 }, { "date": "2022-05-14", - "open": 107490.57, - "high": 111796.31, - "low": 105966.06, - "close": 108131.38, + "open": 107503.67, + "high": 111764.51, + "low": 105973.46, + "close": 108161.78, "holding": 102405.4 }, { "date": "2022-05-15", - "open": 107490.57, - "high": 111796.31, - "low": 105966.06, - "close": 108131.38, + "open": 107503.67, + "high": 111764.51, + "low": 105973.46, + "close": 108161.78, "holding": 102405.4 }, { "date": "2022-05-16", - "open": 109376.41, - "high": 110178.3, - "low": 106643.87, - "close": 108972.53, + "open": 109389.51, + "high": 110146.5, + "low": 106651.27, + "close": 109002.93, "holding": 102405.4 }, { @@ -13016,6 +13016,14 @@ "low": 208475.04, "close": 210143.36, "holding": 76895.36 + }, + { + "date": "2024-10-04", + "open": 210931.06, + "high": 213629.56, + "low": 207281.51, + "close": 209865.31, + "holding": 76895.36 } ] -} \ No newline at end of file +} diff --git a/DATA/API/profit_loss_data.json b/DATA/API/profit_loss_data.json index a69f0fd5..d7763bb1 100644 --- a/DATA/API/profit_loss_data.json +++ b/DATA/API/profit_loss_data.json @@ -439,16 +439,34 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-CE-23500-27JUN2024", "position": "LONG", - "quantity": 75.0, + "quantity": 50.0, + "open_datetime": "2024-06-21 12:52:27", + "open_side": "BUY", + "open_price": 125.0, + "open_amount": 6250.0, + "close_datetime": "2024-06-21 13:56:13", + "close_side": "SELL", + "close_price": 151.0, + "close_amount": 7550.0, + "pnl_amount": 1300.0, + "pnl_percentage": 20.8 + }, + { + "exchange": "FON", + "segment": "FO", + "symbol": "NIFTY", + "scrip_name": "NIFTY-CE-23500-27JUN2024", + "position": "LONG", + "quantity": 25.0, "open_datetime": "2024-06-21 12:52:27", "open_side": "BUY", "open_price": 125.0, - "open_amount": 9375.0, + "open_amount": 3125.0, "close_datetime": "2024-06-21 13:56:13", "close_side": "SELL", "close_price": 151.0, - "close_amount": 11325.0, - "pnl_amount": 1950.0, + "close_amount": 3775.0, + "pnl_amount": 650.0, "pnl_percentage": 20.8 }, { @@ -565,34 +583,16 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-CE-23650-20JUN2024", "position": "LONG", - "quantity": 25.0, - "open_datetime": "2024-06-20 10:28:21", - "open_side": "BUY", - "open_price": 14.75, - "open_amount": 368.75, - "close_datetime": "2024-06-20 12:28:31", - "close_side": "SELL", - "close_price": 6.0, - "close_amount": 150.0, - "pnl_amount": -218.75, - "pnl_percentage": -59.32 - }, - { - "exchange": "FON", - "segment": "FO", - "symbol": "NIFTY", - "scrip_name": "NIFTY-CE-23650-20JUN2024", - "position": "LONG", - "quantity": 50.0, + "quantity": 75.0, "open_datetime": "2024-06-20 10:28:21", "open_side": "BUY", "open_price": 14.75, - "open_amount": 737.5, + "open_amount": 1106.25, "close_datetime": "2024-06-20 12:28:31", "close_side": "SELL", "close_price": 6.0, - "close_amount": 300.0, - "pnl_amount": -437.5, + "close_amount": 450.0, + "pnl_amount": -656.25, "pnl_percentage": -59.32 }, { @@ -619,16 +619,16 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-CE-23800-27JUN2024", "position": "LONG", - "quantity": 25.0, + "quantity": 50.0, "open_datetime": "2024-06-26 13:32:12", "open_side": "BUY", "open_price": 109.1, - "open_amount": 2727.5, + "open_amount": 5455.0, "close_datetime": "2024-06-26 13:58:40", "close_side": "SELL", "close_price": 121.0, - "close_amount": 3025.0, - "pnl_amount": 297.5, + "close_amount": 6050.0, + "pnl_amount": 595.0, "pnl_percentage": 10.91 }, { @@ -655,16 +655,16 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-CE-23800-27JUN2024", "position": "LONG", - "quantity": 50.0, + "quantity": 25.0, "open_datetime": "2024-06-26 13:32:12", "open_side": "BUY", "open_price": 109.1, - "open_amount": 5455.0, + "open_amount": 2727.5, "close_datetime": "2024-06-26 13:58:40", "close_side": "SELL", "close_price": 121.0, - "close_amount": 6050.0, - "pnl_amount": 595.0, + "close_amount": 3025.0, + "pnl_amount": 297.5, "pnl_percentage": 10.91 }, { @@ -763,17 +763,17 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-CE-24050-04JUL2024", "position": "LONG", - "quantity": 75.0, + "quantity": 25.0, "open_datetime": "2024-07-01 11:31:03", "open_side": "BUY", "open_price": 182.85, - "open_amount": 13713.75, + "open_amount": 4571.25, "close_datetime": "2024-07-01 13:45:26", "close_side": "SELL", - "close_price": 191.65, - "close_amount": 14373.75, - "pnl_amount": 660.0, - "pnl_percentage": 4.81 + "close_price": 191.7, + "close_amount": 4792.5, + "pnl_amount": 221.25, + "pnl_percentage": 4.84 }, { "exchange": "FON", @@ -781,17 +781,17 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-CE-24050-04JUL2024", "position": "LONG", - "quantity": 25.0, + "quantity": 75.0, "open_datetime": "2024-07-01 11:31:03", "open_side": "BUY", "open_price": 182.85, - "open_amount": 4571.25, + "open_amount": 13713.75, "close_datetime": "2024-07-01 13:45:26", "close_side": "SELL", - "close_price": 191.7, - "close_amount": 4792.5, - "pnl_amount": 221.25, - "pnl_percentage": 4.84 + "close_price": 191.65, + "close_amount": 14373.75, + "pnl_amount": 660.0, + "pnl_percentage": 4.81 }, { "exchange": "FON", @@ -835,17 +835,17 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-CE-24100-11JUL2024", "position": "LONG", - "quantity": 25.0, + "quantity": 75.0, "open_datetime": "2024-07-10 11:46:04", "open_side": "BUY", "open_price": 167.0, - "open_amount": 4175.0, + "open_amount": 12525.0, "close_datetime": "2024-07-10 12:11:22", "close_side": "SELL", - "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 }, { "exchange": "FON", @@ -853,17 +853,17 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-CE-24100-11JUL2024", "position": "LONG", - "quantity": 75.0, + "quantity": 25.0, "open_datetime": "2024-07-10 11:46:04", "open_side": "BUY", "open_price": 167.0, - "open_amount": 12525.0, + "open_amount": 4175.0, "close_datetime": "2024-07-10 12:11:22", "close_side": "SELL", - "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 }, { "exchange": "FON", @@ -907,16 +907,16 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-CE-24250-11JUL2024", "position": "LONG", - "quantity": 50.0, + "quantity": 25.0, "open_datetime": "2024-07-05 12:36:40", "open_side": "BUY", "open_price": 162.6, - "open_amount": 8130.0, + "open_amount": 4065.0, "close_datetime": "2024-07-05 15:12:21", "close_side": "SELL", "close_price": 185.0, - "close_amount": 9250.0, - "pnl_amount": 1120.0, + "close_amount": 4625.0, + "pnl_amount": 560.0, "pnl_percentage": 13.78 }, { @@ -925,16 +925,16 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-CE-24250-11JUL2024", "position": "LONG", - "quantity": 25.0, + "quantity": 50.0, "open_datetime": "2024-07-05 12:36:40", "open_side": "BUY", "open_price": 162.6, - "open_amount": 4065.0, + "open_amount": 8130.0, "close_datetime": "2024-07-05 15:12:21", "close_side": "SELL", "close_price": 185.0, - "close_amount": 4625.0, - "pnl_amount": 560.0, + "close_amount": 9250.0, + "pnl_amount": 1120.0, "pnl_percentage": 13.78 }, { @@ -1015,17 +1015,17 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-CE-24300-11JUL2024", "position": "LONG", - "quantity": 50.0, + "quantity": 25.0, "open_datetime": "2024-07-09 10:19:25", "open_side": "BUY", "open_price": 140.0, - "open_amount": 7000.0, + "open_amount": 3500.0, "close_datetime": "2024-07-09 10:20:55", "close_side": "SELL", - "close_price": 137.55, - "close_amount": 6877.5, - "pnl_amount": -122.5, - "pnl_percentage": -1.75 + "close_price": 137.45, + "close_amount": 3436.25, + "pnl_amount": -63.75, + "pnl_percentage": -1.82 }, { "exchange": "FON", @@ -1033,17 +1033,17 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-CE-24300-11JUL2024", "position": "LONG", - "quantity": 25.0, + "quantity": 50.0, "open_datetime": "2024-07-09 10:19:25", "open_side": "BUY", "open_price": 140.0, - "open_amount": 3500.0, + "open_amount": 7000.0, "close_datetime": "2024-07-09 10:20:55", "close_side": "SELL", - "close_price": 137.45, - "close_amount": 3436.25, - "pnl_amount": -63.75, - "pnl_percentage": -1.82 + "close_price": 137.55, + "close_amount": 6877.5, + "pnl_amount": -122.5, + "pnl_percentage": -1.75 }, { "exchange": "FON", @@ -1087,16 +1087,16 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-CE-24350-11JUL2024", "position": "LONG", - "quantity": 25.0, + "quantity": 50.0, "open_datetime": "2024-07-11 09:16:44", "open_side": "BUY", "open_price": 59.75, - "open_amount": 1493.75, + "open_amount": 2987.5, "close_datetime": "2024-07-11 10:13:20", "close_side": "SELL", "close_price": 21.35, - "close_amount": 533.75, - "pnl_amount": -960.0, + "close_amount": 1067.5, + "pnl_amount": -1920.0, "pnl_percentage": -64.27 }, { @@ -1105,16 +1105,16 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-CE-24350-11JUL2024", "position": "LONG", - "quantity": 50.0, + "quantity": 25.0, "open_datetime": "2024-07-11 09:16:44", "open_side": "BUY", "open_price": 59.75, - "open_amount": 2987.5, + "open_amount": 1493.75, "close_datetime": "2024-07-11 10:13:20", "close_side": "SELL", "close_price": 21.35, - "close_amount": 1067.5, - "pnl_amount": -1920.0, + "close_amount": 533.75, + "pnl_amount": -960.0, "pnl_percentage": -64.27 }, { @@ -1177,16 +1177,16 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-CE-24400-11JUL2024", "position": "LONG", - "quantity": 100.0, + "quantity": 50.0, "open_datetime": "2024-07-09 12:44:04", "open_side": "BUY", "open_price": 89.0, - "open_amount": 8900.0, + "open_amount": 4450.0, "close_datetime": "2024-07-09 13:17:26", "close_side": "SELL", "close_price": 117.1, - "close_amount": 11710.0, - "pnl_amount": 2810.0, + "close_amount": 5855.0, + "pnl_amount": 1405.0, "pnl_percentage": 31.57 }, { @@ -1195,16 +1195,16 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-CE-24400-11JUL2024", "position": "LONG", - "quantity": 25.0, + "quantity": 75.0, "open_datetime": "2024-07-09 12:44:04", "open_side": "BUY", "open_price": 89.0, - "open_amount": 2225.0, + "open_amount": 6675.0, "close_datetime": "2024-07-09 13:17:26", "close_side": "SELL", "close_price": 117.1, - "close_amount": 2927.5, - "pnl_amount": 702.5, + "close_amount": 8782.5, + "pnl_amount": 2107.5, "pnl_percentage": 31.57 }, { @@ -1274,10 +1274,10 @@ "open_amount": 5133.75, "close_datetime": "2024-07-23 12:22:03", "close_side": "SELL", - "close_price": 108.9, - "close_amount": 2722.5, - "pnl_amount": -2411.25, - "pnl_percentage": -46.97 + "close_price": 108.95, + "close_amount": 2723.75, + "pnl_amount": -2410.0, + "pnl_percentage": -46.94 }, { "exchange": "FON", @@ -1292,10 +1292,10 @@ "open_amount": 5133.75, "close_datetime": "2024-07-23 12:22:03", "close_side": "SELL", - "close_price": 108.95, - "close_amount": 2723.75, - "pnl_amount": -2410.0, - "pnl_percentage": -46.94 + "close_price": 108.9, + "close_amount": 2722.5, + "pnl_amount": -2411.25, + "pnl_percentage": -46.97 }, { "exchange": "FON", @@ -1706,10 +1706,28 @@ "open_amount": 1871.25, "close_datetime": "2024-09-12 13:05:45", "close_side": "SELL", - "close_price": 90.4, - "close_amount": 2260.0, - "pnl_amount": 388.75, - "pnl_percentage": 20.77 + "close_price": 90.5, + "close_amount": 2262.5, + "pnl_amount": 391.25, + "pnl_percentage": 20.91 + }, + { + "exchange": "FON", + "segment": "FO", + "symbol": "NIFTY", + "scrip_name": "NIFTY-CE-24950-12SEP2024", + "position": "LONG", + "quantity": 25.0, + "open_datetime": "2024-09-12 12:06:44", + "open_side": "BUY", + "open_price": 74.85, + "open_amount": 1871.25, + "close_datetime": "2024-09-12 13:05:45", + "close_side": "SELL", + "close_price": 90.5, + "close_amount": 2262.5, + "pnl_amount": 391.25, + "pnl_percentage": 20.91 }, { "exchange": "FON", @@ -1735,17 +1753,17 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-CE-24950-12SEP2024", "position": "LONG", - "quantity": 50.0, + "quantity": 25.0, "open_datetime": "2024-09-12 12:06:44", "open_side": "BUY", "open_price": 74.85, - "open_amount": 3742.5, + "open_amount": 1871.25, "close_datetime": "2024-09-12 13:05:45", "close_side": "SELL", - "close_price": 90.5, - "close_amount": 4525.0, - "pnl_amount": 782.5, - "pnl_percentage": 20.91 + "close_price": 90.4, + "close_amount": 2260.0, + "pnl_amount": 388.75, + "pnl_percentage": 20.77 }, { "exchange": "FON", @@ -1771,16 +1789,16 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-CE-25000-01AUG2024", "position": "LONG", - "quantity": 25.0, + "quantity": 75.0, "open_datetime": "2024-08-01 14:35:26", "open_side": "BUY", "open_price": 7.0, - "open_amount": 175.0, + "open_amount": 525.0, "close_datetime": "2024-08-01 15:20:10", "close_side": "SELL", "close_price": 12.8, - "close_amount": 320.0, - "pnl_amount": 145.0, + "close_amount": 960.0, + "pnl_amount": 435.0, "pnl_percentage": 82.86 }, { @@ -1789,16 +1807,16 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-CE-25000-01AUG2024", "position": "LONG", - "quantity": 75.0, + "quantity": 25.0, "open_datetime": "2024-08-01 14:35:26", "open_side": "BUY", "open_price": 7.0, - "open_amount": 525.0, + "open_amount": 175.0, "close_datetime": "2024-08-01 15:20:10", "close_side": "SELL", "close_price": 12.8, - "close_amount": 960.0, - "pnl_amount": 435.0, + "close_amount": 320.0, + "pnl_amount": 145.0, "pnl_percentage": 82.86 }, { @@ -1868,10 +1886,10 @@ "open_amount": 1875.0, "close_datetime": "2024-09-12 09:31:24", "close_side": "SELL", - "close_price": 80.75, - "close_amount": 2018.75, - "pnl_amount": 143.75, - "pnl_percentage": 7.67 + "close_price": 80.8, + "close_amount": 2020.0, + "pnl_amount": 145.0, + "pnl_percentage": 7.73 }, { "exchange": "FON", @@ -1904,10 +1922,10 @@ "open_amount": 1875.0, "close_datetime": "2024-09-12 09:31:24", "close_side": "SELL", - "close_price": 80.8, - "close_amount": 2020.0, - "pnl_amount": 145.0, - "pnl_percentage": 7.73 + "close_price": 80.75, + "close_amount": 2018.75, + "pnl_amount": 143.75, + "pnl_percentage": 7.67 }, { "exchange": "FON", @@ -1987,16 +2005,16 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-CE-25150-05SEP2024", "position": "LONG", - "quantity": 975.0, + "quantity": 150.0, "open_datetime": "2024-09-05 15:20:06", "open_side": "BUY", "open_price": 0.35, - "open_amount": 341.25, + "open_amount": 52.5, "close_datetime": "2024-09-05 15:29:52", "close_side": "SELL", "close_price": 0.05, - "close_amount": 48.75, - "pnl_amount": -292.5, + "close_amount": 7.5, + "pnl_amount": -45.0, "pnl_percentage": -85.71 }, { @@ -2005,17 +2023,17 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-CE-25150-05SEP2024", "position": "LONG", - "quantity": 325.0, + "quantity": 50.0, "open_datetime": "2024-09-05 15:20:06", "open_side": "BUY", "open_price": 0.35, - "open_amount": 113.75, + "open_amount": 17.5, "close_datetime": "2024-09-05 15:29:52", "close_side": "SELL", "close_price": 0.05, - "close_amount": 16.25, - "pnl_amount": -97.5, - "pnl_percentage": -85.71 + "close_amount": 2.5, + "pnl_amount": -15.0, + "pnl_percentage": -85.71 }, { "exchange": "FON", @@ -2023,16 +2041,16 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-CE-25150-05SEP2024", "position": "LONG", - "quantity": 50.0, + "quantity": 775.0, "open_datetime": "2024-09-05 15:20:06", "open_side": "BUY", "open_price": 0.35, - "open_amount": 17.5, + "open_amount": 271.25, "close_datetime": "2024-09-05 15:29:52", "close_side": "SELL", "close_price": 0.05, - "close_amount": 2.5, - "pnl_amount": -15.0, + "close_amount": 38.75, + "pnl_amount": -232.5, "pnl_percentage": -85.71 }, { @@ -2041,16 +2059,16 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-CE-25150-05SEP2024", "position": "LONG", - "quantity": 150.0, + "quantity": 525.0, "open_datetime": "2024-09-05 15:20:06", "open_side": "BUY", "open_price": 0.35, - "open_amount": 52.5, + "open_amount": 183.75, "close_datetime": "2024-09-05 15:29:52", "close_side": "SELL", "close_price": 0.05, - "close_amount": 7.5, - "pnl_amount": -45.0, + "close_amount": 26.25, + "pnl_amount": -157.5, "pnl_percentage": -85.71 }, { @@ -2113,16 +2131,16 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-CE-25300-05SEP2024", "position": "LONG", - "quantity": 25.0, + "quantity": 50.0, "open_datetime": "2024-09-03 14:58:30", "open_side": "BUY", "open_price": 86.85, - "open_amount": 2171.25, + "open_amount": 4342.5, "close_datetime": "2024-09-03 15:02:08", "close_side": "SELL", "close_price": 84.25, - "close_amount": 2106.25, - "pnl_amount": -65.0, + "close_amount": 4212.5, + "pnl_amount": -130.0, "pnl_percentage": -2.99 }, { @@ -2131,16 +2149,16 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-CE-25300-05SEP2024", "position": "LONG", - "quantity": 50.0, + "quantity": 25.0, "open_datetime": "2024-09-03 14:58:30", "open_side": "BUY", "open_price": 86.85, - "open_amount": 4342.5, + "open_amount": 2171.25, "close_datetime": "2024-09-03 15:02:08", "close_side": "SELL", "close_price": 84.25, - "close_amount": 4212.5, - "pnl_amount": -130.0, + "close_amount": 2106.25, + "pnl_amount": -65.0, "pnl_percentage": -2.99 }, { @@ -2203,17 +2221,17 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-CE-25500-19SEP2024", "position": "LONG", - "quantity": 100.0, + "quantity": 25.0, "open_datetime": "2024-09-16 15:14:20", "open_side": "BUY", "open_price": 65.0, - "open_amount": 6500.0, + "open_amount": 1625.0, "close_datetime": "2024-09-19 09:46:38", "close_side": "SELL", - "close_price": 118.95, - "close_amount": 11895.0, - "pnl_amount": 5395.0, - "pnl_percentage": 83.0 + "close_price": 118.75, + "close_amount": 2968.75, + "pnl_amount": 1343.75, + "pnl_percentage": 82.69 }, { "exchange": "FON", @@ -2221,17 +2239,17 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-CE-25500-19SEP2024", "position": "LONG", - "quantity": 50.0, - "open_datetime": "2024-09-18 10:48:57", + "quantity": 75.0, + "open_datetime": "2024-09-16 15:14:20", "open_side": "BUY", - "open_price": 80.0, - "open_amount": 4000.0, + "open_price": 65.0, + "open_amount": 4875.0, "close_datetime": "2024-09-19 09:46:38", "close_side": "SELL", "close_price": 118.95, - "close_amount": 5947.5, - "pnl_amount": 1947.5, - "pnl_percentage": 48.69 + "close_amount": 8921.25, + "pnl_amount": 4046.25, + "pnl_percentage": 83.0 }, { "exchange": "FON", @@ -2239,17 +2257,17 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-CE-25500-19SEP2024", "position": "LONG", - "quantity": 25.0, + "quantity": 75.0, "open_datetime": "2024-09-18 10:48:57", "open_side": "BUY", "open_price": 80.0, - "open_amount": 2000.0, + "open_amount": 6000.0, "close_datetime": "2024-09-19 09:46:38", "close_side": "SELL", - "close_price": 118.75, - "close_amount": 2968.75, - "pnl_amount": 968.75, - "pnl_percentage": 48.44 + "close_price": 118.95, + "close_amount": 8921.25, + "pnl_amount": 2921.25, + "pnl_percentage": 48.69 }, { "exchange": "FON", @@ -2293,16 +2311,16 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-CE-26000-26SEP2024", "position": "LONG", - "quantity": 25.0, + "quantity": 50.0, "open_datetime": "2024-09-24 09:56:31", "open_side": "BUY", "open_price": 99.25, - "open_amount": 2481.25, + "open_amount": 4962.5, "close_datetime": "2024-09-24 10:03:40", "close_side": "SELL", "close_price": 94.9, - "close_amount": 2372.5, - "pnl_amount": -108.75, + "close_amount": 4745.0, + "pnl_amount": -217.5, "pnl_percentage": -4.38 }, { @@ -2311,16 +2329,16 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-CE-26000-26SEP2024", "position": "LONG", - "quantity": 50.0, + "quantity": 25.0, "open_datetime": "2024-09-24 09:56:31", "open_side": "BUY", "open_price": 99.25, - "open_amount": 4962.5, + "open_amount": 2481.25, "close_datetime": "2024-09-24 10:03:40", "close_side": "SELL", "close_price": 94.9, - "close_amount": 4745.0, - "pnl_amount": -217.5, + "close_amount": 2372.5, + "pnl_amount": -108.75, "pnl_percentage": -4.38 }, { @@ -2476,14 +2494,14 @@ "quantity": 25.0, "open_datetime": "2024-06-24 11:39:16", "open_side": "BUY", - "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_side": "SELL", "close_price": 140.95, "close_amount": 3523.75, - "pnl_amount": 83.75, - "pnl_percentage": 2.43 + "pnl_amount": 81.25, + "pnl_percentage": 2.36 }, { "exchange": "FON", @@ -2494,14 +2512,14 @@ "quantity": 25.0, "open_datetime": "2024-06-24 11:39:16", "open_side": "BUY", - "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_side": "SELL", "close_price": 140.95, "close_amount": 3523.75, - "pnl_amount": 81.25, - "pnl_percentage": 2.36 + "pnl_amount": 83.75, + "pnl_percentage": 2.43 }, { "exchange": "FON", @@ -2851,16 +2869,16 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-PE-24350-11JUL2024", "position": "LONG", - "quantity": 25.0, + "quantity": 75.0, "open_datetime": "2024-07-09 10:23:03", "open_side": "BUY", "open_price": 80.3, - "open_amount": 2007.5, + "open_amount": 6022.5, "close_datetime": "2024-07-09 10:23:04", "close_side": "SELL", "close_price": 80.55, - "close_amount": 2013.75, - "pnl_amount": 6.25, + "close_amount": 6041.25, + "pnl_amount": 18.75, "pnl_percentage": 0.31 }, { @@ -2869,16 +2887,16 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-PE-24350-11JUL2024", "position": "LONG", - "quantity": 75.0, + "quantity": 25.0, "open_datetime": "2024-07-09 10:23:03", "open_side": "BUY", "open_price": 80.3, - "open_amount": 6022.5, + "open_amount": 2007.5, "close_datetime": "2024-07-09 10:23:04", "close_side": "SELL", "close_price": 80.55, - "close_amount": 6041.25, - "pnl_amount": 18.75, + "close_amount": 2013.75, + "pnl_amount": 6.25, "pnl_percentage": 0.31 }, { @@ -2905,16 +2923,16 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-PE-24450-01AUG2024", "position": "LONG", - "quantity": 25.0, + "quantity": 50.0, "open_datetime": "2024-07-29 11:00:02", "open_side": "BUY", "open_price": 12.0, - "open_amount": 300.0, + "open_amount": 600.0, "close_datetime": "2024-07-29 11:42:42", "close_side": "SELL", "close_price": 10.45, - "close_amount": 261.25, - "pnl_amount": -38.75, + "close_amount": 522.5, + "pnl_amount": -77.5, "pnl_percentage": -12.92 }, { @@ -2923,16 +2941,16 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-PE-24450-01AUG2024", "position": "LONG", - "quantity": 50.0, + "quantity": 25.0, "open_datetime": "2024-07-29 11:00:02", "open_side": "BUY", "open_price": 12.0, - "open_amount": 600.0, + "open_amount": 300.0, "close_datetime": "2024-07-29 11:42:42", "close_side": "SELL", "close_price": 10.45, - "close_amount": 522.5, - "pnl_amount": -77.5, + "close_amount": 261.25, + "pnl_amount": -38.75, "pnl_percentage": -12.92 }, { @@ -3121,17 +3139,17 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-PE-24900-01AUG2024", "position": "LONG", - "quantity": 25.0, + "quantity": 50.0, "open_datetime": "2024-07-29 10:38:24", "open_side": "BUY", "open_price": 125.0, - "open_amount": 3125.0, + "open_amount": 6250.0, "close_datetime": "2024-07-29 11:23:25", "close_side": "SELL", - "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 }, { "exchange": "FON", @@ -3139,17 +3157,17 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-PE-24900-01AUG2024", "position": "LONG", - "quantity": 50.0, + "quantity": 25.0, "open_datetime": "2024-07-29 10:38:24", "open_side": "BUY", "open_price": 125.0, - "open_amount": 6250.0, + "open_amount": 3125.0, "close_datetime": "2024-07-29 11:23:25", "close_side": "SELL", - "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 }, { "exchange": "FON", @@ -3265,16 +3283,16 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-PE-25100-12SEP2024", "position": "LONG", - "quantity": 50.0, + "quantity": 25.0, "open_datetime": "2024-09-11 11:45:23", "open_side": "BUY", "open_price": 100.0, - "open_amount": 5000.0, + "open_amount": 2500.0, "close_datetime": "2024-09-11 13:02:05", "close_side": "SELL", "close_price": 104.2, - "close_amount": 5210.0, - "pnl_amount": 210.0, + "close_amount": 2605.0, + "pnl_amount": 105.0, "pnl_percentage": 4.2 }, { @@ -3283,16 +3301,16 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-PE-25100-12SEP2024", "position": "LONG", - "quantity": 25.0, + "quantity": 50.0, "open_datetime": "2024-09-11 11:45:23", "open_side": "BUY", "open_price": 100.0, - "open_amount": 2500.0, + "open_amount": 5000.0, "close_datetime": "2024-09-11 13:02:05", "close_side": "SELL", "close_price": 104.2, - "close_amount": 2605.0, - "pnl_amount": 105.0, + "close_amount": 5210.0, + "pnl_amount": 210.0, "pnl_percentage": 4.2 }, { @@ -3331,6 +3349,24 @@ "pnl_amount": 416.25, "pnl_percentage": 176.19 }, + { + "exchange": "FON", + "segment": "FO", + "symbol": "NIFTY", + "scrip_name": "NIFTY-PE-25150-29AUG2024", + "position": "LONG", + "quantity": 100.0, + "open_datetime": "2024-08-29 15:18:38", + "open_side": "BUY", + "open_price": 3.15, + "open_amount": 315.0, + "close_datetime": "2024-08-29 15:19:47", + "close_side": "SELL", + "close_price": 8.7, + "close_amount": 870.0, + "pnl_amount": 555.0, + "pnl_percentage": 176.19 + }, { "exchange": "FON", "segment": "FO", @@ -3391,16 +3427,16 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-PE-25150-29AUG2024", "position": "LONG", - "quantity": 75.0, + "quantity": 100.0, "open_datetime": "2024-08-29 15:18:38", "open_side": "BUY", "open_price": 3.15, - "open_amount": 236.25, + "open_amount": 315.0, "close_datetime": "2024-08-29 15:19:47", "close_side": "SELL", "close_price": 8.7, - "close_amount": 652.5, - "pnl_amount": 416.25, + "close_amount": 870.0, + "pnl_amount": 555.0, "pnl_percentage": 176.19 }, { @@ -3445,16 +3481,16 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-PE-25150-29AUG2024", "position": "LONG", - "quantity": 100.0, + "quantity": 75.0, "open_datetime": "2024-08-29 15:18:38", "open_side": "BUY", "open_price": 3.15, - "open_amount": 315.0, + "open_amount": 236.25, "close_datetime": "2024-08-29 15:19:47", "close_side": "SELL", "close_price": 8.7, - "close_amount": 870.0, - "pnl_amount": 555.0, + "close_amount": 652.5, + "pnl_amount": 416.25, "pnl_percentage": 176.19 }, { @@ -3463,17 +3499,17 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-PE-25150-29AUG2024", "position": "LONG", - "quantity": 25.0, + "quantity": 125.0, "open_datetime": "2024-08-29 15:18:38", "open_side": "BUY", "open_price": 3.15, - "open_amount": 78.75, + "open_amount": 393.75, "close_datetime": "2024-08-29 15:19:47", "close_side": "SELL", - "close_price": 8.7, - "close_amount": 217.5, - "pnl_amount": 138.75, - "pnl_percentage": 176.19 + "close_price": 8.65, + "close_amount": 1081.25, + "pnl_amount": 687.5, + "pnl_percentage": 174.6 }, { "exchange": "FON", @@ -3481,17 +3517,17 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-PE-25150-29AUG2024", "position": "LONG", - "quantity": 50.0, + "quantity": 175.0, "open_datetime": "2024-08-29 15:18:38", "open_side": "BUY", "open_price": 3.15, - "open_amount": 157.5, + "open_amount": 551.25, "close_datetime": "2024-08-29 15:19:47", "close_side": "SELL", - "close_price": 8.7, - "close_amount": 435.0, - "pnl_amount": 277.5, - "pnl_percentage": 176.19 + "close_price": 8.65, + "close_amount": 1513.75, + "pnl_amount": 962.5, + "pnl_percentage": 174.6 }, { "exchange": "FON", @@ -3499,16 +3535,16 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-PE-25150-29AUG2024", "position": "LONG", - "quantity": 25.0, + "quantity": 50.0, "open_datetime": "2024-08-29 15:18:38", "open_side": "BUY", "open_price": 3.15, - "open_amount": 78.75, + "open_amount": 157.5, "close_datetime": "2024-08-29 15:19:47", "close_side": "SELL", "close_price": 8.7, - "close_amount": 217.5, - "pnl_amount": 138.75, + "close_amount": 435.0, + "pnl_amount": 277.5, "pnl_percentage": 176.19 }, { @@ -3547,42 +3583,6 @@ "pnl_amount": 138.75, "pnl_percentage": 176.19 }, - { - "exchange": "FON", - "segment": "FO", - "symbol": "NIFTY", - "scrip_name": "NIFTY-PE-25150-29AUG2024", - "position": "LONG", - "quantity": 50.0, - "open_datetime": "2024-08-29 15:18:38", - "open_side": "BUY", - "open_price": 3.15, - "open_amount": 157.5, - "close_datetime": "2024-08-29 15:19:47", - "close_side": "SELL", - "close_price": 8.7, - "close_amount": 435.0, - "pnl_amount": 277.5, - "pnl_percentage": 176.19 - }, - { - "exchange": "FON", - "segment": "FO", - "symbol": "NIFTY", - "scrip_name": "NIFTY-PE-25150-29AUG2024", - "position": "LONG", - "quantity": 300.0, - "open_datetime": "2024-08-29 15:18:38", - "open_side": "BUY", - "open_price": 3.15, - "open_amount": 945.0, - "close_datetime": "2024-08-29 15:19:47", - "close_side": "SELL", - "close_price": 8.65, - "close_amount": 2595.0, - "pnl_amount": 1650.0, - "pnl_percentage": 174.6 - }, { "exchange": "FON", "segment": "FO", @@ -3643,15 +3643,15 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-PE-25250-05SEP2024", "position": "LONG", - "quantity": 25.0, + "quantity": 75.0, "open_datetime": "2024-09-05 10:07:47", "open_side": "BUY", "open_price": 85.0, - "open_amount": 2125.0, + "open_amount": 6375.0, "close_datetime": "2024-09-05 10:14:30", "close_side": "SELL", "close_price": 85.0, - "close_amount": 2125.0, + "close_amount": 6375.0, "pnl_amount": 0.0, "pnl_percentage": 0.0 }, @@ -3661,18 +3661,36 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-PE-25250-05SEP2024", "position": "LONG", - "quantity": 75.0, + "quantity": 25.0, "open_datetime": "2024-09-05 10:07:47", "open_side": "BUY", "open_price": 85.0, - "open_amount": 6375.0, + "open_amount": 2125.0, "close_datetime": "2024-09-05 10:14:30", "close_side": "SELL", "close_price": 85.0, - "close_amount": 6375.0, + "close_amount": 2125.0, "pnl_amount": 0.0, "pnl_percentage": 0.0 }, + { + "exchange": "FON", + "segment": "FO", + "symbol": "NIFTY", + "scrip_name": "NIFTY-PE-25400-19SEP2024", + "position": "LONG", + "quantity": 50.0, + "open_datetime": "2024-09-19 15:06:01", + "open_side": "BUY", + "open_price": 2.0, + "open_amount": 100.0, + "close_datetime": "2024-09-19 15:06:42", + "close_side": "SELL", + "close_price": 1.2, + "close_amount": 60.0, + "pnl_amount": -40.0, + "pnl_percentage": -40.0 + }, { "exchange": "FON", "segment": "FO", @@ -3769,53 +3787,125 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-PE-25400-19SEP2024", "position": "LONG", - "quantity": 50.0, + "quantity": 300.0, "open_datetime": "2024-09-19 15:06:01", "open_side": "BUY", "open_price": 2.0, - "open_amount": 100.0, + "open_amount": 600.0, "close_datetime": "2024-09-19 15:06:42", "close_side": "SELL", "close_price": 1.2, - "close_amount": 60.0, - "pnl_amount": -40.0, + "close_amount": 360.0, + "pnl_amount": -240.0, "pnl_percentage": -40.0 }, { "exchange": "FON", "segment": "FO", "symbol": "NIFTY", - "scrip_name": "NIFTY-PE-25400-19SEP2024", + "scrip_name": "NIFTY-PE-25500-03OCT2024", "position": "LONG", - "quantity": 250.0, - "open_datetime": "2024-09-19 15:06:01", + "quantity": 100.0, + "open_datetime": "2024-10-01 13:49:40", "open_side": "BUY", - "open_price": 2.0, - "open_amount": 500.0, - "close_datetime": "2024-09-19 15:06:42", + "open_price": 14.0, + "open_amount": 1400.0, + "close_datetime": "2024-10-03 09:27:50", "close_side": "SELL", - "close_price": 1.2, - "close_amount": 300.0, - "pnl_amount": -200.0, - "pnl_percentage": -40.0 + "close_price": 50.45, + "close_amount": 5045.0, + "pnl_amount": 3645.0, + "pnl_percentage": 260.36 }, { "exchange": "FON", "segment": "FO", "symbol": "NIFTY", - "scrip_name": "NIFTY-PE-25400-19SEP2024", + "scrip_name": "NIFTY-PE-25500-03OCT2024", + "position": "LONG", + "quantity": 25.0, + "open_datetime": "2024-10-01 13:49:40", + "open_side": "BUY", + "open_price": 14.0, + "open_amount": 350.0, + "close_datetime": "2024-10-03 09:27:50", + "close_side": "SELL", + "close_price": 50.45, + "close_amount": 1261.25, + "pnl_amount": 911.25, + "pnl_percentage": 260.36 + }, + { + "exchange": "FON", + "segment": "FO", + "symbol": "NIFTY", + "scrip_name": "NIFTY-PE-25500-03OCT2024", + "position": "LONG", + "quantity": 100.0, + "open_datetime": "2024-10-01 13:49:40", + "open_side": "BUY", + "open_price": 14.0, + "open_amount": 1400.0, + "close_datetime": "2024-10-03 09:27:50", + "close_side": "SELL", + "close_price": 50.45, + "close_amount": 5045.0, + "pnl_amount": 3645.0, + "pnl_percentage": 260.36 + }, + { + "exchange": "FON", + "segment": "FO", + "symbol": "NIFTY", + "scrip_name": "NIFTY-PE-25500-03OCT2024", "position": "LONG", "quantity": 50.0, - "open_datetime": "2024-09-19 15:06:01", + "open_datetime": "2024-10-01 13:49:40", "open_side": "BUY", - "open_price": 2.0, - "open_amount": 100.0, - "close_datetime": "2024-09-19 15:06:42", + "open_price": 14.0, + "open_amount": 700.0, + "close_datetime": "2024-10-03 09:27:50", "close_side": "SELL", - "close_price": 1.2, - "close_amount": 60.0, - "pnl_amount": -40.0, - "pnl_percentage": -40.0 + "close_price": 50.45, + "close_amount": 2522.5, + "pnl_amount": 1822.5, + "pnl_percentage": 260.36 + }, + { + "exchange": "FON", + "segment": "FO", + "symbol": "NIFTY", + "scrip_name": "NIFTY-PE-25500-03OCT2024", + "position": "LONG", + "quantity": 25.0, + "open_datetime": "2024-10-01 13:49:40", + "open_side": "BUY", + "open_price": 14.0, + "open_amount": 350.0, + "close_datetime": "2024-10-03 09:27:50", + "close_side": "SELL", + "close_price": 50.45, + "close_amount": 1261.25, + "pnl_amount": 911.25, + "pnl_percentage": 260.36 + }, + { + "exchange": "FON", + "segment": "FO", + "symbol": "NIFTY", + "scrip_name": "NIFTY-PE-25500-03OCT2024", + "position": "LONG", + "quantity": 200.0, + "open_datetime": "2024-10-01 13:49:40", + "open_side": "BUY", + "open_price": 14.0, + "open_amount": 2800.0, + "close_datetime": "2024-10-03 09:27:50", + "close_side": "SELL", + "close_price": 50.45, + "close_amount": 10090.0, + "pnl_amount": 7290.0, + "pnl_percentage": 260.36 }, { "exchange": "FON", @@ -3835,6 +3925,60 @@ "pnl_amount": -131.25, "pnl_percentage": -8.04 }, + { + "exchange": "FON", + "segment": "FO", + "symbol": "NIFTY", + "scrip_name": "NIFTY-PE-25650-03OCT2024", + "position": "LONG", + "quantity": 100.0, + "open_datetime": "2024-10-03 09:43:49", + "open_side": "BUY", + "open_price": 90.0, + "open_amount": 9000.0, + "close_datetime": "2024-10-03 10:13:05", + "close_side": "SELL", + "close_price": 149.7, + "close_amount": 14970.0, + "pnl_amount": 5970.0, + "pnl_percentage": 66.33 + }, + { + "exchange": "FON", + "segment": "FO", + "symbol": "NIFTY", + "scrip_name": "NIFTY-PE-25650-03OCT2024", + "position": "LONG", + "quantity": 25.0, + "open_datetime": "2024-10-03 09:43:49", + "open_side": "BUY", + "open_price": 90.0, + "open_amount": 2250.0, + "close_datetime": "2024-10-03 10:13:05", + "close_side": "SELL", + "close_price": 149.7, + "close_amount": 3742.5, + "pnl_amount": 1492.5, + "pnl_percentage": 66.33 + }, + { + "exchange": "FON", + "segment": "FO", + "symbol": "NIFTY", + "scrip_name": "NIFTY-PE-25650-03OCT2024", + "position": "LONG", + "quantity": 75.0, + "open_datetime": "2024-10-03 09:43:49", + "open_side": "BUY", + "open_price": 90.0, + "open_amount": 6750.0, + "close_datetime": "2024-10-03 10:13:05", + "close_side": "SELL", + "close_price": 149.7, + "close_amount": 11227.5, + "pnl_amount": 4477.5, + "pnl_percentage": 66.33 + }, { "exchange": "FON", "segment": "FO", @@ -3859,16 +4003,16 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-PE-26100-26SEP2024", "position": "LONG", - "quantity": 50.0, + "quantity": 75.0, "open_datetime": "2024-09-26 10:51:29", "open_side": "BUY", "open_price": 72.9, - "open_amount": 3645.0, + "open_amount": 5467.5, "close_datetime": "2024-09-26 13:48:23", "close_side": "SELL", "close_price": 74.25, - "close_amount": 3712.5, - "pnl_amount": 67.5, + "close_amount": 5568.75, + "pnl_amount": 101.25, "pnl_percentage": 1.85 }, { @@ -3877,16 +4021,16 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-PE-26100-26SEP2024", "position": "LONG", - "quantity": 25.0, + "quantity": 50.0, "open_datetime": "2024-09-26 10:51:29", "open_side": "BUY", "open_price": 72.9, - "open_amount": 1822.5, + "open_amount": 3645.0, "close_datetime": "2024-09-26 13:48:23", "close_side": "SELL", "close_price": 74.25, - "close_amount": 1856.25, - "pnl_amount": 33.75, + "close_amount": 3712.5, + "pnl_amount": 67.5, "pnl_percentage": 1.85 }, { @@ -3913,17 +4057,17 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-PE-26100-26SEP2024", "position": "LONG", - "quantity": 50.0, - "open_datetime": "2024-09-26 10:51:29", + "quantity": 25.0, + "open_datetime": "2024-09-26 11:57:21", "open_side": "BUY", - "open_price": 72.9, - "open_amount": 3645.0, + "open_price": 50.0, + "open_amount": 1250.0, "close_datetime": "2024-09-26 13:48:23", "close_side": "SELL", "close_price": 74.25, - "close_amount": 3712.5, - "pnl_amount": 67.5, - "pnl_percentage": 1.85 + "close_amount": 1856.25, + "pnl_amount": 606.25, + "pnl_percentage": 48.5 }, { "exchange": "FON", @@ -3931,16 +4075,16 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-PE-26100-26SEP2024", "position": "LONG", - "quantity": 75.0, + "quantity": 50.0, "open_datetime": "2024-09-26 11:57:21", "open_side": "BUY", "open_price": 50.0, - "open_amount": 3750.0, + "open_amount": 2500.0, "close_datetime": "2024-09-26 13:48:23", "close_side": "SELL", "close_price": 74.25, - "close_amount": 5568.75, - "pnl_amount": 1818.75, + "close_amount": 3712.5, + "pnl_amount": 1212.5, "pnl_percentage": 48.5 }, { @@ -3985,16 +4129,16 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-PE-26200-26SEP2024", "position": "LONG", - "quantity": 900.0, + "quantity": 50.0, "open_datetime": "2024-09-26 15:13:54", "open_side": "BUY", "open_price": 2.75, - "open_amount": 2475.0, + "open_amount": 137.5, "close_datetime": "2024-09-26 15:16:18", "close_side": "SELL", "close_price": 0.95, - "close_amount": 855.0, - "pnl_amount": -1620.0, + "close_amount": 47.5, + "pnl_amount": -90.0, "pnl_percentage": -65.45 }, { @@ -4021,17 +4165,17 @@ "symbol": "NIFTY", "scrip_name": "NIFTY-PE-26200-26SEP2024", "position": "LONG", - "quantity": 50.0, + "quantity": 900.0, "open_datetime": "2024-09-26 15:13:54", "open_side": "BUY", "open_price": 2.75, - "open_amount": 137.5, + "open_amount": 2475.0, "close_datetime": "2024-09-26 15:16:18", "close_side": "SELL", "close_price": 0.95, - "close_amount": 47.5, - "pnl_amount": -90.0, + "close_amount": 855.0, + "pnl_amount": -1620.0, "pnl_percentage": -65.45 } ] -} \ No newline at end of file +} diff --git a/DATA/BRONZE/StockData/BAJAJHFL_2024_10.csv b/DATA/BRONZE/StockData/BAJAJHFL_2024_10.csv index 1ee27a02..db8215ca 100644 --- a/DATA/BRONZE/StockData/BAJAJHFL_2024_10.csv +++ b/DATA/BRONZE/StockData/BAJAJHFL_2024_10.csv @@ -1,3 +1,4 @@ date,open,high,low,close,volume,dividends,stock_splits,capital_gains 2024-10-01 00:00:00+05:30,155.0,156.8,152.55,152.92,14893316.0,0.0,0.0, -2024-10-03 00:00:00+05:30,149.0,151.91,148.67,150.6,19253945.0,0.0,0.0, +2024-10-03 00:00:00+05:30,149.0,151.91,148.67,150.6,19278895.0,0.0,0.0, +2024-10-04 00:00:00+05:30,152.5,153.75,148.3,150.6,28701859.0,0.0,0.0, diff --git a/DATA/BRONZE/StockData/IRCTC_2024_10.csv b/DATA/BRONZE/StockData/IRCTC_2024_10.csv index 8998f249..df365590 100644 --- a/DATA/BRONZE/StockData/IRCTC_2024_10.csv +++ b/DATA/BRONZE/StockData/IRCTC_2024_10.csv @@ -1,3 +1,4 @@ date,open,high,low,close,volume,dividends,stock_splits,capital_gains 2024-10-01 00:00:00+05:30,925.0,934.0,920.25,931.15,879838.0,0.0,0.0, -2024-10-03 00:00:00+05:30,912.0,922.8,880.3,886.4,4252611.0,0.0,0.0, +2024-10-03 00:00:00+05:30,912.0,922.8,880.3,886.4,4255223.0,0.0,0.0, +2024-10-04 00:00:00+05:30,886.4,893.7,868.05,872.75,2313545.0,0.0,0.0, diff --git a/DATA/BRONZE/StockData/KPITTECH_2024_10.csv b/DATA/BRONZE/StockData/KPITTECH_2024_10.csv index 48a7aa99..bab54631 100644 --- a/DATA/BRONZE/StockData/KPITTECH_2024_10.csv +++ b/DATA/BRONZE/StockData/KPITTECH_2024_10.csv @@ -1,3 +1,4 @@ date,open,high,low,close,volume,dividends,stock_splits,capital_gains 2024-10-01 00:00:00+05:30,1641.5,1675.0,1628.3,1672.5,581017.0,0.0,0.0, -2024-10-03 00:00:00+05:30,1667.55,1713.3,1640.05,1676.05,2440739.0,0.0,0.0, +2024-10-03 00:00:00+05:30,1667.55,1713.3,1640.05,1676.05,2440970.0,0.0,0.0, +2024-10-04 00:00:00+05:30,1674.1,1697.4,1643.75,1691.25,631375.0,0.0,0.0, diff --git a/DATA/BRONZE/StockData/TATAMOTORS_2024_10.csv b/DATA/BRONZE/StockData/TATAMOTORS_2024_10.csv index 33e42ccb..a59b8baa 100644 --- a/DATA/BRONZE/StockData/TATAMOTORS_2024_10.csv +++ b/DATA/BRONZE/StockData/TATAMOTORS_2024_10.csv @@ -1,3 +1,4 @@ date,open,high,low,close,volume,dividends,stock_splits,capital_gains 2024-10-01 00:00:00+05:30,976.9,984.5,958.9,965.2,10085203.0,0.0,0.0, -2024-10-03 00:00:00+05:30,939.0,950.15,925.0,925.7,24410441.0,0.0,0.0, +2024-10-03 00:00:00+05:30,939.0,950.15,925.0,925.7,24418517.0,0.0,0.0, +2024-10-04 00:00:00+05:30,930.0,949.2,920.0,930.75,19184510.0,0.0,0.0, diff --git a/DATA/BRONZE/StockData/TATAPOWER_2024_10.csv b/DATA/BRONZE/StockData/TATAPOWER_2024_10.csv index 2adb3e61..1a6d3e6b 100644 --- a/DATA/BRONZE/StockData/TATAPOWER_2024_10.csv +++ b/DATA/BRONZE/StockData/TATAPOWER_2024_10.csv @@ -1,3 +1,4 @@ date,open,high,low,close,volume,dividends,stock_splits,capital_gains 2024-10-01 00:00:00+05:30,486.8,491.2,479.4,481.25,15141589.0,0.0,0.0, -2024-10-03 00:00:00+05:30,469.05,477.95,464.5,471.8,14967654.0,0.0,0.0, +2024-10-03 00:00:00+05:30,469.05,477.95,464.5,471.8,14971905.0,0.0,0.0, +2024-10-04 00:00:00+05:30,471.5,474.45,460.6,466.65,13330820.0,0.0,0.0, diff --git a/DATA/BRONZE/TradeHistory/trade_2425.csv b/DATA/BRONZE/TradeHistory/trade_2425.csv index ef5a8005..2ea10b89 100644 --- a/DATA/BRONZE/TradeHistory/trade_2425.csv +++ b/DATA/BRONZE/TradeHistory/trade_2425.csv @@ -1,4 +1,15 @@ date,company,amount,exchange,segment,scrip_code,instrument_type,strike_price,expiry,trade_num,trade_time,side,quantity,price +2024-10-03 00:00:00,NIFTY,11351.25,FON,FO,NIFTY,European Put,25500,03-10-2024,2143256,09:27:50,Sell,225,50.45 +2024-10-03 00:00:00,NIFTY,9000,FON,FO,NIFTY,European Put,25650,03-10-2024,732608133,09:43:49,Buy,100,90 +2024-10-03 00:00:00,NIFTY,11351.25,FON,FO,NIFTY,European Put,25500,03-10-2024,2143254,09:27:50,Sell,225,50.45 +2024-10-03 00:00:00,NIFTY,11227.5,FON,FO,NIFTY,European Put,25650,03-10-2024,734455644,10:13:05,Sell,75,149.7 +2024-10-03 00:00:00,NIFTY,18712.5,FON,FO,NIFTY,European Put,25650,03-10-2024,734455645,10:13:05,Sell,125,149.7 +2024-10-03 00:00:00,NIFTY,2522.5,FON,FO,NIFTY,European Put,25500,03-10-2024,2143255,09:27:50,Sell,50,50.45 +2024-10-03 00:00:00,NIFTY,9000,FON,FO,NIFTY,European Put,25650,03-10-2024,732608132,09:43:49,Buy,100,90 +2024-10-01 00:00:00,NIFTY,2800,FON,FO,NIFTY,European Put,25500,03-10-2024,15097900,13:49:40,Buy,200,14 +2024-10-01 00:00:00,NIFTY,1400,FON,FO,NIFTY,European Put,25500,03-10-2024,15097929,13:49:40,Buy,100,14 +2024-10-01 00:00:00,NIFTY,2450,FON,FO,NIFTY,European Put,25500,03-10-2024,15097901,13:49:40,Buy,175,14 +2024-10-01 00:00:00,NIFTY,350,FON,FO,NIFTY,European Put,25500,03-10-2024,15097899,13:49:40,Buy,25,14 2024-09-26 00:00:00,NIFTY,3712.5,FON,FO,NIFTY,European Put,26100,26-09-2024,141095750,13:48:23,Sell,50,74.25 2024-09-26 00:00:00,NIFTY,137.5,FON,FO,NIFTY,European Put,26200,26-09-2024,811427996,15:13:54,Buy,50,2.75 2024-09-26 00:00:00,NIFTY,3645,FON,FO,NIFTY,European Put,26100,26-09-2024,134459167,10:51:29,Buy,50,72.9 diff --git a/DATA/GOLD/Holding/Holding_data.csv b/DATA/GOLD/Holding/Holding_data.csv index 6c66cd69..8cc887ff 100644 --- a/DATA/GOLD/Holding/Holding_data.csv +++ b/DATA/GOLD/Holding/Holding_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,169.0,141.03,23834.0,220.92,37335.48,222.14,37541.66,212.36,35888.84,214.31,36218.39 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,15.0,904.0,13560.0,1667.55,3335.1,1713.3,3426.6,1640.05,3280.1,1676.05,3352.1 +2022-05-13,EQ,NSE,LICI,LIFE INSURANCE CORPORATION,15.0,904.0,13560.0,1674.1,3348.2,1697.4,3394.8,1643.75,3287.5,1691.25,3382.5 2022-05-13,EQ,NSE,TATACHEM,TATA CHEMICALS LTD.,20.0,751.2,15024.0,904.29,18085.8,915.76,18315.2,873.94,17478.8,878.71,17574.2 2022-05-13,EQ,NSE,TATAMOTORS,TATA MOTORS,100.0,261.0,26100.4,384.61,38461.0,416.76,41676.0,384.61,38461.0,401.8,40180.0 2022-05-13,EQ,NSE,TATAPOWER,TATA POWER,169.0,141.03,23834.0,220.13,37201.97,224.24,37896.56,216.51,36590.19,217.98,36838.62 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,15.0,904.0,13560.0,1667.55,3335.1,1713.3,3426.6,1640.05,3280.1,1676.05,3352.1 +2022-05-14,EQ,NSE,LICI,LIFE INSURANCE CORPORATION,15.0,904.0,13560.0,1674.1,3348.2,1697.4,3394.8,1643.75,3287.5,1691.25,3382.5 2022-05-14,EQ,NSE,TATACHEM,TATA CHEMICALS LTD.,20.0,751.2,15024.0,904.29,18085.8,915.76,18315.2,873.94,17478.8,878.71,17574.2 2022-05-14,EQ,NSE,TATAMOTORS,TATA MOTORS,100.0,261.0,26100.4,384.61,38461.0,416.76,41676.0,384.61,38461.0,401.8,40180.0 2022-05-14,EQ,NSE,TATAPOWER,TATA POWER,169.0,141.03,23834.0,220.13,37201.97,224.24,37896.56,216.51,36590.19,217.98,36838.62 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,15.0,904.0,13560.0,1667.55,3335.1,1713.3,3426.6,1640.05,3280.1,1676.05,3352.1 +2022-05-15,EQ,NSE,LICI,LIFE INSURANCE CORPORATION,15.0,904.0,13560.0,1674.1,3348.2,1697.4,3394.8,1643.75,3287.5,1691.25,3382.5 2022-05-15,EQ,NSE,TATACHEM,TATA CHEMICALS LTD.,20.0,751.2,15024.0,904.29,18085.8,915.76,18315.2,873.94,17478.8,878.71,17574.2 2022-05-15,EQ,NSE,TATAMOTORS,TATA MOTORS,100.0,261.0,26100.4,384.61,38461.0,416.76,41676.0,384.61,38461.0,401.8,40180.0 2022-05-15,EQ,NSE,TATAPOWER,TATA POWER,169.0,141.03,23834.0,220.13,37201.97,224.24,37896.56,216.51,36590.19,217.98,36838.62 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,15.0,904.0,13560.0,1667.55,3335.1,1713.3,3426.6,1640.05,3280.1,1676.05,3352.1 +2022-05-16,EQ,NSE,LICI,LIFE INSURANCE CORPORATION,15.0,904.0,13560.0,1674.1,3348.2,1697.4,3394.8,1643.75,3287.5,1691.25,3382.5 2022-05-16,EQ,NSE,TATACHEM,TATA CHEMICALS LTD.,20.0,751.2,15024.0,884.21,17684.2,891.43,17828.6,871.83,17436.6,880.96,17619.2 2022-05-16,EQ,NSE,TATAMOTORS,TATA MOTORS,100.0,261.0,26100.4,409.36,40936.0,409.36,40936.0,393.8,39380.0,402.85,40285.0 2022-05-16,EQ,NSE,TATAPOWER,TATA POWER,169.0,141.03,23834.0,220.04,37186.76,222.73,37641.37,215.73,36458.37,221.7,37467.3 @@ -6267,3 +6267,10 @@ date,segment,exchange,symbol,scrip_name,holding_quantity,avg_price,holding_amoun 2024-10-03,EQ,NSE,TATAPOWER,TATA POWER,150.0,147.49,22124.0,469.05,70357.5,477.95,71692.5,464.5,69675.0,471.8,70770.0 2024-10-03,MF,BMF,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,MIRAE ASSET TAX SAVER FUND - D,76.61,52.22,4000.28,56.0,4290.16,56.0,4290.16,56.0,4290.16,56.0,4290.16 2024-10-03,MF,BMF,SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH,SBI MAGNUM TAX GAIN SCHEME - D,8.72,458.95,4002.08,490.08,4273.5,490.08,4273.5,490.08,4273.5,490.08,4273.5 +2024-10-04,EQ,NSE,BAJAJHFL,BAJAJ HOUSING FINANCE LIMITED,214.0,70.0,14980.0,152.5,32635.0,153.75,32902.5,148.3,31736.2,150.6,32228.4 +2024-10-04,EQ,NSE,IRCTC,INDIAN RAILWAY CATERING AND TO,3.0,896.2,2688.6,886.4,2659.2,893.7,2681.1,868.05,2604.15,872.75,2618.25 +2024-10-04,EQ,NSE,KPITTECH,KPIT TECHNOLOGIES LTD,2.0,1500.0,3000.0,1674.1,3348.2,1697.4,3394.8,1643.75,3287.5,1691.25,3382.5 +2024-10-04,EQ,NSE,TATAMOTORS,TATA MOTORS,100.0,261.0,26100.4,930.0,93000.0,949.2,94920.0,920.0,92000.0,930.75,93075.0 +2024-10-04,EQ,NSE,TATAPOWER,TATA POWER,150.0,147.49,22124.0,471.5,70725.0,474.45,71167.5,460.6,69090.0,466.65,69997.5 +2024-10-04,MF,BMF,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,MIRAE ASSET TAX SAVER FUND - D,76.61,52.22,4000.28,56.0,4290.16,56.0,4290.16,56.0,4290.16,56.0,4290.16 +2024-10-04,MF,BMF,SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH,SBI MAGNUM TAX GAIN SCHEME - D,8.72,458.95,4002.08,490.08,4273.5,490.08,4273.5,490.08,4273.5,490.08,4273.5 diff --git a/DATA/GOLD/ProfitLoss/ProfitLoss_data.csv b/DATA/GOLD/ProfitLoss/ProfitLoss_data.csv index 430e22e4..a6afb419 100644 --- a/DATA/GOLD/ProfitLoss/ProfitLoss_data.csv +++ b/DATA/GOLD/ProfitLoss/ProfitLoss_data.csv @@ -23,54 +23,54 @@ FON,FO,NIFTY,NIFTY-CE-23450-20JUN2024,LONG,25.0,2024-06-20 09:57:52,BUY,70.0,175 FON,FO,NIFTY,NIFTY-CE-23450-20JUN2024,LONG,25.0,2024-06-20 09:57:52,BUY,70.0,1750.0,2024-06-20 10:02:14,SELL,77.55,1938.75,188.75,10.79 FON,FO,NIFTY,NIFTY-CE-23500-20JUN2024,LONG,25.0,2024-06-18 11:00:46,BUY,120.0,3000.0,2024-06-18 11:22:18,SELL,135.65,3391.25,391.25,13.04 FON,FO,NIFTY,NIFTY-CE-23500-27JUN2024,LONG,25.0,2024-06-21 12:52:27,BUY,125.0,3125.0,2024-06-21 13:56:13,SELL,151.0,3775.0,650.0,20.8 -FON,FO,NIFTY,NIFTY-CE-23500-27JUN2024,LONG,75.0,2024-06-21 12:52:27,BUY,125.0,9375.0,2024-06-21 13:56:13,SELL,151.0,11325.0,1950.0,20.8 +FON,FO,NIFTY,NIFTY-CE-23500-27JUN2024,LONG,50.0,2024-06-21 12:52:27,BUY,125.0,6250.0,2024-06-21 13:56:13,SELL,151.0,7550.0,1300.0,20.8 +FON,FO,NIFTY,NIFTY-CE-23500-27JUN2024,LONG,25.0,2024-06-21 12:52:27,BUY,125.0,3125.0,2024-06-21 13:56:13,SELL,151.0,3775.0,650.0,20.8 FON,FO,NIFTY,NIFTY-CE-23550-27JUN2024,LONG,100.0,2024-06-25 11:23:23,BUY,126.2,12620.0,2024-06-25 12:03:52,SELL,128.3,12830.0,210.0,1.66 FON,FO,NIFTY,NIFTY-CE-23600-20JUN2024,LONG,25.0,2024-06-19 10:21:57,BUY,49.95,1248.75,2024-06-19 11:42:42,SELL,48.0,1200.0,-48.75,-3.9 FON,FO,NIFTY,NIFTY-CE-23600-20JUN2024,LONG,25.0,2024-06-19 10:47:19,BUY,30.0,750.0,2024-06-19 11:42:42,SELL,48.0,1200.0,450.0,60.0 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,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,75.0,2024-06-20 10:28:21,BUY,14.75,1106.25,2024-06-20 12:28:31,SELL,6.0,450.0,-656.25,-59.32 FON,FO,NIFTY,NIFTY-CE-23650-20JUN2024,LONG,25.0,2024-06-20 10:28:21,BUY,14.75,368.75,2024-06-20 12:28:31,SELL,6.0,150.0,-218.75,-59.32 -FON,FO,NIFTY,NIFTY-CE-23650-20JUN2024,LONG,50.0,2024-06-20 10:28:21,BUY,14.75,737.5,2024-06-20 12:28:31,SELL,6.0,300.0,-437.5,-59.32 -FON,FO,NIFTY,NIFTY-CE-23650-20JUN2024,LONG,25.0,2024-06-20 10:28:21,BUY,14.75,368.75,2024-06-20 12:28:31,SELL,6.0,150.0,-218.75,-59.32 +FON,FO,NIFTY,NIFTY-CE-23800-27JUN2024,LONG,50.0,2024-06-26 13:32:12,BUY,109.1,5455.0,2024-06-26 13:58:40,SELL,121.0,6050.0,595.0,10.91 FON,FO,NIFTY,NIFTY-CE-23800-27JUN2024,LONG,25.0,2024-06-26 13:32:12,BUY,109.1,2727.5,2024-06-26 13:58:40,SELL,121.0,3025.0,297.5,10.91 FON,FO,NIFTY,NIFTY-CE-23800-27JUN2024,LONG,25.0,2024-06-26 13:32:12,BUY,109.1,2727.5,2024-06-26 13:58:40,SELL,121.0,3025.0,297.5,10.91 -FON,FO,NIFTY,NIFTY-CE-23800-27JUN2024,LONG,50.0,2024-06-26 13:32:12,BUY,109.1,5455.0,2024-06-26 13:58:40,SELL,121.0,6050.0,595.0,10.91 FON,FO,NIFTY,NIFTY-CE-23800-27JUN2024,LONG,50.0,2024-06-26 15:00:09,BUY,121.0,6050.0,2024-06-27 10:08:12,SELL,176.85,8842.5,2792.5,46.16 FON,FO,NIFTY,NIFTY-CE-23800-27JUN2024,LONG,50.0,2024-06-26 15:00:09,BUY,121.0,6050.0,2024-06-27 10:33:11,SELL,175.0,8750.0,2700.0,44.63 FON,FO,NIFTY,NIFTY-CE-24000-04JUL2024,LONG,50.0,2024-07-02 12:44:33,BUY,181.55,9077.5,2024-07-02 14:54:13,SELL,201.05,10052.5,975.0,10.74 FON,FO,NIFTY,NIFTY-CE-24000-04JUL2024,LONG,25.0,2024-07-02 12:44:33,BUY,181.55,4538.75,2024-07-02 14:54:13,SELL,201.1,5027.5,488.75,10.77 FON,FO,NIFTY,NIFTY-CE-24000-04JUL2024,LONG,25.0,2024-07-02 12:44:33,BUY,181.55,4538.75,2024-07-02 14:54:13,SELL,201.1,5027.5,488.75,10.77 -FON,FO,NIFTY,NIFTY-CE-24050-04JUL2024,LONG,75.0,2024-07-01 11:31:03,BUY,182.85,13713.75,2024-07-01 13:45:26,SELL,191.65,14373.75,660.0,4.81 FON,FO,NIFTY,NIFTY-CE-24050-04JUL2024,LONG,25.0,2024-07-01 11:31:03,BUY,182.85,4571.25,2024-07-01 13:45:26,SELL,191.7,4792.5,221.25,4.84 +FON,FO,NIFTY,NIFTY-CE-24050-04JUL2024,LONG,75.0,2024-07-01 11:31:03,BUY,182.85,13713.75,2024-07-01 13:45:26,SELL,191.65,14373.75,660.0,4.81 FON,FO,NIFTY,NIFTY-CE-24100-04JUL2024,LONG,50.0,2024-06-28 12:13:12,BUY,170.0,8500.0,2024-06-28 14:29:25,SELL,170.0,8500.0,0.0,0.0 FON,FO,NIFTY,NIFTY-CE-24100-04JUL2024,LONG,50.0,2024-06-28 12:21:13,BUY,145.0,7250.0,2024-06-28 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15:12:21,SELL,185.0,4625.0,560.0,13.78 +FON,FO,NIFTY,NIFTY-CE-24250-11JUL2024,LONG,50.0,2024-07-05 12:36:40,BUY,162.6,8130.0,2024-07-05 15:12:21,SELL,185.0,9250.0,1120.0,13.78 FON,FO,NIFTY,NIFTY-CE-24300-04JUL2024,LONG,25.0,2024-07-04 11:16:40,BUY,50.0,1250.0,2024-07-04 11:23:32,SELL,52.7,1317.5,67.5,5.4 FON,FO,NIFTY,NIFTY-CE-24300-08AUG2024,LONG,25.0,2024-08-06 11:53:31,BUY,100.0,2500.0,2024-08-06 12:26:04,SELL,93.5,2337.5,-162.5,-6.5 FON,FO,NIFTY,NIFTY-CE-24300-11JUL2024,LONG,100.0,2024-07-08 15:02:08,BUY,120.0,12000.0,2024-07-09 09:47:45,SELL,145.45,14545.0,2545.0,21.21 FON,FO,NIFTY,NIFTY-CE-24300-11JUL2024,LONG,25.0,2024-07-09 10:19:25,BUY,140.0,3500.0,2024-07-09 10:20:55,SELL,137.5,3437.5,-62.5,-1.79 -FON,FO,NIFTY,NIFTY-CE-24300-11JUL2024,LONG,50.0,2024-07-09 10:19:25,BUY,140.0,7000.0,2024-07-09 10:20:55,SELL,137.55,6877.5,-122.5,-1.75 FON,FO,NIFTY,NIFTY-CE-24300-11JUL2024,LONG,25.0,2024-07-09 10:19:25,BUY,140.0,3500.0,2024-07-09 10:20:55,SELL,137.45,3436.25,-63.75,-1.82 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15:06:42,SELL,1.2,300.0,-200.0,-40.0 -FON,FO,NIFTY,NIFTY-PE-25400-19SEP2024,LONG,50.0,2024-09-19 15:06:01,BUY,2.0,100.0,2024-09-19 15:06:42,SELL,1.2,60.0,-40.0,-40.0 +FON,FO,NIFTY,NIFTY-PE-25400-19SEP2024,LONG,300.0,2024-09-19 15:06:01,BUY,2.0,600.0,2024-09-19 15:06:42,SELL,1.2,360.0,-240.0,-40.0 +FON,FO,NIFTY,NIFTY-PE-25500-03OCT2024,LONG,100.0,2024-10-01 13:49:40,BUY,14.0,1400.0,2024-10-03 09:27:50,SELL,50.45,5045.0,3645.0,260.36 +FON,FO,NIFTY,NIFTY-PE-25500-03OCT2024,LONG,25.0,2024-10-01 13:49:40,BUY,14.0,350.0,2024-10-03 09:27:50,SELL,50.45,1261.25,911.25,260.36 +FON,FO,NIFTY,NIFTY-PE-25500-03OCT2024,LONG,100.0,2024-10-01 13:49:40,BUY,14.0,1400.0,2024-10-03 09:27:50,SELL,50.45,5045.0,3645.0,260.36 +FON,FO,NIFTY,NIFTY-PE-25500-03OCT2024,LONG,50.0,2024-10-01 13:49:40,BUY,14.0,700.0,2024-10-03 09:27:50,SELL,50.45,2522.5,1822.5,260.36 +FON,FO,NIFTY,NIFTY-PE-25500-03OCT2024,LONG,25.0,2024-10-01 13:49:40,BUY,14.0,350.0,2024-10-03 09:27:50,SELL,50.45,1261.25,911.25,260.36 +FON,FO,NIFTY,NIFTY-PE-25500-03OCT2024,LONG,200.0,2024-10-01 13:49:40,BUY,14.0,2800.0,2024-10-03 09:27:50,SELL,50.45,10090.0,7290.0,260.36 FON,FO,NIFTY,NIFTY-PE-25500-26SEP2024,LONG,25.0,2024-09-20 15:19:21,BUY,65.3,1632.5,2024-09-20 15:28:16,SELL,60.05,1501.25,-131.25,-8.04 +FON,FO,NIFTY,NIFTY-PE-25650-03OCT2024,LONG,100.0,2024-10-03 09:43:49,BUY,90.0,9000.0,2024-10-03 10:13:05,SELL,149.7,14970.0,5970.0,66.33 +FON,FO,NIFTY,NIFTY-PE-25650-03OCT2024,LONG,25.0,2024-10-03 09:43:49,BUY,90.0,2250.0,2024-10-03 10:13:05,SELL,149.7,3742.5,1492.5,66.33 +FON,FO,NIFTY,NIFTY-PE-25650-03OCT2024,LONG,75.0,2024-10-03 09:43:49,BUY,90.0,6750.0,2024-10-03 10:13:05,SELL,149.7,11227.5,4477.5,66.33 FON,FO,NIFTY,NIFTY-PE-26100-26SEP2024,LONG,50.0,2024-09-26 10:51:29,BUY,72.9,3645.0,2024-09-26 13:48:23,SELL,74.25,3712.5,67.5,1.85 +FON,FO,NIFTY,NIFTY-PE-26100-26SEP2024,LONG,75.0,2024-09-26 10:51:29,BUY,72.9,5467.5,2024-09-26 13:48:23,SELL,74.25,5568.75,101.25,1.85 FON,FO,NIFTY,NIFTY-PE-26100-26SEP2024,LONG,50.0,2024-09-26 10:51:29,BUY,72.9,3645.0,2024-09-26 13:48:23,SELL,74.25,3712.5,67.5,1.85 FON,FO,NIFTY,NIFTY-PE-26100-26SEP2024,LONG,25.0,2024-09-26 10:51:29,BUY,72.9,1822.5,2024-09-26 13:48:23,SELL,74.25,1856.25,33.75,1.85 -FON,FO,NIFTY,NIFTY-PE-26100-26SEP2024,LONG,25.0,2024-09-26 10:51:29,BUY,72.9,1822.5,2024-09-26 13:48:23,SELL,74.25,1856.25,33.75,1.85 -FON,FO,NIFTY,NIFTY-PE-26100-26SEP2024,LONG,50.0,2024-09-26 10:51:29,BUY,72.9,3645.0,2024-09-26 13:48:23,SELL,74.25,3712.5,67.5,1.85 -FON,FO,NIFTY,NIFTY-PE-26100-26SEP2024,LONG,75.0,2024-09-26 11:57:21,BUY,50.0,3750.0,2024-09-26 13:48:23,SELL,74.25,5568.75,1818.75,48.5 +FON,FO,NIFTY,NIFTY-PE-26100-26SEP2024,LONG,25.0,2024-09-26 11:57:21,BUY,50.0,1250.0,2024-09-26 13:48:23,SELL,74.25,1856.25,606.25,48.5 +FON,FO,NIFTY,NIFTY-PE-26100-26SEP2024,LONG,50.0,2024-09-26 11:57:21,BUY,50.0,2500.0,2024-09-26 13:48:23,SELL,74.25,3712.5,1212.5,48.5 FON,FO,NIFTY,NIFTY-PE-26100-26SEP2024,LONG,125.0,2024-09-26 11:57:21,BUY,50.0,6250.0,2024-09-26 13:48:23,SELL,74.25,9281.25,3031.25,48.5 FON,FO,NIFTY,NIFTY-PE-26200-26SEP2024,LONG,25.0,2024-09-26 15:13:54,BUY,2.75,68.75,2024-09-26 15:16:18,SELL,0.95,23.75,-45.0,-65.45 -FON,FO,NIFTY,NIFTY-PE-26200-26SEP2024,LONG,900.0,2024-09-26 15:13:54,BUY,2.75,2475.0,2024-09-26 15:16:18,SELL,0.95,855.0,-1620.0,-65.45 -FON,FO,NIFTY,NIFTY-PE-26200-26SEP2024,LONG,25.0,2024-09-26 15:13:54,BUY,2.75,68.75,2024-09-26 15:16:18,SELL,0.95,23.75,-45.0,-65.45 FON,FO,NIFTY,NIFTY-PE-26200-26SEP2024,LONG,50.0,2024-09-26 15:13:54,BUY,2.75,137.5,2024-09-26 15:16:18,SELL,0.95,47.5,-90.0,-65.45 +FON,FO,NIFTY,NIFTY-PE-26200-26SEP2024,LONG,25.0,2024-09-26 15:13:54,BUY,2.75,68.75,2024-09-26 15:16:18,SELL,0.95,23.75,-45.0,-65.45 +FON,FO,NIFTY,NIFTY-PE-26200-26SEP2024,LONG,900.0,2024-09-26 15:13:54,BUY,2.75,2475.0,2024-09-26 15:16:18,SELL,0.95,855.0,-1620.0,-65.45 diff --git a/DATA/SILVER/StockPrice/StockPrice_data.csv b/DATA/SILVER/StockPrice/StockPrice_data.csv index 8837c758..069fadc7 100644 --- a/DATA/SILVER/StockPrice/StockPrice_data.csv +++ b/DATA/SILVER/StockPrice/StockPrice_data.csv @@ -1223,7 +1223,8 @@ date,symbol,open,high,low,close,volume 2024-09-26,BAJAJHFL,154.0,163.24,150.4,157.89,82292061.0 2024-09-27,BAJAJHFL,158.0,160.4,156.55,157.15,21754244.0 2024-10-01,BAJAJHFL,155.0,156.8,152.55,152.92,14893316.0 -2024-10-03,BAJAJHFL,149.0,151.91,148.67,150.6,19253945.0 +2024-10-03,BAJAJHFL,149.0,151.91,148.67,150.6,19278895.0 +2024-10-04,BAJAJHFL,152.5,153.75,148.3,150.6,28701859.0 2021-10-01,BANKBARODA,74.7,76.58,73.37,75.61,39414564.0 2021-10-04,BANKBARODA,76.07,77.68,75.89,77.35,37506487.0 2021-10-05,BANKBARODA,76.99,77.86,75.8,76.44,27059658.0 @@ -12369,7 +12370,8 @@ date,symbol,open,high,low,close,volume 2024-09-26,IRCTC,900.0,909.0,893.9,906.75,1365404.0 2024-09-27,IRCTC,902.05,928.0,902.05,924.9,2305800.0 2024-10-01,IRCTC,925.0,934.0,920.25,931.15,879838.0 -2024-10-03,IRCTC,912.0,922.8,880.3,886.4,4252611.0 +2024-10-03,IRCTC,912.0,922.8,880.3,886.4,4255223.0 +2024-10-04,IRCTC,886.4,893.7,868.05,872.75,2313545.0 2024-03-01,IRFC,147.43,150.81,145.98,146.83,30685800.0 2024-03-04,IRFC,148.82,148.92,144.09,144.99,22040025.0 2024-03-05,IRFC,144.34,147.82,143.24,144.49,23046386.0 @@ -14690,7 +14692,8 @@ date,symbol,open,high,low,close,volume 2024-09-26,KPITTECH,1654.8,1686.25,1654.8,1682.45,515725.0 2024-09-27,KPITTECH,1700.0,1713.7,1661.0,1671.0,932127.0 2024-10-01,KPITTECH,1641.5,1675.0,1628.3,1672.5,581017.0 -2024-10-03,KPITTECH,1667.55,1713.3,1640.05,1676.05,2440739.0 +2024-10-03,KPITTECH,1667.55,1713.3,1640.05,1676.05,2440970.0 +2024-10-04,KPITTECH,1674.1,1697.4,1643.75,1691.25,631375.0 2022-05-17,LICI,853.77,899.74,842.03,856.96,48792877.0 2022-05-18,LICI,867.04,872.38,855.83,858.03,8919761.0 2022-05-19,LICI,848.88,848.88,820.49,823.28,7372427.0 @@ -22888,7 +22891,8 @@ date,symbol,open,high,low,close,volume 2024-09-26,TATAMOTORS,970.8,994.95,965.6,993.15,21640021.0 2024-09-27,TATAMOTORS,996.0,1000.4,989.15,993.0,10360030.0 2024-10-01,TATAMOTORS,976.9,984.5,958.9,965.2,10085203.0 -2024-10-03,TATAMOTORS,939.0,950.15,925.0,925.7,24410441.0 +2024-10-03,TATAMOTORS,939.0,950.15,925.0,925.7,24418517.0 +2024-10-04,TATAMOTORS,930.0,949.2,920.0,930.75,19184510.0 2021-02-01,TATAPOWER,73.83,78.47,71.99,77.21,45909331.0 2021-02-02,TATAPOWER,78.76,81.27,76.97,80.79,47955673.0 2021-02-03,TATAPOWER,81.32,82.62,79.48,81.37,41816643.0 @@ -23764,7 +23768,8 @@ date,symbol,open,high,low,close,volume 2024-09-26,TATAPOWER,470.0,477.85,465.55,476.05,20074440.0 2024-09-27,TATAPOWER,482.5,494.85,477.5,485.5,32121777.0 2024-10-01,TATAPOWER,486.8,491.2,479.4,481.25,15141589.0 -2024-10-03,TATAPOWER,469.05,477.95,464.5,471.8,14967654.0 +2024-10-03,TATAPOWER,469.05,477.95,464.5,471.8,14971905.0 +2024-10-04,TATAPOWER,471.5,474.45,460.6,466.65,13330820.0 2022-08-01,TCS,3223.08,3223.08,3168.83,3195.76,1306913.0 2022-08-02,TCS,3187.24,3209.42,3169.46,3188.98,1269114.0 2022-08-03,TCS,3177.55,3244.39,3174.69,3235.19,2895824.0 diff --git a/DATA/SILVER/TradeHistory/TradeHistory_data.csv b/DATA/SILVER/TradeHistory/TradeHistory_data.csv index c7726c88..f539e43d 100644 --- a/DATA/SILVER/TradeHistory/TradeHistory_data.csv +++ b/DATA/SILVER/TradeHistory/TradeHistory_data.csv @@ -62,25 +62,25 @@ 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 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,450.0,75.0,6.0,2024-06-20 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,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 12:52:27,FON,FO,NIFTY,NIFTY-CE-23500-27JUN2024,BUY,9375.0,75.0,125.0,2024-06-27 2024-06-21 13:56:13,FON,FO,NIFTY,NIFTY-CE-23500-27JUN2024,SELL,3775.0,25.0,151.0,2024-06-27 2024-06-21 13:56:13,FON,FO,NIFTY,NIFTY-CE-23500-27JUN2024,SELL,11325.0,75.0,151.0,2024-06-27 2024-06-24 11:39:16,FON,FO,NIFTY,NIFTY-PE-23550-27JUN2024,BUY,3440.0,25.0,137.6,2024-06-27 2024-06-24 11:39:16,FON,FO,NIFTY,NIFTY-PE-23550-27JUN2024,BUY,3440.0,25.0,137.6,2024-06-27 -2024-06-24 11:39:16,FON,FO,NIFTY,NIFTY-PE-23550-27JUN2024,BUY,3440.0,25.0,137.6,2024-06-27 2024-06-24 11:39:16,FON,FO,NIFTY,NIFTY-PE-23550-27JUN2024,BUY,3442.5,25.0,137.7,2024-06-27 +2024-06-24 11:39:16,FON,FO,NIFTY,NIFTY-PE-23550-27JUN2024,BUY,3440.0,25.0,137.6,2024-06-27 2024-06-24 11:46:51,FON,FO,NIFTY,NIFTY-PE-23550-27JUN2024,SELL,14095.0,100.0,140.95,2024-06-27 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,6050.0,50.0,121.0,2024-06-27 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 @@ -91,8 +91,8 @@ datetime,exchange,segment,symbol,scrip_name,side,amount,quantity,price,expiry_da 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,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 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 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 @@ -120,40 +120,40 @@ 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,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 +2024-07-05 15:12:21,FON,FO,NIFTY,NIFTY-CE-24250-11JUL2024,SELL,9250.0,50.0,185.0,2024-07-11 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,2013.75,25.0,80.55,2024-07-11 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 12:44:04,FON,FO,NIFTY,NIFTY-CE-24400-11JUL2024,BUY,2225.0,25.0,89.0,2024-07-11 -2024-07-09 13:17:26,FON,FO,NIFTY,NIFTY-CE-24400-11JUL2024,SELL,11710.0,100.0,117.1,2024-07-11 2024-07-09 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,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 09:16:44,FON,FO,NIFTY,NIFTY-CE-24350-11JUL2024,BUY,2987.5,50.0,59.75,2024-07-11 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,2668.75,125.0,21.35,2024-07-11 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 11:05:32,FON,FO,NIFTY,NIFTY-CE-24400-11JUL2024,SELL,107.5,25.0,4.3,2024-07-11 2024-07-11 11:05:32,FON,FO,NIFTY,NIFTY-CE-24300-11JUL2024,BUY,351.25,25.0,14.05,2024-07-11 +2024-07-11 11:05:32,FON,FO,NIFTY,NIFTY-CE-24400-11JUL2024,SELL,107.5,25.0,4.3,2024-07-11 2024-07-11 14:09:06,FON,FO,NIFTY,NIFTY-CE-24400-11JUL2024,BUY,62.5,25.0,2.5,2024-07-11 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,1752.5,25.0,70.1,2024-07-18 +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,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 2024-07-18 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 @@ -167,19 +167,19 @@ datetime,exchange,segment,symbol,scrip_name,side,amount,quantity,price,expiry_da 2024-07-22 11:24:32,FON,FO,NIFTY,NIFTY-PE-24600-25JUL2024,SELL,19020.0,75.0,253.6,2024-07-25 2024-07-23 11:27:49,FON,FO,NIFTY,NIFTY-CE-24500-25JUL2024,BUY,10267.5,50.0,205.35,2024-07-25 2024-07-23 11:27:49,FON,FO,NIFTY,NIFTY-CE-24500-25JUL2024,BUY,10265.0,50.0,205.3,2024-07-25 -2024-07-23 12:22:03,FON,FO,NIFTY,NIFTY-CE-24500-25JUL2024,SELL,5445.0,50.0,108.9,2024-07-25 2024-07-23 12:22:03,FON,FO,NIFTY,NIFTY-CE-24500-25JUL2024,SELL,2723.75,25.0,108.95,2024-07-25 2024-07-23 12:22:03,FON,FO,NIFTY,NIFTY-CE-24500-25JUL2024,SELL,2722.5,25.0,108.9,2024-07-25 +2024-07-23 12:22:03,FON,FO,NIFTY,NIFTY-CE-24500-25JUL2024,SELL,5445.0,50.0,108.9,2024-07-25 2024-07-26 11:34:24,FON,FO,NIFTY,NIFTY-PE-24650-01AUG2024,BUY,3450.0,25.0,138.0,2024-08-01 2024-07-26 12:20:50,FON,FO,NIFTY,NIFTY-CE-24600-01AUG2024,BUY,4767.5,25.0,190.7,2024-08-01 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 +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 11:42:42,FON,FO,NIFTY,NIFTY-PE-24450-01AUG2024,SELL,783.75,75.0,10.45,2024-08-01 2024-07-29 12:06:50,FON,FO,NIFTY,NIFTY-CE-25400-01AUG2024,SELL,1035.0,100.0,10.35,2024-08-01 2024-07-29 12:10:20,FON,FO,NIFTY,NIFTY-CE-25000-01AUG2024,BUY,7500.0,75.0,100.0,2024-08-01 @@ -198,10 +198,10 @@ 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-CE-25000-01AUG2024,SELL,320.0,25.0,12.8,2024-08-01 -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,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 +2024-08-01 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-PE-24950-01AUG2024,SELL,6.25,125.0,0.05,2024-08-01 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, 2024-08-02 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 12:21:59,FON,FO,NIFTY,NIFTY-PE-24800-08AUG2024,BUY,4000.0,25.0,160.0,2024-08-08 @@ -239,16 +239,16 @@ 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-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 -2024-08-21 12:46:47,FON,FO,NIFTY,NIFTY-CE-24850-22AUG2024,SELL,535.0,25.0,21.4,2024-08-22 -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 10:28:46,FON,FO,NIFTY,NIFTY-CE-24850-22AUG2024,BUY,366.25,25.0,14.65,2024-08-22 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 -2024-08-22 14:46:22,FON,FO,NIFTY,NIFTY-CE-24800-22AUG2024,BUY,705.0,50.0,14.1,2024-08-22 2024-08-22 14:46:22,FON,FO,NIFTY,NIFTY-CE-24800-22AUG2024,BUY,702.5,50.0,14.05,2024-08-22 +2024-08-22 14:46:22,FON,FO,NIFTY,NIFTY-CE-24800-22AUG2024,BUY,705.0,50.0,14.1,2024-08-22 2024-08-22 14:48:44,FON,FO,NIFTY,NIFTY-CE-24800-22AUG2024,SELL,1065.0,100.0,10.65,2024-08-22 2024-08-22 15:15:25,FON,FO,NIFTY,NIFTY-CE-24800-22AUG2024,SELL,650.0,100.0,6.5,2024-08-22 2024-08-23 10:16:06,FON,FO,NIFTY,NIFTY-PE-24800-29AUG2024,BUY,2875.0,25.0,115.0,2024-08-29 @@ -259,18 +259,18 @@ 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,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,630.0,200.0,3.15,2024-08-29 +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,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,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,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 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,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 @@ -288,14 +288,14 @@ datetime,exchange,segment,symbol,scrip_name,side,amount,quantity,price,expiry_da 2024-09-03 15:02:08,FON,FO,NIFTY,NIFTY-CE-25300-05SEP2024,SELL,2106.25,25.0,84.25,2024-09-05 2024-09-04 13:22:11,FON,FO,NIFTY,NIFTY-PE-25200-05SEP2024,BUY,2067.5,25.0,82.7,2024-09-05 2024-09-04 13:32:41,FON,FO,NIFTY,NIFTY-PE-25200-05SEP2024,SELL,2082.5,25.0,83.3,2024-09-05 -2024-09-05 10:07:47,FON,FO,NIFTY,NIFTY-PE-25250-05SEP2024,BUY,2125.0,25.0,85.0,2024-09-05 2024-09-05 10:07:47,FON,FO,NIFTY,NIFTY-PE-25250-05SEP2024,BUY,6375.0,75.0,85.0,2024-09-05 +2024-09-05 10:07:47,FON,FO,NIFTY,NIFTY-PE-25250-05SEP2024,BUY,2125.0,25.0,85.0,2024-09-05 2024-09-05 10:14:30,FON,FO,NIFTY,NIFTY-PE-25250-05SEP2024,SELL,8500.0,100.0,85.0,2024-09-05 -2024-09-05 15:20:06,FON,FO,NIFTY,NIFTY-CE-25150-05SEP2024,BUY,183.75,525.0,0.35,2024-09-05 2024-09-05 15:20:06,FON,FO,NIFTY,NIFTY-CE-25150-05SEP2024,BUY,341.25,975.0,0.35,2024-09-05 +2024-09-05 15:20:06,FON,FO,NIFTY,NIFTY-CE-25150-05SEP2024,BUY,183.75,525.0,0.35,2024-09-05 2024-09-05 15:29:52,FON,FO,NIFTY,NIFTY-CE-25150-05SEP2024,SELL,2.5,50.0,0.05,2024-09-05 -2024-09-05 15:29:52,FON,FO,NIFTY,NIFTY-CE-25150-05SEP2024,SELL,7.5,150.0,0.05,2024-09-05 2024-09-05 15:29:52,FON,FO,NIFTY,NIFTY-CE-25150-05SEP2024,SELL,65.0,1300.0,0.05,2024-09-05 +2024-09-05 15:29:52,FON,FO,NIFTY,NIFTY-CE-25150-05SEP2024,SELL,7.5,150.0,0.05,2024-09-05 2024-09-09 12:41:07,FON,FO,NIFTY,NIFTY-CE-24850-12SEP2024,BUY,6000.0,50.0,120.0,2024-09-12 2024-09-09 12:56:32,FON,FO,NIFTY,NIFTY-CE-24850-12SEP2024,SELL,6250.0,50.0,125.0,2024-09-12 2024-09-09 13:17:59,FON,FO,NIFTY,NIFTY-PE-24900-12SEP2024,BUY,3243.75,25.0,129.75,2024-09-12 @@ -305,12 +305,12 @@ datetime,exchange,segment,symbol,scrip_name,side,amount,quantity,price,expiry_da 2024-09-11 09:39:17,FON,FO,NIFTY,NIFTY-CE-25000-12SEP2024,BUY,4000.0,50.0,80.0,2024-09-12 2024-09-11 10:47:20,FON,FO,NIFTY,NIFTY-CE-25000-12SEP2024,SELL,4760.0,50.0,95.2,2024-09-12 2024-09-11 11:45:23,FON,FO,NIFTY,NIFTY-PE-25100-12SEP2024,BUY,7500.0,75.0,100.0,2024-09-12 -2024-09-11 13:02:05,FON,FO,NIFTY,NIFTY-PE-25100-12SEP2024,SELL,2605.0,25.0,104.2,2024-09-12 2024-09-11 13:02:05,FON,FO,NIFTY,NIFTY-PE-25100-12SEP2024,SELL,5210.0,50.0,104.2,2024-09-12 +2024-09-11 13:02:05,FON,FO,NIFTY,NIFTY-PE-25100-12SEP2024,SELL,2605.0,25.0,104.2,2024-09-12 2024-09-11 13:57:32,FON,FO,NIFTY,NIFTY-CE-25000-12SEP2024,BUY,7500.0,100.0,75.0,2024-09-12 -2024-09-12 09:31:24,FON,FO,NIFTY,NIFTY-CE-25000-12SEP2024,SELL,2018.75,25.0,80.75,2024-09-12 -2024-09-12 09:31:24,FON,FO,NIFTY,NIFTY-CE-25000-12SEP2024,SELL,4040.0,50.0,80.8,2024-09-12 2024-09-12 09:31:24,FON,FO,NIFTY,NIFTY-CE-25000-12SEP2024,SELL,2020.0,25.0,80.8,2024-09-12 +2024-09-12 09:31:24,FON,FO,NIFTY,NIFTY-CE-25000-12SEP2024,SELL,4040.0,50.0,80.8,2024-09-12 +2024-09-12 09:31:24,FON,FO,NIFTY,NIFTY-CE-25000-12SEP2024,SELL,2018.75,25.0,80.75,2024-09-12 2024-09-12 10:48:21,FON,FO,NIFTY,NIFTY-CE-24950-12SEP2024,BUY,7500.0,100.0,75.0,2024-09-12 2024-09-12 11:23:24,FON,FO,NIFTY,NIFTY-CE-24950-12SEP2024,SELL,8910.0,100.0,89.1,2024-09-12 2024-09-12 11:25:22,FON,FO,NIFTY,NIFTY-CE-24950-12SEP2024,BUY,7915.0,100.0,79.15,2024-09-12 @@ -318,8 +318,8 @@ datetime,exchange,segment,symbol,scrip_name,side,amount,quantity,price,expiry_da 2024-09-12 12:06:43,FON,FO,NIFTY,NIFTY-CE-24950-12SEP2024,BUY,1871.25,25.0,74.85,2024-09-12 2024-09-12 12:06:44,FON,FO,NIFTY,NIFTY-CE-24950-12SEP2024,BUY,5613.75,75.0,74.85,2024-09-12 2024-09-12 13:05:45,FON,FO,NIFTY,NIFTY-CE-24950-12SEP2024,SELL,2260.0,25.0,90.4,2024-09-12 -2024-09-12 13:05:45,FON,FO,NIFTY,NIFTY-CE-24950-12SEP2024,SELL,4525.0,50.0,90.5,2024-09-12 2024-09-12 13:05:45,FON,FO,NIFTY,NIFTY-CE-24950-12SEP2024,SELL,2260.0,25.0,90.4,2024-09-12 +2024-09-12 13:05:45,FON,FO,NIFTY,NIFTY-CE-24950-12SEP2024,SELL,4525.0,50.0,90.5,2024-09-12 2024-09-13 00:00:00,NSE,EQ,BAJAJHFL,BAJAJ HOUSING FINANCE LIMITED,BUY,14980.0,214.0,70.0, 2024-09-13 09:38:10,FON,FO,NIFTY,NIFTY-CE-25500-19SEP2024,BUY,7000.0,100.0,70.0,2024-09-19 2024-09-13 10:43:15,FON,FO,NIFTY,NIFTY-CE-25500-19SEP2024,SELL,1813.75,25.0,72.55,2024-09-19 @@ -328,14 +328,14 @@ datetime,exchange,segment,symbol,scrip_name,side,amount,quantity,price,expiry_da 2024-09-18 10:48:57,FON,FO,NIFTY,NIFTY-CE-25500-19SEP2024,BUY,6000.0,75.0,80.0,2024-09-19 2024-09-19 09:46:38,FON,FO,NIFTY,NIFTY-CE-25500-19SEP2024,SELL,17842.5,150.0,118.95,2024-09-19 2024-09-19 09:46:38,FON,FO,NIFTY,NIFTY-CE-25500-19SEP2024,SELL,2968.75,25.0,118.75,2024-09-19 -2024-09-19 15:06:01,FON,FO,NIFTY,NIFTY-PE-25400-19SEP2024,BUY,100.0,50.0,2.0,2024-09-19 2024-09-19 15:06:01,FON,FO,NIFTY,NIFTY-PE-25400-19SEP2024,BUY,400.0,200.0,2.0,2024-09-19 2024-09-19 15:06:01,FON,FO,NIFTY,NIFTY-PE-25400-19SEP2024,BUY,2500.0,1250.0,2.0,2024-09-19 +2024-09-19 15:06:01,FON,FO,NIFTY,NIFTY-PE-25400-19SEP2024,BUY,100.0,50.0,2.0,2024-09-19 +2024-09-19 15:06:42,FON,FO,NIFTY,NIFTY-PE-25400-19SEP2024,SELL,60.0,50.0,1.2,2024-09-19 2024-09-19 15:06:42,FON,FO,NIFTY,NIFTY-PE-25400-19SEP2024,SELL,150.0,125.0,1.2,2024-09-19 2024-09-19 15:06:42,FON,FO,NIFTY,NIFTY-PE-25400-19SEP2024,SELL,1080.0,900.0,1.2,2024-09-19 2024-09-19 15:06:42,FON,FO,NIFTY,NIFTY-PE-25400-19SEP2024,SELL,30.0,25.0,1.2,2024-09-19 2024-09-19 15:06:42,FON,FO,NIFTY,NIFTY-PE-25400-19SEP2024,SELL,120.0,100.0,1.2,2024-09-19 -2024-09-19 15:06:42,FON,FO,NIFTY,NIFTY-PE-25400-19SEP2024,SELL,60.0,50.0,1.2,2024-09-19 2024-09-19 15:06:42,FON,FO,NIFTY,NIFTY-PE-25400-19SEP2024,SELL,360.0,300.0,1.2,2024-09-19 2024-09-20 14:40:35,FON,FO,NIFTY,NIFTY-CE-25800-03OCT2024,BUY,8000.0,50.0,160.0,2024-10-03 2024-09-20 14:52:05,FON,FO,NIFTY,NIFTY-CE-25800-03OCT2024,SELL,10007.5,50.0,200.15,2024-10-03 @@ -352,17 +352,28 @@ datetime,exchange,segment,symbol,scrip_name,side,amount,quantity,price,expiry_da 2024-09-25 14:43:38,FON,FO,NIFTY,NIFTY-CE-26000-26SEP2024,BUY,10000.0,200.0,50.0,2024-09-26 2024-09-25 15:10:21,FON,FO,NIFTY,NIFTY-CE-26000-26SEP2024,SELL,10491.25,175.0,59.95,2024-09-26 2024-09-25 15:10:21,FON,FO,NIFTY,NIFTY-CE-26000-26SEP2024,SELL,1497.5,25.0,59.9,2024-09-26 -2024-09-26 10:51:29,FON,FO,NIFTY,NIFTY-PE-26100-26SEP2024,BUY,9112.5,125.0,72.9,2024-09-26 -2024-09-26 10:51:29,FON,FO,NIFTY,NIFTY-PE-26100-26SEP2024,BUY,1822.5,25.0,72.9,2024-09-26 2024-09-26 10:51:29,FON,FO,NIFTY,NIFTY-PE-26100-26SEP2024,BUY,3645.0,50.0,72.9,2024-09-26 +2024-09-26 10:51:29,FON,FO,NIFTY,NIFTY-PE-26100-26SEP2024,BUY,1822.5,25.0,72.9,2024-09-26 +2024-09-26 10:51:29,FON,FO,NIFTY,NIFTY-PE-26100-26SEP2024,BUY,9112.5,125.0,72.9,2024-09-26 2024-09-26 11:57:21,FON,FO,NIFTY,NIFTY-PE-26100-26SEP2024,BUY,10000.0,200.0,50.0,2024-09-26 -2024-09-26 13:48:23,FON,FO,NIFTY,NIFTY-PE-26100-26SEP2024,SELL,9281.25,125.0,74.25,2024-09-26 -2024-09-26 13:48:23,FON,FO,NIFTY,NIFTY-PE-26100-26SEP2024,SELL,9281.25,125.0,74.25,2024-09-26 2024-09-26 13:48:23,FON,FO,NIFTY,NIFTY-PE-26100-26SEP2024,SELL,3712.5,50.0,74.25,2024-09-26 +2024-09-26 13:48:23,FON,FO,NIFTY,NIFTY-PE-26100-26SEP2024,SELL,9281.25,125.0,74.25,2024-09-26 2024-09-26 13:48:23,FON,FO,NIFTY,NIFTY-PE-26100-26SEP2024,SELL,3712.5,50.0,74.25,2024-09-26 2024-09-26 13:48:23,FON,FO,NIFTY,NIFTY-PE-26100-26SEP2024,SELL,3712.5,50.0,74.25,2024-09-26 -2024-09-26 15:13:54,FON,FO,NIFTY,NIFTY-PE-26200-26SEP2024,BUY,68.75,25.0,2.75,2024-09-26 +2024-09-26 13:48:23,FON,FO,NIFTY,NIFTY-PE-26100-26SEP2024,SELL,9281.25,125.0,74.25,2024-09-26 2024-09-26 15:13:54,FON,FO,NIFTY,NIFTY-PE-26200-26SEP2024,BUY,137.5,50.0,2.75,2024-09-26 2024-09-26 15:13:54,FON,FO,NIFTY,NIFTY-PE-26200-26SEP2024,BUY,68.75,25.0,2.75,2024-09-26 +2024-09-26 15:13:54,FON,FO,NIFTY,NIFTY-PE-26200-26SEP2024,BUY,68.75,25.0,2.75,2024-09-26 2024-09-26 15:13:54,FON,FO,NIFTY,NIFTY-PE-26200-26SEP2024,BUY,2475.0,900.0,2.75,2024-09-26 2024-09-26 15:16:18,FON,FO,NIFTY,NIFTY-PE-26200-26SEP2024,SELL,950.0,1000.0,0.95,2024-09-26 +2024-10-01 13:49:40,FON,FO,NIFTY,NIFTY-PE-25500-03OCT2024,BUY,1400.0,100.0,14.0,2024-10-03 +2024-10-01 13:49:40,FON,FO,NIFTY,NIFTY-PE-25500-03OCT2024,BUY,350.0,25.0,14.0,2024-10-03 +2024-10-01 13:49:40,FON,FO,NIFTY,NIFTY-PE-25500-03OCT2024,BUY,2450.0,175.0,14.0,2024-10-03 +2024-10-01 13:49:40,FON,FO,NIFTY,NIFTY-PE-25500-03OCT2024,BUY,2800.0,200.0,14.0,2024-10-03 +2024-10-03 09:27:50,FON,FO,NIFTY,NIFTY-PE-25500-03OCT2024,SELL,2522.5,50.0,50.45,2024-10-03 +2024-10-03 09:27:50,FON,FO,NIFTY,NIFTY-PE-25500-03OCT2024,SELL,11351.25,225.0,50.45,2024-10-03 +2024-10-03 09:27:50,FON,FO,NIFTY,NIFTY-PE-25500-03OCT2024,SELL,11351.25,225.0,50.45,2024-10-03 +2024-10-03 09:43:49,FON,FO,NIFTY,NIFTY-PE-25650-03OCT2024,BUY,9000.0,100.0,90.0,2024-10-03 +2024-10-03 09:43:49,FON,FO,NIFTY,NIFTY-PE-25650-03OCT2024,BUY,9000.0,100.0,90.0,2024-10-03 +2024-10-03 10:13:05,FON,FO,NIFTY,NIFTY-PE-25650-03OCT2024,SELL,18712.5,125.0,149.7,2024-10-03 +2024-10-03 10:13:05,FON,FO,NIFTY,NIFTY-PE-25650-03OCT2024,SELL,11227.5,75.0,149.7,2024-10-03 diff --git a/DATA/SOURCE/Holding/Holding_data.csv b/DATA/SOURCE/Holding/Holding_data.csv index 9859d918..fed4d8fd 100644 --- a/DATA/SOURCE/Holding/Holding_data.csv +++ b/DATA/SOURCE/Holding/Holding_data.csv @@ -1,21 +1,21 @@ segment,exchange,symbol,min_date,max_date,isin -EQ,NSE,BAJAJHFL,2024-09-13,2024-10-03,INE377Y01014 +EQ,NSE,BAJAJHFL,2024-09-13,2024-10-04,INE377Y01014 EQ,NSE,BHAGERIA,2020-05-05,2020-06-14,INE354C01027 EQ,NSE,BPCL,2021-08-06,2022-08-09,INE029A01011 EQ,NSE,GOLDBEES,2021-02-09,2021-06-03,INF204KB17I5 EQ,NSE,HERANBA,2021-03-04,2021-03-08,INE694N01015 EQ,NSE,IDEA,2020-07-29,2021-06-13,INE669E01016 EQ,NSE,INFY,2021-04-12,2021-06-13,INE009A01021 -EQ,NSE,IRCTC,2024-06-04,2024-10-03,INE335Y01020 -EQ,NSE,KPITTECH,2024-06-13,2024-10-03,INE04I401011 +EQ,NSE,IRCTC,2024-06-04,2024-10-04,INE335Y01020 +EQ,NSE,KPITTECH,2024-06-13,2024-10-04,INE04I401011 EQ,NSE,LICI,2022-05-13,2022-08-09,INE0J1Y01017 EQ,NSE,NIFTYBEES,2021-02-09,2021-06-13,INF204KB14I2 EQ,NSE,PNB,2020-07-29,2021-06-13,INE160A01022 EQ,NSE,SBIN,2021-05-10,2021-06-03,INE062A01020 EQ,NSE,TATACHEM,2021-06-15,2022-08-09,INE092A01019 -EQ,NSE,TATAMOTORS,2020-04-21,2024-10-03,INE155A01022 -EQ,NSE,TATAPOWER,2021-02-08,2024-10-03,INE245A01021 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float64 \n", - " 7 Stock Splits 2 non-null float64 \n", + " 0 Date 3 non-null datetime64[ns, Asia/Kolkata]\n", + " 1 Open 3 non-null float64 \n", + " 2 High 3 non-null float64 \n", + " 3 Low 3 non-null float64 \n", + " 4 Close 3 non-null float64 \n", + " 5 Volume 3 non-null int64 \n", + " 6 Dividends 3 non-null float64 \n", + " 7 Stock Splits 3 non-null float64 \n", "dtypes: datetime64[ns, Asia/Kolkata](1), float64(6), int64(1)\n", - "memory usage: 260.0 bytes\n", + "memory usage: 324.0 bytes\n", "Data processed and saved to: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\BAJAJHFL_2024_10.csv\n", "\n", "Processing data for symbol BHAGERIA:\n", @@ -264,20 +264,20 @@ "output_type": "stream", "text": [ "\n", - "RangeIndex: 2 entries, 0 to 1\n", + "RangeIndex: 3 entries, 0 to 2\n", "Data columns (total 8 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", - " 0 Date 2 non-null datetime64[ns, Asia/Kolkata]\n", - " 1 Open 2 non-null float64 \n", - " 2 High 2 non-null float64 \n", - " 3 Low 2 non-null float64 \n", - " 4 Close 2 non-null float64 \n", - " 5 Volume 2 non-null int64 \n", - " 6 Dividends 2 non-null float64 \n", - " 7 Stock Splits 2 non-null float64 \n", + " 0 Date 3 non-null datetime64[ns, Asia/Kolkata]\n", + " 1 Open 3 non-null float64 \n", + " 2 High 3 non-null float64 \n", + " 3 Low 3 non-null float64 \n", + " 4 Close 3 non-null float64 \n", + " 5 Volume 3 non-null int64 \n", + " 6 Dividends 3 non-null float64 \n", + " 7 Stock Splits 3 non-null float64 \n", "dtypes: datetime64[ns, Asia/Kolkata](1), float64(6), int64(1)\n", - "memory usage: 260.0 bytes\n", + "memory usage: 324.0 bytes\n", "Data processed and saved to: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\IRCTC_2024_10.csv\n", "\n", "Processing data for symbol KPITTECH:\n" @@ -288,20 +288,20 @@ "output_type": "stream", "text": [ "\n", - "RangeIndex: 2 entries, 0 to 1\n", + "RangeIndex: 3 entries, 0 to 2\n", "Data columns (total 8 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", - " 0 Date 2 non-null datetime64[ns, Asia/Kolkata]\n", - " 1 Open 2 non-null float64 \n", - " 2 High 2 non-null float64 \n", - " 3 Low 2 non-null float64 \n", - " 4 Close 2 non-null float64 \n", - " 5 Volume 2 non-null int64 \n", - " 6 Dividends 2 non-null float64 \n", - " 7 Stock Splits 2 non-null float64 \n", + " 0 Date 3 non-null datetime64[ns, Asia/Kolkata]\n", + " 1 Open 3 non-null float64 \n", + " 2 High 3 non-null float64 \n", + " 3 Low 3 non-null float64 \n", + " 4 Close 3 non-null float64 \n", + " 5 Volume 3 non-null int64 \n", + " 6 Dividends 3 non-null float64 \n", + " 7 Stock Splits 3 non-null float64 \n", "dtypes: datetime64[ns, Asia/Kolkata](1), float64(6), int64(1)\n", - "memory usage: 260.0 bytes\n", + "memory usage: 324.0 bytes\n", "Data processed and saved to: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\KPITTECH_2024_10.csv\n", "\n", "Processing data for symbol LICI:\n", @@ -322,20 +322,20 @@ "output_type": "stream", "text": [ "\n", - "RangeIndex: 2 entries, 0 to 1\n", + "RangeIndex: 3 entries, 0 to 2\n", "Data columns (total 8 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", - " 0 Date 2 non-null datetime64[ns, Asia/Kolkata]\n", - " 1 Open 2 non-null float64 \n", - " 2 High 2 non-null float64 \n", - " 3 Low 2 non-null float64 \n", - " 4 Close 2 non-null float64 \n", - " 5 Volume 2 non-null int64 \n", - " 6 Dividends 2 non-null float64 \n", - " 7 Stock Splits 2 non-null float64 \n", + " 0 Date 3 non-null datetime64[ns, Asia/Kolkata]\n", + " 1 Open 3 non-null float64 \n", + " 2 High 3 non-null float64 \n", + " 3 Low 3 non-null float64 \n", + " 4 Close 3 non-null float64 \n", + " 5 Volume 3 non-null int64 \n", + " 6 Dividends 3 non-null float64 \n", + " 7 Stock Splits 3 non-null float64 \n", "dtypes: datetime64[ns, Asia/Kolkata](1), float64(6), int64(1)\n", - "memory usage: 260.0 bytes\n", + "memory usage: 324.0 bytes\n", "Data processed and saved to: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\TATAMOTORS_2024_10.csv\n", "\n", "Processing data for symbol TATAPOWER:\n" @@ -346,20 +346,20 @@ "output_type": "stream", "text": [ "\n", - "RangeIndex: 2 entries, 0 to 1\n", + "RangeIndex: 3 entries, 0 to 2\n", "Data columns (total 8 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", - " 0 Date 2 non-null datetime64[ns, Asia/Kolkata]\n", - " 1 Open 2 non-null float64 \n", - " 2 High 2 non-null float64 \n", - " 3 Low 2 non-null float64 \n", - " 4 Close 2 non-null float64 \n", - " 5 Volume 2 non-null int64 \n", - " 6 Dividends 2 non-null float64 \n", - " 7 Stock Splits 2 non-null float64 \n", + " 0 Date 3 non-null datetime64[ns, Asia/Kolkata]\n", + " 1 Open 3 non-null float64 \n", + " 2 High 3 non-null float64 \n", + " 3 Low 3 non-null float64 \n", + " 4 Close 3 non-null float64 \n", + " 5 Volume 3 non-null int64 \n", + " 6 Dividends 3 non-null float64 \n", + " 7 Stock Splits 3 non-null float64 \n", "dtypes: datetime64[ns, Asia/Kolkata](1), float64(6), int64(1)\n", - "memory usage: 260.0 bytes\n", + "memory usage: 324.0 bytes\n", "Data processed and saved to: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\TATAPOWER_2024_10.csv\n", "\n", "Processing data for symbol VOLTAS:\n", diff --git a/NOTEBOOKS/01_BRONZE_LAYER_ETL/03_Symbol.ipynb b/NOTEBOOKS/01_BRONZE_LAYER_ETL/03_Symbol.ipynb index 39105129..fef32e01 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": "2024-10-03T10:53:09.172146Z", - "iopub.status.busy": "2024-10-03T10:53:09.172146Z", - "iopub.status.idle": "2024-10-03T10:53:09.603924Z", - "shell.execute_reply": "2024-10-03T10:53:09.603924Z" + "iopub.execute_input": "2024-10-04T14:13:30.195180Z", + "iopub.status.busy": "2024-10-04T14:13:30.195180Z", + "iopub.status.idle": "2024-10-04T14:13:30.642552Z", + "shell.execute_reply": "2024-10-04T14:13:30.641724Z" } }, "outputs": [], @@ -32,10 +32,10 @@ "execution_count": 2, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:53:09.607044Z", - "iopub.status.busy": "2024-10-03T10:53:09.607044Z", - "iopub.status.idle": "2024-10-03T10:53:09.771051Z", - "shell.execute_reply": "2024-10-03T10:53:09.771051Z" + "iopub.execute_input": "2024-10-04T14:13:30.646956Z", + "iopub.status.busy": "2024-10-04T14:13:30.646956Z", + "iopub.status.idle": "2024-10-04T14:13:30.818503Z", + "shell.execute_reply": "2024-10-04T14:13:30.817894Z" } }, "outputs": [], @@ -49,10 +49,10 @@ "execution_count": 3, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:53:09.774058Z", - "iopub.status.busy": "2024-10-03T10:53:09.774058Z", - "iopub.status.idle": "2024-10-03T10:53:09.778814Z", - "shell.execute_reply": "2024-10-03T10:53:09.778814Z" + "iopub.execute_input": "2024-10-04T14:13:30.820608Z", + "iopub.status.busy": "2024-10-04T14:13:30.820608Z", + "iopub.status.idle": "2024-10-04T14:13:30.824883Z", + "shell.execute_reply": "2024-10-04T14:13:30.824883Z" } }, "outputs": [], @@ -75,10 +75,10 @@ "execution_count": 4, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:53:09.781823Z", - "iopub.status.busy": "2024-10-03T10:53:09.781823Z", - "iopub.status.idle": "2024-10-03T10:53:09.786870Z", - "shell.execute_reply": "2024-10-03T10:53:09.786592Z" + "iopub.execute_input": "2024-10-04T14:13:30.829015Z", + "iopub.status.busy": "2024-10-04T14:13:30.828154Z", + "iopub.status.idle": "2024-10-04T14:13:30.832917Z", + "shell.execute_reply": "2024-10-04T14:13:30.832917Z" } }, "outputs": [], @@ -114,10 +114,10 @@ "execution_count": 5, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:53:09.788983Z", - "iopub.status.busy": "2024-10-03T10:53:09.788983Z", - "iopub.status.idle": "2024-10-03T10:53:09.899272Z", - "shell.execute_reply": "2024-10-03T10:53:09.898895Z" + "iopub.execute_input": "2024-10-04T14:13:30.835923Z", + "iopub.status.busy": "2024-10-04T14:13:30.835923Z", + "iopub.status.idle": "2024-10-04T14:13:30.950253Z", + "shell.execute_reply": "2024-10-04T14:13:30.950253Z" } }, "outputs": [ diff --git a/NOTEBOOKS/02_SILVER_LAYER_ETL/01_Symbol.ipynb b/NOTEBOOKS/02_SILVER_LAYER_ETL/01_Symbol.ipynb index 7a1725cd..967c5b2c 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": "2024-10-03T10:53:15.730660Z", - "iopub.status.busy": "2024-10-03T10:53:15.730660Z", - "iopub.status.idle": "2024-10-03T10:53:16.122102Z", - "shell.execute_reply": "2024-10-03T10:53:16.121468Z" + "iopub.execute_input": "2024-10-04T14:13:35.388973Z", + "iopub.status.busy": "2024-10-04T14:13:35.388973Z", + "iopub.status.idle": "2024-10-04T14:13:35.819895Z", + "shell.execute_reply": "2024-10-04T14:13:35.818853Z" } }, "outputs": [], @@ -32,10 +32,10 @@ "execution_count": 2, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:53:16.124203Z", - "iopub.status.busy": "2024-10-03T10:53:16.124203Z", - "iopub.status.idle": "2024-10-03T10:53:16.275241Z", - "shell.execute_reply": "2024-10-03T10:53:16.275241Z" + "iopub.execute_input": "2024-10-04T14:13:35.819895Z", + "iopub.status.busy": "2024-10-04T14:13:35.819895Z", + "iopub.status.idle": "2024-10-04T14:13:35.976938Z", + "shell.execute_reply": "2024-10-04T14:13:35.976938Z" } }, "outputs": [], @@ -49,10 +49,10 @@ "execution_count": 3, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:53:16.278707Z", - "iopub.status.busy": "2024-10-03T10:53:16.278707Z", - "iopub.status.idle": "2024-10-03T10:53:16.284361Z", - "shell.execute_reply": "2024-10-03T10:53:16.283351Z" + "iopub.execute_input": "2024-10-04T14:13:35.978943Z", + "iopub.status.busy": "2024-10-04T14:13:35.978943Z", + "iopub.status.idle": "2024-10-04T14:13:35.985991Z", + "shell.execute_reply": "2024-10-04T14:13:35.985991Z" } }, "outputs": [], @@ -68,10 +68,10 @@ "execution_count": 4, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:53:16.286465Z", - "iopub.status.busy": "2024-10-03T10:53:16.286465Z", - "iopub.status.idle": "2024-10-03T10:53:16.291099Z", - "shell.execute_reply": "2024-10-03T10:53:16.291099Z" + "iopub.execute_input": "2024-10-04T14:13:35.985991Z", + "iopub.status.busy": "2024-10-04T14:13:35.985991Z", + "iopub.status.idle": "2024-10-04T14:13:35.995411Z", + "shell.execute_reply": "2024-10-04T14:13:35.994572Z" } }, "outputs": [], @@ -130,10 +130,10 @@ "execution_count": 5, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:53:16.294465Z", - "iopub.status.busy": "2024-10-03T10:53:16.294465Z", - "iopub.status.idle": "2024-10-03T10:53:16.466973Z", - "shell.execute_reply": "2024-10-03T10:53:16.466973Z" + "iopub.execute_input": "2024-10-04T14:13:35.995411Z", + "iopub.status.busy": "2024-10-04T14:13:35.995411Z", + "iopub.status.idle": "2024-10-04T14:13:36.230400Z", + "shell.execute_reply": "2024-10-04T14:13:36.230400Z" } }, "outputs": [ @@ -143,7 +143,13 @@ "text": [ "Number of Files Detected: 1\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\Symbol\\Symbol_data.csv\n", - "Successfully created SILVER Layer CSV file for Symbol at: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\SILVER\\Symbol\\Symbol_data.csv\n", + "Successfully created SILVER Layer CSV file for Symbol at: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\SILVER\\Symbol\\Symbol_data.csv\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "\n", "Index: 16926 entries, 15214 to 4213\n", "Data columns (total 5 columns):\n", diff --git a/NOTEBOOKS/02_SILVER_LAYER_ETL/02_TradeHistory.ipynb b/NOTEBOOKS/02_SILVER_LAYER_ETL/02_TradeHistory.ipynb index 891447f3..dc687cee 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": "2024-10-03T10:53:22.676527Z", - "iopub.status.busy": "2024-10-03T10:53:22.676527Z", - "iopub.status.idle": "2024-10-03T10:53:23.075995Z", - "shell.execute_reply": "2024-10-03T10:53:23.074986Z" + "iopub.execute_input": "2024-10-04T14:13:43.437132Z", + "iopub.status.busy": "2024-10-04T14:13:43.437132Z", + "iopub.status.idle": "2024-10-04T14:13:43.791875Z", + "shell.execute_reply": "2024-10-04T14:13:43.791875Z" } }, "outputs": [], @@ -32,10 +32,10 @@ "execution_count": 2, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:53:23.078201Z", - "iopub.status.busy": "2024-10-03T10:53:23.078201Z", - "iopub.status.idle": "2024-10-03T10:53:23.238262Z", - "shell.execute_reply": "2024-10-03T10:53:23.237858Z" + "iopub.execute_input": "2024-10-04T14:13:43.791875Z", + "iopub.status.busy": "2024-10-04T14:13:43.791875Z", + "iopub.status.idle": "2024-10-04T14:13:43.946523Z", + "shell.execute_reply": "2024-10-04T14:13:43.946523Z" } }, "outputs": [], @@ -49,10 +49,10 @@ "execution_count": 3, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:53:23.240374Z", - "iopub.status.busy": "2024-10-03T10:53:23.240374Z", - "iopub.status.idle": "2024-10-03T10:53:23.247471Z", - "shell.execute_reply": "2024-10-03T10:53:23.247471Z" + "iopub.execute_input": "2024-10-04T14:13:43.948044Z", + "iopub.status.busy": "2024-10-04T14:13:43.948044Z", + "iopub.status.idle": "2024-10-04T14:13:43.955062Z", + "shell.execute_reply": "2024-10-04T14:13:43.955062Z" } }, "outputs": [], @@ -83,10 +83,10 @@ "execution_count": 4, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:53:23.247471Z", - "iopub.status.busy": "2024-10-03T10:53:23.247471Z", - "iopub.status.idle": "2024-10-03T10:53:23.255844Z", - "shell.execute_reply": "2024-10-03T10:53:23.254585Z" + "iopub.execute_input": "2024-10-04T14:13:43.955062Z", + "iopub.status.busy": "2024-10-04T14:13:43.955062Z", + "iopub.status.idle": "2024-10-04T14:13:43.962035Z", + "shell.execute_reply": "2024-10-04T14:13:43.962035Z" } }, "outputs": [], @@ -128,10 +128,10 @@ "execution_count": 5, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:53:23.258864Z", - "iopub.status.busy": "2024-10-03T10:53:23.258864Z", - "iopub.status.idle": "2024-10-03T10:53:23.263919Z", - "shell.execute_reply": "2024-10-03T10:53:23.263919Z" + "iopub.execute_input": "2024-10-04T14:13:43.964130Z", + "iopub.status.busy": "2024-10-04T14:13:43.964130Z", + "iopub.status.idle": "2024-10-04T14:13:43.969431Z", + "shell.execute_reply": "2024-10-04T14:13:43.969431Z" } }, "outputs": [], @@ -197,10 +197,10 @@ "execution_count": 6, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:53:23.266928Z", - "iopub.status.busy": "2024-10-03T10:53:23.266928Z", - "iopub.status.idle": "2024-10-03T10:53:23.315995Z", - "shell.execute_reply": "2024-10-03T10:53:23.315995Z" + "iopub.execute_input": "2024-10-04T14:13:43.969431Z", + "iopub.status.busy": "2024-10-04T14:13:43.969431Z", + "iopub.status.idle": "2024-10-04T14:13:44.011934Z", + "shell.execute_reply": "2024-10-04T14:13:44.011934Z" } }, "outputs": [ @@ -256,10 +256,10 @@ "execution_count": 7, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:53:23.349603Z", - "iopub.status.busy": "2024-10-03T10:53:23.349603Z", - "iopub.status.idle": "2024-10-03T10:53:23.396998Z", - "shell.execute_reply": "2024-10-03T10:53:23.396998Z" + "iopub.execute_input": "2024-10-04T14:13:44.038961Z", + "iopub.status.busy": "2024-10-04T14:13:44.027443Z", + "iopub.status.idle": "2024-10-04T14:13:44.079314Z", + "shell.execute_reply": "2024-10-04T14:13:44.079314Z" } }, "outputs": [], @@ -291,10 +291,10 @@ "execution_count": 8, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:53:23.400005Z", - "iopub.status.busy": "2024-10-03T10:53:23.400005Z", - "iopub.status.idle": "2024-10-03T10:53:23.415725Z", - "shell.execute_reply": "2024-10-03T10:53:23.415725Z" + "iopub.execute_input": "2024-10-04T14:13:44.079314Z", + "iopub.status.busy": "2024-10-04T14:13:44.079314Z", + "iopub.status.idle": "2024-10-04T14:13:44.105400Z", + "shell.execute_reply": "2024-10-04T14:13:44.105400Z" } }, "outputs": [ @@ -305,22 +305,22 @@ "SILVER Layer CSV file for trade history successfully created at:\n", "C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\SILVER\\TradeHistory\\TradeHistory_data.csv\n", "\n", - "Index: 367 entries, 17 to 43\n", + "Index: 378 entries, 17 to 43\n", "Data columns (total 10 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", - " 0 datetime 367 non-null datetime64[ns]\n", - " 1 exchange 367 non-null string \n", - " 2 segment 367 non-null string \n", - " 3 symbol 367 non-null string \n", - " 4 scrip_name 367 non-null string \n", - " 5 side 367 non-null string \n", - " 6 amount 367 non-null float64 \n", - " 7 quantity 367 non-null float64 \n", - " 8 price 367 non-null float64 \n", - " 9 expiry_date 316 non-null datetime64[ns]\n", + " 0 datetime 378 non-null datetime64[ns]\n", + " 1 exchange 378 non-null string \n", + " 2 segment 378 non-null string \n", + " 3 symbol 378 non-null string \n", + " 4 scrip_name 378 non-null string \n", + " 5 side 378 non-null string \n", + " 6 amount 378 non-null float64 \n", + " 7 quantity 378 non-null float64 \n", + " 8 price 378 non-null float64 \n", + " 9 expiry_date 327 non-null datetime64[ns]\n", "dtypes: datetime64[ns](2), float64(3), string(5)\n", - "memory usage: 31.5 KB\n" + "memory usage: 32.5 KB\n" ] } ], diff --git a/NOTEBOOKS/02_SILVER_LAYER_ETL/03_StockPrice.ipynb b/NOTEBOOKS/02_SILVER_LAYER_ETL/03_StockPrice.ipynb index 41bfe3d7..ca6d506e 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": "2024-10-03T10:53:29.064791Z", - "iopub.status.busy": "2024-10-03T10:53:29.064791Z", - "iopub.status.idle": "2024-10-03T10:53:29.473154Z", - "shell.execute_reply": "2024-10-03T10:53:29.472394Z" + "iopub.execute_input": "2024-10-04T14:13:48.724581Z", + "iopub.status.busy": "2024-10-04T14:13:48.724581Z", + "iopub.status.idle": "2024-10-04T14:13:49.088907Z", + "shell.execute_reply": "2024-10-04T14:13:49.088907Z" } }, "outputs": [], @@ -33,10 +33,10 @@ "execution_count": 2, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:53:29.475917Z", - "iopub.status.busy": "2024-10-03T10:53:29.475917Z", - "iopub.status.idle": "2024-10-03T10:53:29.650213Z", - "shell.execute_reply": "2024-10-03T10:53:29.650213Z" + "iopub.execute_input": "2024-10-04T14:13:49.088907Z", + "iopub.status.busy": "2024-10-04T14:13:49.088907Z", + "iopub.status.idle": "2024-10-04T14:13:49.244087Z", + "shell.execute_reply": "2024-10-04T14:13:49.243020Z" } }, "outputs": [], @@ -50,10 +50,10 @@ "execution_count": 3, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:53:29.653224Z", - "iopub.status.busy": "2024-10-03T10:53:29.653224Z", - "iopub.status.idle": "2024-10-03T10:53:29.659763Z", - "shell.execute_reply": "2024-10-03T10:53:29.659763Z" + "iopub.execute_input": "2024-10-04T14:13:49.246937Z", + "iopub.status.busy": "2024-10-04T14:13:49.246937Z", + "iopub.status.idle": "2024-10-04T14:13:49.251969Z", + "shell.execute_reply": "2024-10-04T14:13:49.251969Z" } }, "outputs": [], @@ -81,10 +81,10 @@ "execution_count": 4, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:53:29.662184Z", - "iopub.status.busy": "2024-10-03T10:53:29.662184Z", - "iopub.status.idle": "2024-10-03T10:53:31.253793Z", - "shell.execute_reply": "2024-10-03T10:53:31.253793Z" + "iopub.execute_input": "2024-10-04T14:13:49.251969Z", + "iopub.status.busy": "2024-10-04T14:13:49.251969Z", + "iopub.status.idle": "2024-10-04T14:13:50.673120Z", + "shell.execute_reply": "2024-10-04T14:13:50.673120Z" } }, "outputs": [ @@ -333,15 +333,15 @@ "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\CTL_2022_08.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\CTL_2022_09.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\CTL_2022_10.csv\n", - "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\CTL_2022_11.csv\n", - "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\CTL_2022_12.csv\n", - "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\CTL_2023_01.csv\n" + "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\CTL_2022_11.csv\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ + "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\CTL_2022_12.csv\n", + "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\CTL_2023_01.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\CTL_2023_02.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\CTL_2023_03.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\CTL_2023_04.csv\n", @@ -578,13 +578,7 @@ "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\HDFC_INDEX_FUNDNIFTY_50_PLAN_DIRECT_PLAN_2021_12.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\HDFC_INDEX_FUNDNIFTY_50_PLAN_DIRECT_PLAN_2022_01.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\HDFC_INDEX_FUNDNIFTY_50_PLAN_DIRECT_PLAN_2022_02.csv\n", - "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\HDFC_INDEX_FUNDNIFTY_50_PLAN_DIRECT_PLAN_2022_03.csv\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\HDFC_INDEX_FUNDNIFTY_50_PLAN_DIRECT_PLAN_2022_03.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\HDFC_INDEX_FUNDNIFTY_50_PLAN_DIRECT_PLAN_2022_04.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\HDFC_INDEX_FUNDNIFTY_50_PLAN_DIRECT_PLAN_2022_05.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\HDFC_INDEX_FUNDNIFTY_50_PLAN_DIRECT_PLAN_2022_06.csv\n", @@ -615,7 +609,13 @@ "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\HDFC_INDEX_FUNDNIFTY_50_PLAN_DIRECT_PLAN_2024_07.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\HDFC_INDEX_FUNDNIFTY_50_PLAN_DIRECT_PLAN_2024_08.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\HDFC_INDEX_FUNDNIFTY_50_PLAN_DIRECT_PLAN_2024_09.csv\n", - "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\HERANBA_2021_03.csv\n", + "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\HERANBA_2021_03.csv\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\HFCL_2021_12.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\HFCL_2022_01.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\HFCL_2022_02.csv\n", @@ -827,13 +827,7 @@ "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\KPEL_2024_06.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\KPEL_2024_07.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\KPEL_2024_08.csv\n", - "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\KPEL_2024_09.csv\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\KPEL_2024_09.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\KPITTECH_2021_12.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\KPITTECH_2022_01.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\KPITTECH_2022_02.csv\n", @@ -851,7 +845,13 @@ "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\KPITTECH_2023_02.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\KPITTECH_2023_03.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\KPITTECH_2023_04.csv\n", - "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\KPITTECH_2023_05.csv\n", + "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\KPITTECH_2023_05.csv\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\KPITTECH_2023_06.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\KPITTECH_2023_07.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\KPITTECH_2023_08.csv\n", @@ -1085,13 +1085,7 @@ "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\RTNPOWER_2023_03.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\RTNPOWER_2023_04.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\RTNPOWER_2023_05.csv\n", - "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\RTNPOWER_2023_06.csv\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\RTNPOWER_2023_06.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\RTNPOWER_2023_07.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\RTNPOWER_2023_08.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\RTNPOWER_2023_09.csv\n", @@ -1131,7 +1125,13 @@ "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\SBICARD_2021_12.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\SBICARD_2022_01.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\SBICARD_2022_02.csv\n", - "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\SBICARD_2022_03.csv\n", + "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\SBICARD_2022_03.csv\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\SBICARD_2022_04.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\SBICARD_2022_05.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\SBICARD_2022_06.csv\n", @@ -1343,13 +1343,7 @@ "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\TATAPOWER_2024_10.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\TCS_2022_08.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\TCS_2022_09.csv\n", - "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\TCS_2022_10.csv\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\TCS_2022_10.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\TCS_2022_11.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\TCS_2022_12.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\TCS_2023_01.csv\n", @@ -1410,7 +1404,13 @@ "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\TTML_2021_11.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\TTML_2021_12.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\TTML_2022_01.csv\n", - "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\TTML_2022_02.csv\n", + "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\TTML_2022_02.csv\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\TTML_2022_03.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\TTML_2022_04.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\TTML_2022_05.csv\n", @@ -1593,13 +1593,7 @@ "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\VOLTAS_2022_01.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\VOLTAS_2022_02.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\VOLTAS_2022_03.csv\n", - "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\VOLTAS_2022_04.csv\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\VOLTAS_2022_04.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\VOLTAS_2022_05.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\VOLTAS_2022_06.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\VOLTAS_2022_07.csv\n", @@ -1735,10 +1729,10 @@ "execution_count": 5, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:53:31.253793Z", - "iopub.status.busy": "2024-10-03T10:53:31.253793Z", - "iopub.status.idle": "2024-10-03T10:53:31.527222Z", - "shell.execute_reply": "2024-10-03T10:53:31.527222Z" + "iopub.execute_input": "2024-10-04T14:13:50.673120Z", + "iopub.status.busy": "2024-10-04T14:13:50.673120Z", + "iopub.status.idle": "2024-10-04T14:13:50.958237Z", + "shell.execute_reply": "2024-10-04T14:13:50.958237Z" } }, "outputs": [ @@ -1749,17 +1743,17 @@ "SILVER Layer CSV file for Stock Price history successfully created at:\n", "C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\SILVER\\StockPrice\\StockPrice_data.csv\n", "\n", - "Index: 30313 entries, 0 to 30312\n", + "Index: 30318 entries, 0 to 30317\n", "Data columns (total 7 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", - " 0 date 30313 non-null string \n", - " 1 symbol 30313 non-null string \n", - " 2 open 30313 non-null float64\n", - " 3 high 30313 non-null float64\n", - " 4 low 30313 non-null float64\n", - " 5 close 30313 non-null float64\n", - " 6 volume 27806 non-null float64\n", + " 0 date 30318 non-null string \n", + " 1 symbol 30318 non-null string \n", + " 2 open 30318 non-null float64\n", + " 3 high 30318 non-null float64\n", + " 4 low 30318 non-null float64\n", + " 5 close 30318 non-null float64\n", + " 6 volume 27811 non-null float64\n", "dtypes: float64(5), string(2)\n", "memory usage: 1.9 MB\n" ] diff --git a/NOTEBOOKS/02_SILVER_LAYER_ETL/04_StockEvents.ipynb b/NOTEBOOKS/02_SILVER_LAYER_ETL/04_StockEvents.ipynb index 7b476e97..c344a2a0 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": "2024-10-03T10:53:38.501084Z", - "iopub.status.busy": "2024-10-03T10:53:38.501084Z", - "iopub.status.idle": "2024-10-03T10:53:39.013882Z", - "shell.execute_reply": "2024-10-03T10:53:39.013882Z" + "iopub.execute_input": "2024-10-04T14:13:55.471303Z", + "iopub.status.busy": "2024-10-04T14:13:55.471303Z", + "iopub.status.idle": "2024-10-04T14:13:55.838329Z", + "shell.execute_reply": "2024-10-04T14:13:55.838329Z" } }, "outputs": [], @@ -33,10 +33,10 @@ "execution_count": 2, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:53:39.017308Z", - "iopub.status.busy": "2024-10-03T10:53:39.017308Z", - "iopub.status.idle": "2024-10-03T10:53:39.191659Z", - "shell.execute_reply": "2024-10-03T10:53:39.191659Z" + "iopub.execute_input": "2024-10-04T14:13:55.838329Z", + "iopub.status.busy": "2024-10-04T14:13:55.838329Z", + "iopub.status.idle": "2024-10-04T14:13:56.011525Z", + "shell.execute_reply": "2024-10-04T14:13:56.010637Z" } }, "outputs": [], @@ -50,10 +50,10 @@ "execution_count": 3, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:53:39.191659Z", - "iopub.status.busy": "2024-10-03T10:53:39.191659Z", - "iopub.status.idle": "2024-10-03T10:53:39.199433Z", - "shell.execute_reply": "2024-10-03T10:53:39.199433Z" + "iopub.execute_input": "2024-10-04T14:13:56.013527Z", + "iopub.status.busy": "2024-10-04T14:13:56.013527Z", + "iopub.status.idle": "2024-10-04T14:13:56.030053Z", + "shell.execute_reply": "2024-10-04T14:13:56.030053Z" } }, "outputs": [], @@ -86,10 +86,10 @@ "execution_count": 4, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:53:39.202150Z", - "iopub.status.busy": "2024-10-03T10:53:39.202150Z", - "iopub.status.idle": "2024-10-03T10:53:40.858620Z", - "shell.execute_reply": "2024-10-03T10:53:40.858620Z" + "iopub.execute_input": "2024-10-04T14:13:56.034353Z", + "iopub.status.busy": "2024-10-04T14:13:56.033333Z", + "iopub.status.idle": "2024-10-04T14:13:58.044295Z", + "shell.execute_reply": "2024-10-04T14:13:58.044295Z" } }, "outputs": [ @@ -249,7 +249,13 @@ "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\BPCL_2021_08.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\BPCL_2021_09.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\BPCL_2021_10.csv\n", - "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\BPCL_2021_11.csv\n", + "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\BPCL_2021_11.csv\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\BPCL_2021_12.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\BPCL_2022_01.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\BPCL_2022_02.csv\n", @@ -359,13 +365,7 @@ "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\CTL_2024_05.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\CTL_2024_06.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\CTL_2024_07.csv\n", - "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\CTL_2024_08.csv\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\CTL_2024_08.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\CTL_2024_09.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\DATAPATTNS_2021_12.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\DATAPATTNS_2022_01.csv\n", @@ -436,7 +436,13 @@ "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\GITARENEW_2023_03.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\GITARENEW_2023_04.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\GITARENEW_2023_05.csv\n", - "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\GITARENEW_2023_06.csv\n", + "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\GITARENEW_2023_06.csv\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\GITARENEW_2023_07.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\GITARENEW_2023_08.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\GITARENEW_2023_09.csv\n", @@ -616,13 +622,7 @@ "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\HDFC_INDEX_FUNDNIFTY_50_PLAN_DIRECT_PLAN_2024_09.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\HERANBA_2021_03.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\HFCL_2021_12.csv\n", - "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\HFCL_2022_01.csv\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\HFCL_2022_01.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\HFCL_2022_02.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\HFCL_2022_03.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\HFCL_2022_04.csv\n", @@ -635,7 +635,13 @@ "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\HFCL_2022_11.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\HFCL_2022_12.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\HFCL_2023_01.csv\n", - "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\HFCL_2023_02.csv\n", + "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\HFCL_2023_02.csv\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\HFCL_2023_03.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\HFCL_2023_04.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\HFCL_2023_05.csv\n", @@ -998,13 +1004,7 @@ "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\RAGHUSYN_2023_12.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\RAGHUSYN_2024_01.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\RAGHUSYN_2024_02.csv\n", - "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\RAGHUSYN_2024_03.csv\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\RAGHUSYN_2024_03.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\RAGHUSYN_2024_04.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\RAGHUSYN_2024_05.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\RAGHUSYN_2024_06.csv\n", @@ -1039,7 +1039,13 @@ "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\RPOWER_2024_02.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\RPOWER_2024_03.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\RPOWER_2024_04.csv\n", - "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\RPOWER_2024_05.csv\n", + "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\RPOWER_2024_05.csv\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\RPOWER_2024_06.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\RPOWER_2024_07.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\RPOWER_2024_08.csv\n", @@ -1183,7 +1189,13 @@ "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH_2024_09.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH_2024_10.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\SINTEX_2021_11.csv\n", - "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\SINTEX_2021_12.csv\n", + "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\SINTEX_2021_12.csv\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\SUZLON_2021_12.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\SUZLON_2022_01.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\SUZLON_2022_02.csv\n", @@ -1227,13 +1239,7 @@ "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\SYNCOMF_2024_03.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\SYNCOMF_2024_04.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\SYNCOMF_2024_05.csv\n", - "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\SYNCOMF_2024_06.csv\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\SYNCOMF_2024_06.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\SYNCOMF_2024_07.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\SYNCOMF_2024_08.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\SYNCOMF_2024_09.csv\n", @@ -1390,7 +1396,13 @@ "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\TRIDENT_2022_09.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\TRIDENT_2022_10.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\TRIDENT_2022_11.csv\n", - "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\TRIDENT_2022_12.csv\n", + "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\TRIDENT_2022_12.csv\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\TRIDENT_2023_01.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\TRIDENT_2023_02.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\TRIDENT_2023_03.csv\n", @@ -1467,13 +1479,7 @@ "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\URJA_2023_05.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\URJA_2023_06.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\URJA_2023_07.csv\n", - "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\URJA_2023_08.csv\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\URJA_2023_08.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\URJA_2023_09.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\URJA_2023_10.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\URJA_2023_11.csv\n", @@ -1612,7 +1618,13 @@ "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\WIPRO_2022_01.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\WIPRO_2022_02.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\WIPRO_2022_03.csv\n", - "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\WIPRO_2022_04.csv\n", + "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\WIPRO_2022_04.csv\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\WIPRO_2022_05.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\WIPRO_2022_06.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\WIPRO_2022_07.csv\n", @@ -1734,10 +1746,10 @@ "execution_count": 5, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:53:40.858620Z", - "iopub.status.busy": "2024-10-03T10:53:40.858620Z", - "iopub.status.idle": "2024-10-03T10:53:41.046636Z", - "shell.execute_reply": "2024-10-03T10:53:41.046636Z" + "iopub.execute_input": "2024-10-04T14:13:58.044295Z", + "iopub.status.busy": "2024-10-04T14:13:58.044295Z", + "iopub.status.idle": "2024-10-04T14:13:58.218743Z", + "shell.execute_reply": "2024-10-04T14:13:58.218743Z" } }, "outputs": [ @@ -1748,7 +1760,7 @@ "SILVER Layer CSV file for Stock Events history successfully created at:\n", "C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\SILVER\\StockEvents\\StockEvents_data.csv\n", "\n", - "Index: 87 entries, 69 to 29082\n", + "Index: 87 entries, 69 to 29087\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 c63022b3..35ee9199 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": "2024-10-03T10:53:46.770850Z", - "iopub.status.busy": "2024-10-03T10:53:46.769851Z", - "iopub.status.idle": "2024-10-03T10:53:47.620878Z", - "shell.execute_reply": "2024-10-03T10:53:47.620878Z" + "iopub.execute_input": "2024-10-04T14:14:06.148153Z", + "iopub.status.busy": "2024-10-04T14:14:06.148153Z", + "iopub.status.idle": "2024-10-04T14:14:06.526920Z", + "shell.execute_reply": "2024-10-04T14:14:06.525898Z" } }, "outputs": [], @@ -32,10 +32,10 @@ "execution_count": 2, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:53:47.623886Z", - "iopub.status.busy": "2024-10-03T10:53:47.623886Z", - "iopub.status.idle": "2024-10-03T10:53:47.858333Z", - "shell.execute_reply": "2024-10-03T10:53:47.858333Z" + "iopub.execute_input": "2024-10-04T14:14:06.527425Z", + "iopub.status.busy": "2024-10-04T14:14:06.527425Z", + "iopub.status.idle": "2024-10-04T14:14:06.714267Z", + "shell.execute_reply": "2024-10-04T14:14:06.714267Z" } }, "outputs": [], @@ -49,10 +49,10 @@ "execution_count": 3, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:53:47.858333Z", - "iopub.status.busy": "2024-10-03T10:53:47.858333Z", - "iopub.status.idle": "2024-10-03T10:53:47.874947Z", - "shell.execute_reply": "2024-10-03T10:53:47.874947Z" + "iopub.execute_input": "2024-10-04T14:14:06.714267Z", + "iopub.status.busy": "2024-10-04T14:14:06.714267Z", + "iopub.status.idle": "2024-10-04T14:14:06.727026Z", + "shell.execute_reply": "2024-10-04T14:14:06.727026Z" } }, "outputs": [], @@ -95,10 +95,10 @@ "execution_count": 4, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:53:47.881460Z", - "iopub.status.busy": "2024-10-03T10:53:47.880446Z", - "iopub.status.idle": "2024-10-03T10:53:47.904346Z", - "shell.execute_reply": "2024-10-03T10:53:47.903327Z" + "iopub.execute_input": "2024-10-04T14:14:06.727026Z", + "iopub.status.busy": "2024-10-04T14:14:06.727026Z", + "iopub.status.idle": "2024-10-04T14:14:06.744429Z", + "shell.execute_reply": "2024-10-04T14:14:06.744429Z" } }, "outputs": [ @@ -141,10 +141,10 @@ "execution_count": 5, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:53:47.947173Z", - "iopub.status.busy": "2024-10-03T10:53:47.947173Z", - "iopub.status.idle": "2024-10-03T10:53:47.953360Z", - "shell.execute_reply": "2024-10-03T10:53:47.952841Z" + "iopub.execute_input": "2024-10-04T14:14:06.760821Z", + "iopub.status.busy": "2024-10-04T14:14:06.760821Z", + "iopub.status.idle": "2024-10-04T14:14:06.791917Z", + "shell.execute_reply": "2024-10-04T14:14:06.791578Z" } }, "outputs": [], @@ -164,10 +164,10 @@ "execution_count": 6, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:53:47.953360Z", - "iopub.status.busy": "2024-10-03T10:53:47.953360Z", - "iopub.status.idle": "2024-10-03T10:53:47.976099Z", - "shell.execute_reply": "2024-10-03T10:53:47.975319Z" + "iopub.execute_input": "2024-10-04T14:14:06.794018Z", + "iopub.status.busy": "2024-10-04T14:14:06.794018Z", + "iopub.status.idle": "2024-10-04T14:14:06.812106Z", + "shell.execute_reply": "2024-10-04T14:14:06.812106Z" } }, "outputs": [ @@ -251,10 +251,10 @@ "execution_count": 7, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:53:47.978135Z", - "iopub.status.busy": "2024-10-03T10:53:47.978135Z", - "iopub.status.idle": "2024-10-03T10:53:47.986127Z", - "shell.execute_reply": "2024-10-03T10:53:47.985249Z" + "iopub.execute_input": "2024-10-04T14:14:06.812106Z", + "iopub.status.busy": "2024-10-04T14:14:06.812106Z", + "iopub.status.idle": "2024-10-04T14:14:06.821904Z", + "shell.execute_reply": "2024-10-04T14:14:06.821904Z" } }, "outputs": [], @@ -280,10 +280,10 @@ "execution_count": 8, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:53:47.986127Z", - "iopub.status.busy": "2024-10-03T10:53:47.986127Z", - "iopub.status.idle": "2024-10-03T10:53:48.038882Z", - "shell.execute_reply": "2024-10-03T10:53:48.038882Z" + "iopub.execute_input": "2024-10-04T14:14:06.821904Z", + "iopub.status.busy": "2024-10-04T14:14:06.821904Z", + "iopub.status.idle": "2024-10-04T14:14:06.868876Z", + "shell.execute_reply": "2024-10-04T14:14:06.868876Z" } }, "outputs": [], @@ -331,10 +331,10 @@ "execution_count": 9, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:53:48.038882Z", - "iopub.status.busy": "2024-10-03T10:53:48.038882Z", - "iopub.status.idle": "2024-10-03T10:53:48.086062Z", - "shell.execute_reply": "2024-10-03T10:53:48.085175Z" + "iopub.execute_input": "2024-10-04T14:14:06.868876Z", + "iopub.status.busy": "2024-10-04T14:14:06.868876Z", + "iopub.status.idle": "2024-10-04T14:14:06.922834Z", + "shell.execute_reply": "2024-10-04T14:14:06.922834Z" } }, "outputs": [ @@ -342,19 +342,25 @@ "name": "stdout", "output_type": "stream", "text": [ - "Loaded SILVER Layer stock price data from: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\SILVER\\StockPrice\\StockPrice_data.csv\n", + "Loaded SILVER Layer stock price data from: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\SILVER\\StockPrice\\StockPrice_data.csv\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "\n", - "RangeIndex: 30313 entries, 0 to 30312\n", + "RangeIndex: 30318 entries, 0 to 30317\n", "Data columns (total 7 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", - " 0 date 30313 non-null datetime64[ns]\n", - " 1 symbol 30313 non-null object \n", - " 2 open 30313 non-null float64 \n", - " 3 high 30313 non-null float64 \n", - " 4 low 30313 non-null float64 \n", - " 5 close 30313 non-null float64 \n", - " 6 volume 27806 non-null float64 \n", + " 0 date 30318 non-null datetime64[ns]\n", + " 1 symbol 30318 non-null object \n", + " 2 open 30318 non-null float64 \n", + " 3 high 30318 non-null float64 \n", + " 4 low 30318 non-null float64 \n", + " 5 close 30318 non-null float64 \n", + " 6 volume 27811 non-null float64 \n", "dtypes: datetime64[ns](1), float64(5), object(1)\n", "memory usage: 1.6+ MB\n" ] @@ -375,10 +381,10 @@ "execution_count": 10, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:53:48.086062Z", - "iopub.status.busy": "2024-10-03T10:53:48.086062Z", - "iopub.status.idle": "2024-10-03T10:53:48.128957Z", - "shell.execute_reply": "2024-10-03T10:53:48.127961Z" + "iopub.execute_input": "2024-10-04T14:14:06.926574Z", + "iopub.status.busy": "2024-10-04T14:14:06.926574Z", + "iopub.status.idle": "2024-10-04T14:14:06.963702Z", + "shell.execute_reply": "2024-10-04T14:14:06.963702Z" } }, "outputs": [], @@ -414,10 +420,10 @@ "execution_count": 11, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:53:48.133647Z", - "iopub.status.busy": "2024-10-03T10:53:48.133647Z", - "iopub.status.idle": "2024-10-03T10:53:48.218410Z", - "shell.execute_reply": "2024-10-03T10:53:48.218410Z" + "iopub.execute_input": "2024-10-04T14:14:06.963702Z", + "iopub.status.busy": "2024-10-04T14:14:06.963702Z", + "iopub.status.idle": "2024-10-04T14:14:07.035136Z", + "shell.execute_reply": "2024-10-04T14:14:07.035136Z" } }, "outputs": [ @@ -427,28 +433,28 @@ "text": [ "GOLD Layer CSV file for Holding successfully created at: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\GOLD\\Holding\\Holding_data.csv\n", "\n", - "RangeIndex: 6268 entries, 0 to 6267\n", + "RangeIndex: 6275 entries, 0 to 6274\n", "Data columns (total 16 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", - " 0 date 6268 non-null datetime64[ns]\n", - " 1 segment 6268 non-null string \n", - " 2 exchange 6268 non-null string \n", - " 3 symbol 6268 non-null string \n", - " 4 scrip_name 6268 non-null string \n", - " 5 holding_quantity 6268 non-null float64 \n", - " 6 avg_price 6268 non-null float64 \n", - " 7 holding_amount 6268 non-null float64 \n", - " 8 open_price 6265 non-null float64 \n", - " 9 open_amount 6265 non-null float64 \n", - " 10 high_price 6265 non-null float64 \n", - " 11 high_amount 6265 non-null float64 \n", - " 12 low_price 6265 non-null float64 \n", - " 13 low_amount 6265 non-null float64 \n", - " 14 close_price 6265 non-null float64 \n", - " 15 close_amount 6265 non-null float64 \n", + " 0 date 6275 non-null datetime64[ns]\n", + " 1 segment 6275 non-null string \n", + " 2 exchange 6275 non-null string \n", + " 3 symbol 6275 non-null string \n", + " 4 scrip_name 6275 non-null string \n", + " 5 holding_quantity 6275 non-null float64 \n", + " 6 avg_price 6275 non-null float64 \n", + " 7 holding_amount 6275 non-null float64 \n", + " 8 open_price 6272 non-null float64 \n", + " 9 open_amount 6272 non-null float64 \n", + " 10 high_price 6272 non-null float64 \n", + " 11 high_amount 6272 non-null float64 \n", + " 12 low_price 6272 non-null float64 \n", + " 13 low_amount 6272 non-null float64 \n", + " 14 close_price 6272 non-null float64 \n", + " 15 close_amount 6272 non-null float64 \n", "dtypes: datetime64[ns](1), float64(11), string(4)\n", - "memory usage: 783.6 KB\n" + "memory usage: 784.5 KB\n" ] } ], @@ -486,10 +492,10 @@ "execution_count": 12, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:53:48.221416Z", - "iopub.status.busy": "2024-10-03T10:53:48.221416Z", - "iopub.status.idle": "2024-10-03T10:53:48.282007Z", - "shell.execute_reply": "2024-10-03T10:53:48.282007Z" + "iopub.execute_input": "2024-10-04T14:14:07.035136Z", + "iopub.status.busy": "2024-10-04T14:14:07.035136Z", + "iopub.status.idle": "2024-10-04T14:14:07.107007Z", + "shell.execute_reply": "2024-10-04T14:14:07.107007Z" } }, "outputs": [ @@ -497,13 +503,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "Loaded data from: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\SILVER\\Symbol\\Symbol_data.csv\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + "Loaded data from: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\SILVER\\Symbol\\Symbol_data.csv\n", "GOLD Layer CSV file for Holding successfully created at: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\SOURCE\\Holding\\Holding_data.csv\n", "\n", "RangeIndex: 20 entries, 0 to 19\n", diff --git a/NOTEBOOKS/03_GOLD_LAYER_ETL/02_ProfitLoss.ipynb b/NOTEBOOKS/03_GOLD_LAYER_ETL/02_ProfitLoss.ipynb index 2cb67864..faeb07aa 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": 31, + "execution_count": 1, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:53:55.872746Z", - "iopub.status.busy": "2024-10-03T10:53:55.872746Z", - "iopub.status.idle": "2024-10-03T10:53:56.317427Z", - "shell.execute_reply": "2024-10-03T10:53:56.317427Z" + "iopub.execute_input": "2024-10-04T14:14:12.407263Z", + "iopub.status.busy": "2024-10-04T14:14:12.407263Z", + "iopub.status.idle": "2024-10-04T14:14:13.008945Z", + "shell.execute_reply": "2024-10-04T14:14:13.008945Z" } }, "outputs": [], @@ -29,13 +29,13 @@ }, { "cell_type": "code", - "execution_count": 32, + "execution_count": 2, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:53:56.317427Z", - "iopub.status.busy": "2024-10-03T10:53:56.317427Z", - "iopub.status.idle": "2024-10-03T10:53:56.489104Z", - "shell.execute_reply": "2024-10-03T10:53:56.489104Z" + "iopub.execute_input": "2024-10-04T14:14:13.013959Z", + "iopub.status.busy": "2024-10-04T14:14:13.012954Z", + "iopub.status.idle": "2024-10-04T14:14:13.294318Z", + "shell.execute_reply": "2024-10-04T14:14:13.294318Z" } }, "outputs": [], @@ -46,13 +46,13 @@ }, { "cell_type": "code", - "execution_count": 33, + "execution_count": 3, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:53:56.489104Z", - "iopub.status.busy": "2024-10-03T10:53:56.489104Z", - "iopub.status.idle": "2024-10-03T10:53:56.496900Z", - "shell.execute_reply": "2024-10-03T10:53:56.496900Z" + "iopub.execute_input": "2024-10-04T14:14:13.294318Z", + "iopub.status.busy": "2024-10-04T14:14:13.294318Z", + "iopub.status.idle": "2024-10-04T14:14:13.309050Z", + "shell.execute_reply": "2024-10-04T14:14:13.308460Z" } }, "outputs": [], @@ -79,13 +79,13 @@ }, { "cell_type": "code", - "execution_count": 34, + "execution_count": 4, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:53:56.496900Z", - "iopub.status.busy": "2024-10-03T10:53:56.496900Z", - "iopub.status.idle": "2024-10-03T10:53:56.511536Z", - "shell.execute_reply": "2024-10-03T10:53:56.511536Z" + "iopub.execute_input": "2024-10-04T14:14:13.311346Z", + "iopub.status.busy": "2024-10-04T14:14:13.311346Z", + "iopub.status.idle": "2024-10-04T14:14:13.338749Z", + "shell.execute_reply": "2024-10-04T14:14:13.337592Z" } }, "outputs": [ @@ -122,13 +122,13 @@ }, { "cell_type": "code", - "execution_count": 35, + "execution_count": 5, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:53:56.532700Z", - "iopub.status.busy": "2024-10-03T10:53:56.532700Z", - "iopub.status.idle": "2024-10-03T10:53:56.550160Z", - "shell.execute_reply": "2024-10-03T10:53:56.550160Z" + "iopub.execute_input": "2024-10-04T14:14:13.399317Z", + "iopub.status.busy": "2024-10-04T14:14:13.399317Z", + "iopub.status.idle": "2024-10-04T14:14:13.415614Z", + "shell.execute_reply": "2024-10-04T14:14:13.415614Z" } }, "outputs": [ @@ -164,13 +164,13 @@ }, { "cell_type": "code", - "execution_count": 36, + "execution_count": 6, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:53:56.550160Z", - "iopub.status.busy": "2024-10-03T10:53:56.550160Z", - "iopub.status.idle": "2024-10-03T10:53:56.560155Z", - "shell.execute_reply": "2024-10-03T10:53:56.560155Z" + "iopub.execute_input": "2024-10-04T14:14:13.418180Z", + "iopub.status.busy": "2024-10-04T14:14:13.418180Z", + "iopub.status.idle": "2024-10-04T14:14:13.431524Z", + "shell.execute_reply": "2024-10-04T14:14:13.431524Z" } }, "outputs": [], @@ -199,13 +199,13 @@ }, { "cell_type": "code", - "execution_count": 37, + "execution_count": 7, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:53:56.560155Z", - "iopub.status.busy": "2024-10-03T10:53:56.560155Z", - "iopub.status.idle": "2024-10-03T10:53:56.579036Z", - "shell.execute_reply": "2024-10-03T10:53:56.579036Z" + "iopub.execute_input": "2024-10-04T14:14:13.437580Z", + "iopub.status.busy": "2024-10-04T14:14:13.437185Z", + "iopub.status.idle": "2024-10-04T14:14:13.477882Z", + "shell.execute_reply": "2024-10-04T14:14:13.477882Z" } }, "outputs": [ @@ -216,28 +216,28 @@ "GOLD Layer CSV file for ProfitLoss successfully created at:\n", "C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\GOLD\\ProfitLoss\\ProfitLoss_data.csv\n", "\n", - "RangeIndex: 224 entries, 0 to 223\n", + "RangeIndex: 232 entries, 0 to 231\n", "Data columns (total 16 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", - " 0 exchange 224 non-null string \n", - " 1 segment 224 non-null string \n", - " 2 symbol 224 non-null string \n", - " 3 scrip_name 224 non-null string \n", - " 4 position 224 non-null string \n", - " 5 quantity 224 non-null float64 \n", - " 6 open_datetime 224 non-null datetime64[ns]\n", - " 7 open_side 224 non-null string \n", - " 8 open_price 224 non-null float64 \n", - " 9 open_amount 224 non-null float64 \n", - " 10 close_datetime 224 non-null datetime64[ns]\n", - " 11 close_side 224 non-null string \n", - " 12 close_price 224 non-null float64 \n", - " 13 close_amount 224 non-null float64 \n", - " 14 pnl_amount 224 non-null float64 \n", - " 15 pnl_percentage 224 non-null float64 \n", + " 0 exchange 232 non-null string \n", + " 1 segment 232 non-null string \n", + " 2 symbol 232 non-null string \n", + " 3 scrip_name 232 non-null string \n", + " 4 position 232 non-null string \n", + " 5 quantity 232 non-null float64 \n", + " 6 open_datetime 232 non-null datetime64[ns]\n", + " 7 open_side 232 non-null string \n", + " 8 open_price 232 non-null float64 \n", + " 9 open_amount 232 non-null float64 \n", + " 10 close_datetime 232 non-null datetime64[ns]\n", + " 11 close_side 232 non-null string \n", + " 12 close_price 232 non-null float64 \n", + " 13 close_amount 232 non-null float64 \n", + " 14 pnl_amount 232 non-null float64 \n", + " 15 pnl_percentage 232 non-null float64 \n", "dtypes: datetime64[ns](2), float64(7), string(7)\n", - "memory usage: 28.1 KB\n" + "memory usage: 29.1 KB\n" ] } ], diff --git a/NOTEBOOKS/03_GOLD_LAYER_ETL/03_Dividend.ipynb b/NOTEBOOKS/03_GOLD_LAYER_ETL/03_Dividend.ipynb index 474c1d2d..a95c8e0a 100644 --- a/NOTEBOOKS/03_GOLD_LAYER_ETL/03_Dividend.ipynb +++ b/NOTEBOOKS/03_GOLD_LAYER_ETL/03_Dividend.ipynb @@ -23,10 +23,10 @@ "execution_count": 1, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:54:05.186981Z", - "iopub.status.busy": "2024-10-03T10:54:05.186981Z", - "iopub.status.idle": "2024-10-03T10:54:05.585904Z", - "shell.execute_reply": "2024-10-03T10:54:05.585904Z" + "iopub.execute_input": "2024-10-04T14:14:18.991759Z", + "iopub.status.busy": "2024-10-04T14:14:18.991759Z", + "iopub.status.idle": "2024-10-04T14:14:19.589522Z", + "shell.execute_reply": "2024-10-04T14:14:19.589522Z" } }, "outputs": [], @@ -41,10 +41,10 @@ "execution_count": 2, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:54:05.585904Z", - "iopub.status.busy": "2024-10-03T10:54:05.585904Z", - "iopub.status.idle": "2024-10-03T10:54:05.753060Z", - "shell.execute_reply": "2024-10-03T10:54:05.753060Z" + "iopub.execute_input": "2024-10-04T14:14:19.593147Z", + "iopub.status.busy": "2024-10-04T14:14:19.593147Z", + "iopub.status.idle": "2024-10-04T14:14:19.822102Z", + "shell.execute_reply": "2024-10-04T14:14:19.822102Z" } }, "outputs": [], @@ -58,10 +58,10 @@ "execution_count": 3, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:54:05.753060Z", - "iopub.status.busy": "2024-10-03T10:54:05.753060Z", - "iopub.status.idle": "2024-10-03T10:54:05.761677Z", - "shell.execute_reply": "2024-10-03T10:54:05.761677Z" + "iopub.execute_input": "2024-10-04T14:14:19.822102Z", + "iopub.status.busy": "2024-10-04T14:14:19.822102Z", + "iopub.status.idle": "2024-10-04T14:14:19.832534Z", + "shell.execute_reply": "2024-10-04T14:14:19.831995Z" } }, "outputs": [], @@ -80,10 +80,10 @@ "execution_count": 4, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:54:05.761677Z", - "iopub.status.busy": "2024-10-03T10:54:05.761677Z", - "iopub.status.idle": "2024-10-03T10:54:05.791167Z", - "shell.execute_reply": "2024-10-03T10:54:05.791167Z" + "iopub.execute_input": "2024-10-04T14:14:19.832534Z", + "iopub.status.busy": "2024-10-04T14:14:19.832534Z", + "iopub.status.idle": "2024-10-04T14:14:19.870842Z", + "shell.execute_reply": "2024-10-04T14:14:19.870842Z" } }, "outputs": [ @@ -92,28 +92,28 @@ "output_type": "stream", "text": [ "\n", - "RangeIndex: 6268 entries, 0 to 6267\n", + "RangeIndex: 6275 entries, 0 to 6274\n", "Data columns (total 16 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", - " 0 date 6268 non-null object \n", - " 1 segment 6268 non-null object \n", - " 2 exchange 6268 non-null object \n", - " 3 symbol 6268 non-null object \n", - " 4 scrip_name 6268 non-null object \n", - " 5 holding_quantity 6268 non-null float64\n", - " 6 avg_price 6268 non-null float64\n", - " 7 holding_amount 6268 non-null float64\n", - " 8 open_price 6265 non-null float64\n", - " 9 open_amount 6265 non-null float64\n", - " 10 high_price 6265 non-null float64\n", - " 11 high_amount 6265 non-null float64\n", - " 12 low_price 6265 non-null float64\n", - " 13 low_amount 6265 non-null float64\n", - " 14 close_price 6265 non-null float64\n", - " 15 close_amount 6265 non-null float64\n", + " 0 date 6275 non-null object \n", + " 1 segment 6275 non-null object \n", + " 2 exchange 6275 non-null object \n", + " 3 symbol 6275 non-null object \n", + " 4 scrip_name 6275 non-null object \n", + " 5 holding_quantity 6275 non-null float64\n", + " 6 avg_price 6275 non-null float64\n", + " 7 holding_amount 6275 non-null float64\n", + " 8 open_price 6272 non-null float64\n", + " 9 open_amount 6272 non-null float64\n", + " 10 high_price 6272 non-null float64\n", + " 11 high_amount 6272 non-null float64\n", + " 12 low_price 6272 non-null float64\n", + " 13 low_amount 6272 non-null float64\n", + " 14 close_price 6272 non-null float64\n", + " 15 close_amount 6272 non-null float64\n", "dtypes: float64(11), object(5)\n", - "memory usage: 783.6+ KB\n", + "memory usage: 784.5+ KB\n", "Loaded GOLD Layer holding data from: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\GOLD\\Holding\\Holding_data.csv\n" ] } @@ -131,10 +131,10 @@ "execution_count": 5, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:54:05.816326Z", - "iopub.status.busy": "2024-10-03T10:54:05.816326Z", - "iopub.status.idle": "2024-10-03T10:54:05.824348Z", - "shell.execute_reply": "2024-10-03T10:54:05.824348Z" + "iopub.execute_input": "2024-10-04T14:14:19.900268Z", + "iopub.status.busy": "2024-10-04T14:14:19.900268Z", + "iopub.status.idle": "2024-10-04T14:14:19.917696Z", + "shell.execute_reply": "2024-10-04T14:14:19.917186Z" } }, "outputs": [ @@ -158,10 +158,10 @@ "execution_count": 6, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:54:05.824348Z", - "iopub.status.busy": "2024-10-03T10:54:05.824348Z", - "iopub.status.idle": "2024-10-03T10:54:05.835677Z", - "shell.execute_reply": "2024-10-03T10:54:05.835677Z" + "iopub.execute_input": "2024-10-04T14:14:19.917696Z", + "iopub.status.busy": "2024-10-04T14:14:19.917696Z", + "iopub.status.idle": "2024-10-04T14:14:19.932862Z", + "shell.execute_reply": "2024-10-04T14:14:19.932862Z" } }, "outputs": [], @@ -192,10 +192,10 @@ "execution_count": 7, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:54:05.835677Z", - "iopub.status.busy": "2024-10-03T10:54:05.835677Z", - "iopub.status.idle": "2024-10-03T10:54:05.852358Z", - "shell.execute_reply": "2024-10-03T10:54:05.852358Z" + "iopub.execute_input": "2024-10-04T14:14:19.932862Z", + "iopub.status.busy": "2024-10-04T14:14:19.932862Z", + "iopub.status.idle": "2024-10-04T14:14:19.953808Z", + "shell.execute_reply": "2024-10-04T14:14:19.953808Z" } }, "outputs": [ diff --git a/NOTEBOOKS/04_API_LAYER_ETL/01_API.ipynb b/NOTEBOOKS/04_API_LAYER_ETL/01_API.ipynb index d5464f91..1c41d108 100644 --- a/NOTEBOOKS/04_API_LAYER_ETL/01_API.ipynb +++ b/NOTEBOOKS/04_API_LAYER_ETL/01_API.ipynb @@ -11,13 +11,13 @@ }, { "cell_type": "code", - "execution_count": 211, + "execution_count": 1, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:54:11.081435Z", - "iopub.status.busy": "2024-10-03T10:54:11.081435Z", - "iopub.status.idle": "2024-10-03T10:54:11.453864Z", - "shell.execute_reply": "2024-10-03T10:54:11.453864Z" + "iopub.execute_input": "2024-10-04T14:14:25.765170Z", + "iopub.status.busy": "2024-10-04T14:14:25.765170Z", + "iopub.status.idle": "2024-10-04T14:14:26.131903Z", + "shell.execute_reply": "2024-10-04T14:14:26.131903Z" } }, "outputs": [], @@ -30,13 +30,13 @@ }, { "cell_type": "code", - "execution_count": 212, + "execution_count": 2, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:54:11.453864Z", - "iopub.status.busy": "2024-10-03T10:54:11.453864Z", - "iopub.status.idle": "2024-10-03T10:54:11.608339Z", - "shell.execute_reply": "2024-10-03T10:54:11.608339Z" + "iopub.execute_input": "2024-10-04T14:14:26.131903Z", + "iopub.status.busy": "2024-10-04T14:14:26.131903Z", + "iopub.status.idle": "2024-10-04T14:14:26.285953Z", + "shell.execute_reply": "2024-10-04T14:14:26.285953Z" } }, "outputs": [], @@ -47,13 +47,13 @@ }, { "cell_type": "code", - "execution_count": 213, + "execution_count": 3, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:54:11.608339Z", - "iopub.status.busy": "2024-10-03T10:54:11.608339Z", - "iopub.status.idle": "2024-10-03T10:54:11.617645Z", - "shell.execute_reply": "2024-10-03T10:54:11.617645Z" + "iopub.execute_input": "2024-10-04T14:14:26.289471Z", + "iopub.status.busy": "2024-10-04T14:14:26.285953Z", + "iopub.status.idle": "2024-10-04T14:14:26.294644Z", + "shell.execute_reply": "2024-10-04T14:14:26.294644Z" } }, "outputs": [], @@ -70,8 +70,15 @@ }, { "cell_type": "code", - "execution_count": 214, - "metadata": {}, + "execution_count": 4, + "metadata": { + "execution": { + "iopub.execute_input": "2024-10-04T14:14:26.294644Z", + "iopub.status.busy": "2024-10-04T14:14:26.294644Z", + "iopub.status.idle": "2024-10-04T14:14:26.341272Z", + "shell.execute_reply": "2024-10-04T14:14:26.341272Z" + } + }, "outputs": [ { "name": "stdout", @@ -114,13 +121,13 @@ }, { "cell_type": "code", - "execution_count": 215, + "execution_count": 5, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:54:11.741250Z", - "iopub.status.busy": "2024-10-03T10:54:11.741250Z", - "iopub.status.idle": "2024-10-03T10:54:11.764404Z", - "shell.execute_reply": "2024-10-03T10:54:11.764404Z" + "iopub.execute_input": "2024-10-04T14:14:26.371939Z", + "iopub.status.busy": "2024-10-04T14:14:26.370949Z", + "iopub.status.idle": "2024-10-04T14:14:26.399247Z", + "shell.execute_reply": "2024-10-04T14:14:26.399247Z" } }, "outputs": [ @@ -165,13 +172,13 @@ }, { "cell_type": "code", - "execution_count": 216, + "execution_count": 6, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:54:11.764404Z", - "iopub.status.busy": "2024-10-03T10:54:11.764404Z", - "iopub.status.idle": "2024-10-03T10:54:11.794654Z", - "shell.execute_reply": "2024-10-03T10:54:11.794654Z" + "iopub.execute_input": "2024-10-04T14:14:26.399247Z", + "iopub.status.busy": "2024-10-04T14:14:26.399247Z", + "iopub.status.idle": "2024-10-04T14:14:26.406880Z", + "shell.execute_reply": "2024-10-04T14:14:26.406880Z" } }, "outputs": [ @@ -190,8 +197,15 @@ }, { "cell_type": "code", - "execution_count": 217, - "metadata": {}, + "execution_count": 7, + "metadata": { + "execution": { + "iopub.execute_input": "2024-10-04T14:14:26.409890Z", + "iopub.status.busy": "2024-10-04T14:14:26.406880Z", + "iopub.status.idle": "2024-10-04T14:14:26.413575Z", + "shell.execute_reply": "2024-10-04T14:14:26.413575Z" + } + }, "outputs": [ { "name": "stdout", @@ -208,13 +222,13 @@ }, { "cell_type": "code", - "execution_count": 218, + "execution_count": 8, "metadata": { "execution": { - "iopub.execute_input": "2024-10-03T10:54:11.814243Z", - "iopub.status.busy": "2024-10-03T10:54:11.814243Z", - "iopub.status.idle": "2024-10-03T10:54:11.880637Z", - "shell.execute_reply": "2024-10-03T10:54:11.880637Z" + "iopub.execute_input": "2024-10-04T14:14:26.413575Z", + "iopub.status.busy": "2024-10-04T14:14:26.413575Z", + "iopub.status.idle": "2024-10-04T14:14:26.478709Z", + "shell.execute_reply": "2024-10-04T14:14:26.478709Z" } }, "outputs": [ diff --git a/NOTEBOOKS/05_PRESENTATION_LAYER/01_Trands.ipynb b/NOTEBOOKS/05_PRESENTATION_LAYER/01_Trands.ipynb index ca1df0a9..8ffa55ed 100644 --- a/NOTEBOOKS/05_PRESENTATION_LAYER/01_Trands.ipynb +++ b/NOTEBOOKS/05_PRESENTATION_LAYER/01_Trands.ipynb @@ -3,7 +3,14 @@ { "cell_type": "code", "execution_count": 1, - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2024-10-04T14:14:35.901777Z", + "iopub.status.busy": "2024-10-04T14:14:35.901777Z", + "iopub.status.idle": "2024-10-04T14:14:36.868032Z", + "shell.execute_reply": "2024-10-04T14:14:36.867023Z" + } + }, "outputs": [], "source": [ "# Importing Common Utility Function\n", @@ -17,7 +24,14 @@ { "cell_type": "code", "execution_count": 2, - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2024-10-04T14:14:36.870039Z", + "iopub.status.busy": "2024-10-04T14:14:36.870039Z", + "iopub.status.idle": "2024-10-04T14:14:37.074417Z", + "shell.execute_reply": "2024-10-04T14:14:37.074417Z" + } + }, "outputs": [], "source": [ "# Import necessary libraries and utility functions\n", @@ -27,7 +41,14 @@ { "cell_type": "code", "execution_count": 3, - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2024-10-04T14:14:37.077729Z", + "iopub.status.busy": "2024-10-04T14:14:37.077729Z", + "iopub.status.idle": "2024-10-04T14:14:37.081911Z", + "shell.execute_reply": "2024-10-04T14:14:37.081911Z" + } + }, "outputs": [], "source": [ "# Instantiate GlobalPath\n", @@ -44,6 +65,12 @@ "nuid": "713af1a8-5ac3-449c-90c8-96f641c6828f", "showTitle": false, "title": "" + }, + "execution": { + "iopub.execute_input": "2024-10-04T14:14:37.084917Z", + "iopub.status.busy": "2024-10-04T14:14:37.084917Z", + "iopub.status.idle": "2024-10-04T14:14:37.118197Z", + "shell.execute_reply": "2024-10-04T14:14:37.117183Z" } }, "outputs": [ @@ -52,21 +79,21 @@ "output_type": "stream", "text": [ "\n", - "RangeIndex: 1624 entries, 0 to 1623\n", + "RangeIndex: 1628 entries, 0 to 1627\n", "Data columns (total 9 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", - " 0 date 1624 non-null datetime\n", - " 1 holding_amount 1624 non-null float64 \n", - " 2 open_amount 1624 non-null float64 \n", - " 3 high_amount 1624 non-null float64 \n", - " 4 low_amount 1624 non-null float64 \n", - " 5 close_amount 1624 non-null float64 \n", - " 6 pnl_amount 1624 non-null float64 \n", - " 7 pnl_percentage 1624 non-null float64 \n", - " 8 ma30 1595 non-null float64 \n", - "dtypes: datetime(1), float64(8)\n", - "memory usage: 114.3 KB\n" + " 0 date 1628 non-null datetime64[ns]\n", + " 1 holding_amount 1628 non-null float64 \n", + " 2 open_amount 1628 non-null float64 \n", + " 3 high_amount 1628 non-null float64 \n", + " 4 low_amount 1628 non-null float64 \n", + " 5 close_amount 1628 non-null float64 \n", + " 6 pnl_amount 1628 non-null float64 \n", + " 7 pnl_percentage 1628 non-null float64 \n", + " 8 ma30 1599 non-null float64 \n", + "dtypes: datetime64[ns](1), float64(8)\n", + "memory usage: 114.6 KB\n" ] } ], @@ -118,12 +145,18 @@ "nuid": "662dac6f-b7a0-4388-b647-9ff2a1e29102", "showTitle": false, "title": "" + }, + "execution": { + "iopub.execute_input": "2024-10-04T14:14:37.151998Z", + "iopub.status.busy": "2024-10-04T14:14:37.151998Z", + "iopub.status.idle": "2024-10-04T14:14:37.725395Z", + "shell.execute_reply": "2024-10-04T14:14:37.725395Z" } }, "outputs": [ { "data": { - "image/png": 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", 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", 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" ] @@ -190,12 +223,18 @@ "nuid": "82805232-15c8-4fae-8c85-c1560c0ba7f3", "showTitle": false, "title": "" + }, + "execution": { + "iopub.execute_input": "2024-10-04T14:14:37.729120Z", + "iopub.status.busy": "2024-10-04T14:14:37.729120Z", + "iopub.status.idle": "2024-10-04T14:14:38.139087Z", + "shell.execute_reply": "2024-10-04T14:14:38.139087Z" } }, "outputs": [ { "data": { - "image/png": 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BgwfzqFGj+KGHHuJFixbxpUuXKtUGZuYvv/ySExMTOS8vj++8806OjIzkgwcP8uzZs/nLL7/0yFlQUMBxcXFcp04dPn/+PDMzDxo0iOPi4jg8PJxDQkL49ddfr3TtzMXfno4dO5aZmbt168YdO3bk2267jcPCwrh///68cuVKt50XL17koKAgfuqpp5THTp8+zS1atOB58+apUjcz87lz5zg2NpZXrVqlPDZ27Fju2rUrx8fH88SJEz2q38Hx48e5ffv2fODAAbbb7VxYWMjnzp3jW265hWvXrs333ntvpZ9DXbp04RdeeIGZr01IkpOTuXv37ty/f3/eu3evR1673c7Lly/noUOH8pYtW/jzzz/ngIAAp7NkKzOwWSwWnj17Ng8aNIjz8vKUx3/55ReuU6cOX7hwwWN3yfpkbIPFYuGpU6fy+PHjOT8/X3l85MiRPHDgQB4wYADPmTOH9+3b53HtJVm9ejW3adOGmZnHjRvHwcHB/OOPP/LEiRN50aJFHjkLCwv5nnvu4cjISN6+fTszM991110cGxvLkZGR7Ofnx5MnT+aMjIxK1f7kk0/ynXfeyczMPXr04MTERB4+fDg3b96cu3btyu+//75H3qysLA4KCuLp06crjxUUFHB8fDyPHTtWlTf1K1eucMeOHZ3O2n7sscc4JiaGo6OjeejQofzee+9VKiM9PZ3j4uJ4/fr1bLPZODc3ly0WC3fr1o3btWvHffr04QMHDnjsv+2223jixInMfO21dPLkSR4zZgx37969UmcC2e12XrlyJY8YMYKTkpJ469atHBYWptpCus1m41deeYX79++vTMiZr511dPTo0Ur733rrLb733nv5999/51dffZWrVq2q6odIUfMgzIFcQ8T8hxlzIHfAHKhsRI9BRhh/mNUfg2T/DMaszRgkevxhFj8GiRp/mOUfg2SeAzncmAdVDMag8sE8qGy0mAephaEW0S0WC7/zzju8cOFCZnb+AB8VFcVpaWmV8icnJztdBvHyyy+z2WzmkSNH8qRJk9hkMjl96+MpR48e5Z49eyr/Hj58OAcEBHBERESlPsSvW7eOW7Rowffddx/Hx8dz3759edOmTZyUlMQLFy5kk8nEixcv9tjv6O85c+bwww8/zN999x336dOH09PTlXZ17dqVhwwZ4rb70qVLvGHDBqfHCgsL+b777uNbb731uho8JTU1lYODg3n27Nm8d+9efvHFFzkoKIjnzZvHCxcu5I4dO/LAgQOVNx932b17N5tMJv7tt9+Ux44fP879+vXjzz77jE0mE3/wwQceue12O+fk5HCPHj2U56HFYlHe6Pft28d169bladOmeeRnLn6zKnnJ2meffcYBAQGqfQv53//+1+nyPubixcsGDRqo9g35qVOnpGzDsWPHeP369cq/X3rpJfbx8eFJkybxnDlzODw8nIcMGeI0sfOUy5cvc/fu3ZUF+8mTJ7Ovry+HhYVxUlKSx96kpCTu27cv9+vXj1u2bMn9+vXjnTt3cmpqKq9YsYL9/PyUy/I8ZcmSJTx48GD+4osv+Pbbb1fecM+ePcujRo3iPn368F9//eWRe/fu3crf7XY7W61WnjlzJrdt21ZZ/K/Mc+fChQvctGlTHjduHP/88888Z84cDg4O5oULF/Ly5ct55MiR3L17d6c63CUlJYUDAwP5v//9r/JYamoqJyQk8GeffcZhYWHKxMsd7HY7FxUV8ZgxY3jYsGFcUFDANptNmbwdO3aMExISlLNTPOXixYtOZ2ls3rxZWUi/fPmyUz2esG7dOuUMHQdWq5WjoqKuew/yhKNHj/Lnn3/OzMXva/Pnz1f1Q6TIeRDmQGUjcv7DjDmQK2AO5BoixyAjjD/MYsYgmT+DMWszBokef5jFjUFajD/M8o9BMs+BmDEPKg+MQa6BeVD5aDEPUgNDLaIzF3+D5MBxAM+ePctRUVGcmpqqPHbo0KFK5ezbt49vv/12XrlypeL85ptv2NfXlw8fPlwpNzNzbGyscsnLiBEjOCQkhKtXr+7RAlbJJ/K6deu4du3a3KNHD6e+YmaePn06t23blv/6669KPfl/+eUXNplM3K1bNx4/frzTz7Zt28Ymk4l37tzpsZ/Z+Vu1gIAAVffbXbZsGQcHB/OAAQM4NDSUv/nmG+Vn+/fvZ5PJ5PHewRaLhUeNGsVNmzblt99+m7/44guuXr06T5o0iZmZp0yZwvfddx9bLBaPj8GXX37ptD+bzWZTvo3/9NNPuXr16nz69GmP3KWxWq3XfQtpsVh4+fLlvH//frd9Jc+ydrQ/JyeHGzRo4LRw6DiT2VNK9q3abSi5/5vabSg5GRwxYoTTN+WbN29mk8lU6b5x0L59e+UNfvz48VylShUODAzkr7/+2uk4uUtSUhInJiZynz59+OTJk04/W7BgAdesWZPPnj3r8fN/69atHBAQwO3bt79uonbw4EE2mUz866+/elq+Upfjz3PnznFISAi/8sorHjtLsnLlSm7atCkPGjSIa9WqpXzYYC5eAA8ODq70eDd16lQOCAjguXPn8sKFC7latWr8yCOPMDPzG2+8wbfeeivn5uZ6dAx+++03NpvNyqWtji8bSv7s4MGDlarfgeN9YMuWLU5npBcVFfHixYsrdZyZrx1jq9XKjRs3dvL99ttvHl81UbJfMzIyrjsby2q18ooVKzz2azEPwhzoxmgx/2HGHKg8MAeqGJFjkBHGH2b1xiAjfgZjFjcGiRx/mMWPQVqOP8xyjkFGmAMxYx5UFhiDygfzoPLRah5UWaRfRD979ixv376dV65c6XTWm2PfIpvNxocOHeKaNWsqA4XjpnnZ2dnlPjkd7lWrVrHFYrnum9HSA8///vc/jomJ4czMTLdqX7VqFVutVsWfl5fHPXv25B07dvATTzzBdevW5W3btvGwYcPYx8fH5ZsOlPQXFRUpL54dO3bwf/7zn+v2dnruuec4ISHBrRds6T5yOGfOnKns7XT16lXl948ePcrx8fEu7S1bVv87/rTb7Zybm8uDBw/mIUOGcH5+vtuDTek+ctSflpbGaWlp3KFDBz5+/DjbbDa2Wq2clpbG8fHxLu+tXPoYMxcP9o8++ihHRETwLbfc4rQn1tixY/mOO+5wuf6Sl6rZ7XZlwerxxx/nwMBAp0VWZuaffvqJW7du7fKZuCX9ZWGxWJwGz8mTJ7Ofnx+fOnWq0n6LxcLnz5/nOnXqKBMJx+vX1cnV6dOnefXq1bx8+XK+ePEiFxYWKm412lDSn56efp3f0zaUVbfjOe641Mtx3Dds2MAxMTEu1VxRhtVq5fvvv5/XrFmjjEGpqan82GOPsclk4q+//tpt/4ULF5Q3xv379/M333yj9JGjTQsXLuSYmBiXb0RTun7HpV9vv/02m81mjo+PV/YrZy7eh65Lly68Y8eOSvdPyT+nTp3Kt956q9sTktL946j/4sWLnJ2dzR06dFD2irfZbHz58mW+9dZbnSZ07rbBYrFwTk4Oz507lxs3bsydO3d2ugxy1qxZTmd0lEdubq7yGrbb7crY/Nprr7HZbOaPP/7Y6fd37NjBrVq14tTUVJfrL5lRHo6tXe6//35+6KGH2N/f36X3mYr8jv6Kjo5WJmyzZs1is9nMZ8+erdBf1vtYyfEnPT1d+RD5yiuv8PTp09nX1/e6OUZFGWrPgzAHct2v9vznRn7Mga4Hc6CKET0GyTr+lM5QewyS/TPYjfxqj0Gix5/SGWqPQaLHn9IZZeHNY5DMc6Dy6neAeRDGIHcyMA9y36/GPEgEUi+i7927lxs0aMCtW7dmX19fjouL43fffVe5AZvjBZaSksJ16tThrKws/uc//8mhoaEVDj43ci9evNjp5m6lX6QzZszgAQMGuLTfVll+x+Xo06dP56CgIK5bt67ybV1hYSE/8MADLt2U4Ub+d955R/Hf6Ak7ceJEfuihh7iwsNClAais/s/NzeWMjAx+5JFH2MfHh+fOncspKSl89epVnjNnDrdq1YovXrzoUf+UPrbM1y4jcfcbqbL6yHH8Tpw4wTVq1HA6+3Du3LnctGlTlxZPSvvbtWvHH3zwgbJQdubMmeu+LR89ejQ/88wzyiBYHsnJyXz33XffcP/ikydP8rhx49jf358/+ugjvnDhAhcUFPAzzzzDsbGxLu21VZ6/NFarlT/99FM2mUwuf0vuit9ut3NmZqayiDtv3jyuUqWKy8d67969XKtWLY6Pj2d/f3++5ZZbeMaMGZyVlaXUXZk2uOL3pA0VeW/0/Jg5cyb37NnT5X3UyspwvKm+/PLLbDKZuE6dOk59MWXKFJfO3riRf/r06Yr/RmPQk08+yUOGDOHc3FyP/E899ZTS/hdffJFNJhOPGzeON2/ezOnp6Tx79mxu3LixSxNzd547q1at4tDQUP7xxx8r9JbnL9k/586d4yZNmvDSpUuZubi/5s6dyw0aNHD5i5LSGa1atVJutMRcfAaQ4+8OHn74YR4/fjwXFRWVOwYdOHCAe/fuzT/++ON1X4bk5eXxnDlz2GQy8dy5c3nPnj2clZXFM2fO5GbNmimXdlbEjTLKY8OGDWwymTg8PNyls1xc8dtsNs7Ly+MmTZrwrl27+IUXXuCQkBCXxqCK3sdKPocyMjJ4/vz5bo0/ZWWoMQ/CHKj891+R85/y+gdzoGtgDlQxoscgWcef8jLUGINk/wxWXv+oNQaJHn9ulKHmGCR6/KkoozTeOAbJPAdypX5H/5QE8yCMQeVlYB7kvr+y8yBRSLuInpGRoSwInDx5ktPT0/n+++/nhIQEnjJlitPgdfHiRY6JieGhQ4eyv79/hWchuuNmLl7smD17NoeFhbl02UJ5/ieffJLz8vL4hx9+4IEDB3q0960n9T///PNcvXp1l28oV1ZGx44dedq0aZybm8tXr17lF198kQMCAjgqKopjY2O5Tp06vGvXLlXqL/nmGxcXx6NGjWKbzebS5LOiDMdN5SZOnMi+vr48YMAA7t+/P9eqVculY1Je/5T0O0hJSeFnn32Ww8LCXNrq4OTJk9ykSRM2mUzcrl27G76Znj9/nl944QX28/Pj6Ohojo2N5Ro1alTY/676S2Kz2XjcuHFctWpV1ep3kJeXx23atOG+ffu69Pp1kJ2dzfHx8crCZH5+Ps+aNYsTExP5nnvuURYrHc8jd9vgqt/dNrjjZS5+k589ezaHhoa6fGPR8jLuvvtuzsrK4r179/KDDz6oPN/d2WvdkzY8//zzHBYW5tJ+Z+X5Bw0apEwMPv74Y65Tpw7Xrl2bW7duzQ0bNnTp+e/uc4eZuW/fvtyjRw+XxqCK/I5v1h1fZCQkJHDPnj25Xr16LtVfXkaXLl347rvvVs6ScdR67Ngxfvrpp7lq1aoVHoPU1FRu2bIl+/j4cKNGjXjNmjU3XIT++OOPuVatWlyvXj1u1aoV161b1+X6Xc1wUFhYyBMnTuTQ0FCX3sfc8dvtdm7Xrh136tTJ5THI1fexkh8CRo0axVWrVq30+3Bl50GYA3nmV2P+4079mANhDlQeoscgWcefijIqOwbJ/hnMnTZ4OgaJHn8q6qPKjkGixx9XM0ribWOQzHMgd93MmAdhDHKvjzAP0mYeJBJpF9H379/PjRo1crq7bGFhIc+ZM4c7derEzz33nLJ1QHJyMptMJg4KCuI9e/ao6t6xYwc/8MAD3LhxY5dfVOX5O3TooFxaX/KbTndwp/7t27fz0KFDuX79+m4N0hW14fnnn1e2ZNizZw9/++23/L///c+lMyjdqd/BggUL+NixY6rU78goKiriS5cu8TvvvMNDhw7lZ5991qVvft1tQ0ZGBk+cOJFbtGjh0qBWUFDA//znP/kf//gHJyUlcadOnbhVq1Zl1rZr1y7+4osv+PPPP79uD2o1/MzF+zg3btzYpW8d3fHb7XY+deoUm0wmDggIcOtu0o7BueTNOAsLC/njjz/mLl268MiRI5U3Ybvd7lYb3PWnpqa63AZ3vMnJyTxs2DBu3ry5W6/f8jISEhJ49OjRXFhY6NLZv5Vtw/79+/nuu+/mRo0audyGiuofOXKkcqbFiRMneMuWLbxu3TqXzxxwp37HB4Bvv/3W5csTK/KPGDFC8X/zzTc8ceJEfu2119wa48rL6Ny5s1PGX3/9xbNnz+YOHTpUOAZZLBb+97//zYMGDeJTp05xv379uHbt2mUuQqekpPD69et51apVLt/Qyd0M5uJ9Fm+55RaXzkxwx2+z2TgjI4NDQ0PZz8/P5S+q3HkPsNvt/Omnn3KtWrXc2idS1DwIc6DK1V+Z+Y+79TvAHAhzoNKIHoNkHX8qyqjsGCT7ZzB32+DAnTFI9PjjbhvcGYNEjz+eZDB73xgk8xzIXTfmQdfXjzEI8yC1/JWZB4lE2kX0I0eOcOPGjZXL50vuPzxjxgxu164db9y4kZmL7+j61FNPuXwzM3fcZ86c4RUrVjjtu1tZf0xMDG/atImZPbu7rTv1p6Wl8ddff+3y4o+rGbGxsdfdQVlE/Z4u8rlS/+bNm5Xfd/c4uNMG5uKFpjNnzrjkttls/O233yr7UmdlZZU5+Hjy/HHH7+Ds2bMu36naE/8bb7zh8pkJDjIyMrhNmza8aNEiZr7WFzabjd955x2Oj4/n//znP8rvX7hwwa27bbvjt9vt/K9//cvlb/dd9ebn5/OmTZvc2mPalYx27drxp59+6vQzNf0l25CXl8e//fabW2OoK/5PPvnE7bo9qd+dM/Rd9cfFxTk9N0W3gbn4NezK5ZV2u503b97M3377rfLYHXfcwXXq1OE1a9Y47ZHu6Q1xXM0oSVZWlsv7+7njd7Rh+fLlbt0V3t33gBMnTrj9OhY1D8IcqHL+ysx/3K0fcyDMgcpC9Bgk6/jjSkZlxiDZP4O52wZPxiDR44+7bWB2fQwSPf64m+HA28YgmedA7roxD8IYVNk2MGMeJGIeJBJpF9ELCgq4Q4cOfOeddyqLGCX3ZW3bti2PHj3a6ffVdI8aNUqz2kX4K1O/6DaI7h9XM7z5GJdeuMvMzFQGn6NHjyp5W7Zsceu574m/9DfBavsr2pu5LIqKinjw4MGcmJh4w4lZ3759eeDAgW57PfW7utjqinfAgAEe1+1qhui+qUwbvKF+b+4fVzM8bUPpGysxFy9CO87mdjzXf/zxR6cbConK8ORMHdFtcOc9wNMP2qLmQbK/P94M9WMOhDlQRYgeg2QdfzypXW23N9fvLX5v7iPR44+7Gd44Bsk8B3LV7c3vkTdD/d7cP1q0AfMgfZFyEd3x4Xf//v1ctWpVnjBhgvIzRwc/99xz3K9fP7c73B236Nq90S86Q/b6tfCXpOTzOyMjQxl8kpOTeeLEidypUyeX7xDujf4OHTq4dRf70t6LFy9yrVq1+O677+aLFy865S1atIgTEhI8Gvjd8TtuHuINdWuRAb++fq0yHJQ8A6Rfv35cp04dXrlyJT/88MPctGlTl27iqneG2n5vex9zZx4k+/sj/PpnYA6knt/TOZA3HWNvGn9EZ8hevxH8WmWUdDGLGR+0yBAxBnnbMcZaEPxa+rXKKO1jxjxIS6RcRGe+9u3Fd999x1WqVOFRo0bxhQsXlAMxYsQIvv/++z261F6k2wh+0Rmy16+Fv/SEwPHvzMxM7tKlC5vNZg4KCnJ5f2+j+ZmL9x1jZt69ezfXqlWL+/Tpw9u3b1f6fNy4cTxgwADl97zFL7puLTLg19cvOqP067fk9if9+/dnk8nEISEhlbrxi+gM0X6Z38dkf3+EX/8MzIH09TPLe4xlf/7LXr8R/KIztHj9yj4GyX6MZX8NwK+vX4sM2ccILcZRkUi5iO44aywnJ4czMzP5119/5cjISO7YsSPfcccdPGLECA4JCXH5BmBauY3gF50he/1a+B2D7eXLlzkrK+u6n48dO5YjIiI83jdKdn/JjMzMTD537hynpKRw8+bNOT4+nmNiYnjQoEEcGhrq8c0pRPlF161FBvz6+kVnONyXLl1SLrdjvjbuTZkyhcPDw1V5/YrKEO2X+X1M9vdH+PXPwBxIe3/pD6NqHwNRftF1i86QvX4j+EVnlHZr8fpVO0O0v/T2eCKOscgM0fXDb2y/Hm0Q/RqWza8HZvJimPm6f1utVvL19aXU1FRq3rw5JSUl0W233UYHDhygAQMGUL169SgyMpK2b99Obdu21cVtBL/oDNnr19Pv4+NDqamp1KpVK/rjjz+cfr5o0SJatmwZrV27llq3bm1of1nYbDYlIyYmhn777Tdq0qQJJSUl0ZQpU6hPnz7UsWNHSkpKopiYGK/xi65biwz49fWLznC4T506RW3atKGdO3cqP/P19aWPPvqIFixYQGvWrKn061dUhmi/2u9jWmaIrh1+ff1GaIPoOYRsfpvNpvxfx59qHgNRftF1i86QvX4j+EVnlOXW4vWrVoZof2ZmJhERmc1mJctms6l6jEVmiK4ffmP79WyD6NewLH5dUWs1Xm0OHz7Mzz//PI8ZM4Y//PBDPnTokPKzU6dOcUREBI8bN47tdrvybYbjm9Yb3TBMK7cR/KIzZK/fW/zjx493OrvAbrfzunXr+NixY4b3MzNfuHChzDs4p6WlcVhYGE+YMIHtdrvLzxst/KLr1iIDfn39ojPccZfk2LFjfPLkSa/IEO0/ceIEL168mKdOncpr1qzhjIwM5WenT5/mGjVqVPp9TFSG6Nrh19dvhDa44q/MHEJ2PzPzkSNHeMqUKXzvvffyvHnz+MSJE9dlVOYYiPKLrlt0huz1G8EvOsMVtxav38pkaOEPDQ112uvZ0c9qHmNRGaLrh9/Yfm9pg+jXsDf79cYrF9EPHDjA1apV48GDB3NiYiInJCRw/fr1ee3atczMvGDBAp4yZUqZe+mUflwrtxH8ojNkr9+b/a4iu5+Z+eDBg9ywYUMeNmwYJycnX/fz7777jqdPn+5xhii/6Lq1yIBfX7/oDNnr18K/b98+rlu3Lvfv35+bNWvGLVq04Ndee42tVisXFRXx22+/zVOnTq3U+5ioDNG1w6+v3wht8NTvKrL7HRkRERE8ZswYHjRoEHfu3JlffvllttvtXFRUxIsWLarUPFSUX3TdojNkr98IftEZnrrdQXSGFm347rvvODIykjt37swPP/yw8nhhYaEyxpXe69mdYyw6Q3T98Bvb761tcAfZ/XrjdYvoVquVH3jgAR45cqTy2O7du3n8+PHs4+PDa9asUX7Pm9xG8IvOkL1++PX3MzOfPXuWExMTOTY2ljt16sTjxo3j/fv3O/1OyZsEeotfdN1aZMCvr190huz1a+FPTU3lZs2a8bPPPqt4Zs6cyU2bNuX8/HxmZs7OzvbYLzJDdO3w6+s3Qhvgr5iUlBSOiori5557Tnls3LhxPHnyZKff83SeJcovum7RGbLXbwS/6AzZ69fC72DlypXcvHlzfvXVV7lt27b8yCOPKD9LS0urlFuLDNH1w29svxYZ8Hs3Xrcnut1up7S0NGrQoIHyWLt27eiVV16hCRMm0D333EN//vkn+fj4eJXbCH7RGbLXD7/+fiKiw4cPU2hoKH3yySc0adIk2r17N7311luUnJys/I6fn5/X+UXXrUUG/Pr6RWfIXr9ov81mox9++IHi4uLoiSeeILO5eAo1ZcoUKioqoqNHjxIRUbVq1TyuX1SG6Nrh19dvhDbA71rG2rVr6bbbbqPp06crex0HBQVRcnIy9ejRg0aPHk1bt24lHx+f6+5No5dfdN2iM2Sv3wh+0Rmy169VGxy0bduW2rdvT+PHj6exY8fSH3/8QdOmTaNx48bRzz//TBaLxWO3Fhmi64ff2H4jtEF2v+5ot17vOo899hh36dKFL1265PT46dOnefDgwTxgwAC+fPmy17mN4BedIXv98Ovvz8/P561btyr//vjjjzk+Pp7HjRvndJdrx6VS7u4HLcovum4tMuDX1y86Q/b6tfAvW7aMFyxY4PTYxYsXOSwsjNetW3fd73tyubSoDNG1w6+vX4sM+PX1Mxfvt15ym6p58+ZxYGAgv/LKKzxnzhwePnw4N2nSxGkPZG/wi65bdIbs9RvBLzpD9vq1agMzc25uLsfExPDu3bs5NzeXP/jgA46IiGCTyaTMtSp7trvIDNH1w29svxHaILtfb7xyEf2rr77iuLg4fvPNN/nKlStOP1u2bBnXrVuXT58+7XVuI/hFZ8heP/z6+5mv/+C5bNkyZaHMsXXDvHnzeO/evV7lF123Fhnw6+sXnSF7/Vr4S+fk5+dzy5Ytedu2bcrPfvjhh0qPcyIzRNcOv75+LTLg18/vcBcUFPCAAQP4p59+Un62adMmjoyMVLbP8ya/6LpFZ8hevxH8ojNkr18Lf1FREVutVu7bty9v2rSJmZmHDx/OVatW5WbNml23dYy3ZYiuH35j+43QBtn93oCv3mfCnzt3jnbt2kVFRUXUsGFD6tChAw0bNozWr19PH374IQUFBdHw4cMpPDyciIg6duxIwcHBlJOTo6vbCH7RGbLXD7/+/tIZUVFR1L59ezKZTMTFXwKS2WymMWPGEBHRwoULacGCBXTlyhX65ptvaMiQIbr5Rdctc9/A7x3HWPb6tfY7xjii4sumHdtSmc1mMpvNZDKZiIjo2WefpaVLl9K2bdvc7iM1M0TXDr++fiO0Af6KKWuMs9lsFBAQQD/++COZzWay2+1kNpspPDycatWqpcy79PKLrlt0huz1G8EvOkP2+rX2N2rUiOLj45Ut8dq3b0/Hjx+nDz74gDZu3Eg//vgj7d+/n1599VXy9fWlN998U/cM0fXDb2y/Edogu99r0W69/nr27dvHTZo04U6dOnGNGjW4Q4cO/MUXXyg/f/DBB7lt27Y8ZcoUPn78OGdkZPDTTz/NzZs358zMTN3cRvCLzpC9fvj195eV8fXXXzv9TsntGJYsWcJ+fn5crVo13r17t25+0XVrkQG/vn7RGbLX7y1+ZuasrCyuWbMmb9myhV988UUODAzkpKSkCv0iM0TXDr++fiO0Af6KcSWj9JU3M2fO5I4dO3JGRoZuftF1i86QvX4j+EVnyF6/N/j/+c9/sslk4saNG/POnTuZuXi8e/fddzklJaVCv+gM0fXDb2y/Edogu9+b0W0R/fjx41y/fn1++umnOTs7m3fs2MFjxozhhx56iAsKCpTfmzdvHnfr1o1NJhO3b9+ea9euzbt27dLNbQS/6AzZ64dff39FGVar1WliaLfb2Wq18uTJk7l69epO+wFq7Rddt8x9A793HGPZ6/c2f05ODsfFxXHPnj05MDCQd+zYoXofuZMhunb49fUboQ3wV4w7GczMp06d4hkzZnD16tVd2qpKlF903aIzZK/fCH7RGbLXr7ffYrEwM7PFYuFJkybx9u3bmdn9e82IzBBdP/zG9huhDbL7vR1dFtELCwt52rRpPGzYMC4sLFQeX7JkCUdERFx3lmpmZiavWrWKN2/ezGlpabq5jeAXnSF7/fDr7/ckg5l5+/btbDKZXDrDS5RfdN1aZMCvr190huz1e6M/Ozubo6KiODw8nPfs2VOhX2SG6Nrh19dvhDbAXzHuZiQlJfGkSZM4NjZWSBtc9YuuW3SG7PUbwS86Q/b6vdHvCSIzRNcPv7H9WmTALz+67Ilut9upfv361KpVK/L39ydmJpPJRImJiVSlShWyWCzK75nNZoqIiKB+/frp7jaCX3SG7PXDr7/fnYySdOzYkS5dukRhYWG6+UXXrUUG/Pr6RWfIXr83+qtVq0YTJkygwYMHU8uWLSv0i8wQXTv8+vqN0Ab4K8bdjA4dOlB+fj7Nnj2b6tSpo5tfdN2iM2Sv3wh+0Rmy1++Nfsf/MZvNFbq1yBBdP/zG9huhDbL7pUClxXi3OXHihPJ3x6n958+f56ZNmzrdsd7VrR+0chvBLzpD9vrh19/vaUbpyxf18IuuW4sM+PX1i86QvX5v8rt6dr6WGaJrh19fvxYZ8OvrdyfD1e1htPKLrlt0huz1G8EvOkP2+r3J762f5WX/HAy/vn4tMuCXG80W0c+dO8fbtm3jVatWOe2DY7Valb8fPnyYIyIilI5//vnnuXr16pyZmVnuh1+RbiP4RWfIXj/8+vtlbgP6Bv7K+kVnyF6/EfwiM2TvG/jx+rrZ/TK3Qfa+kb1+I/hFZ8hevxH8ojNk7x/4jf38hN+1YyATmiyi7927l6Oiorh58+ZcrVo1btmyJX/++ef8119/MfO1by+OHDnCNWvW5EuXLvGLL77IQUFBFX6DKtJtBL/oDNnrh19/v8xtQN/A7+3HWPb6jeAXmSF738BfMbK3Af6KkbUNsveN7PUbwS86Q/b6jeAXnSF7/8Cvr98IbZDdLyPCF9HT09O5ZcuW/Oyzz3JKSgqfPXuWhw8fzq1ateK5c+dyenq68rsXL17kuLg4Hj58OPv7+1fY6SLdRvCLzpC9fvj198vcBvQN/N5+jGWv3wh+kRmy9w38FSN7G+CvGFnbIHvfyF6/EfyiM2Sv3wh+0Rmy9w/8+vqN0AbZ/bIifBH9wIED3KhRo+s68ZlnnuG2bdvy66+/zrm5uczMfPDgQTaZTBwUFMS7d+/W1W0Ev+gM2euHX3+/zG1A38Dv7cdY9vqN4BeZIXvfwK9/Bvz6+mVug+x9I3v9RvCLzpC9fiP4RWfI3j/w6+s3Qhtk98uK8EX0PXv2cP369Xnjxo3MzJyXl6f8bPLkydy4cWPeu3cvMxdvRv/YY4/xoUOHdHcbwS86Q/b64dffL3Mb0Dfwe/sxlr1+I/hFZsjeN/DrnwG/vn6Z2yB738hevxH8ojNkr98IftEZsvcP/Pr6jdAG2f2yosme6B07duRevXop/y4oKFD+3qFDB77vvvuUf+fn53uN2wh+0Rmy1w+//n4tMkT50Tfwe/sxlr1+I/hFZsjeN/DrnwG/vn4tMmQdf0RnyF6/EfyiM2Sv3wh+0Rmy9w/8+vq1yIDfeJhJZXJzcyknJ4euXLmiPPb+++/TgQMHaMSIEUREFBAQQFarlYiIunfvTrm5ucrvBgYG6uI2gl90huz1w6+/X+Y2oG/gr6xfdIbs9RvBLzJD9r6BH6+vm90vcxtk7xvZ6zeCX3SG7PUbwS86Q/b+gd/Yz0/4XTsGRkDVRfSDBw/SvffeSz169KBWrVrRZ599RkRErVq1ogULFtDatWtp6NChZLFYyGwujk5PT6eQkBCyWq3EzLq4jeAXnSF7/fDr75e5Degb+L39GMtevxH8IjNk7xv48fq62f0yt0H2vpG9fiP4RWfIXr8R/KIzZO8f+I39/ITftWNgGFQ6o50PHDjAERERPHXqVP7ss8942rRp7Ofnx7t27WJm5tzcXF6xYgXXr1+fW7ZsyYMGDeJhw4ZxSEgI79+/Xze3EfyiM2SvH379/TK3AX0Dv7cfY9nrN4JfZIbsfQN/xcjeBvgrRtY2yN43stdvBL/oDNnrN4JfdIbs/QO/vn4jtEF2v9FQZRH9r7/+4r59+/LkyZOdHu/Zsyc/8cQTTo9duXKFn376aR4/fjw//vjjfODAAd3cRvCLzpC9fvj198vcBvQN/JX1i86QvX4j+EVmyN438FeM7G2Av2JkbYPsfSN7/Ubwi86QvX4j+EVnyN4/8OvrN0IbZPcbEV81zma3WCyUnZ1NQ4YMISIiu91OZrOZGjduTJcuXXKc8U7MTKGhofTaa685/Z5ebiP4RWfIXj/8+vtlbgP6Bv7K+kVnyF6/EfwiM2TvG/grRvY2wF8xsrZB9r6RvX4j+EVnyF6/EfyiM2TvH/j19RuhDbL7jYgqra5VqxYtX76cunXrRkRENpuNiIjq1aundKzJZCKz2ey0Sb3JZNLVbQS/6AzZ64dff7/MbUDfwF9Zv+gM2es3gl9khux9A7/+GfDr65e5DbL3jez1G8EvOkP2+o3gF50he//Ar6/fCG2Q3W9EVPvqoFmzZkRU/I2En58fERV/Y5Genq78zvz58+mjjz5S7ubqaseLdBvBLzpD9vrh198vcxvQN/BX1i86Q/b6jeAXmSF738Cvfwb8+vplboPsfSN7/Ubwi86QvX4j+EVnyN4/8OvrN0IbZPcbDVW2cymJ2WwmZlY61fHtxZw5c+ill16i3bt3k6+vZ7Ei3Ubwi86QvX749ffL3Ab0Dfzefoxlr98IfpEZsvcN/PpnwK+vX+Y2yN43stdvBL/oDNnrN4JfdIbs/QO/vn4jtEF2v1FQ7Uz0kjAzERH5+vpSgwYN6P/+7//o9ddfpx07dlBsbKzXuo3gF50he/3w6+/XIkOUH30DvxpgjDa2X2SG7H0Dv/4Z8Ovr1yJD1vFHdIbs9RvBLzpD9vqN4BedIXv/wK+vX4sM+G8CWCAvvfQSm0wmrlatGiclJUnjNoJfdIbs9cOvv1+LDFF+9A383p4he/1G8IvMkL1v4Nc/A359/VpkyDr+iM6QvX4j+EVnyF6/EfyiM2TvH/j19WuRAb9xEbqInpSUxCaTiQ8cOCCV2wh+0Rmy1w+//n4tMkT50Tfwe3uG7PUbwS8yQ/a+gV//DPj19WuRIev4IzpD9vqN4BedIXv9RvCLzpC9f+DX169FBvzGxcT89/n6gsjNzaWQkBDp3Ebwi86QvX749fdrkSHKj76B39szZK/fCH6RGbL3Dfz6Z8Cvr1+LDFnHH9EZstdvBL/oDNnrN4JfdIbs/QO/vn4tMuA3JsIX0QEAAAAAAAAAAAAAAAAAWRFyY1EAAAAAAAAAAAAAAAAAwAhgER0AAAAAAAAAAAAAAAAAKAMsogMAAAAAAAAAAAAAAAAAZYBFdAAAAAAAAAAAAAAAAACgDLCIDgAAAAAAAAAAAAAAAACUARbRAQAAAAAAAAAAAAAAAIAywCI6AAAAAAAAgB588EEaNGhQpRzr168nk8lE2dnZqtQEAAAAAACAN4BFdAAAAAAAACTjwQcfJJPJRCaTifz9/alp06b0wgsvkNVq9di5YMECWrZsmXpFAgAAAAAAYBB89S4AAAAAAAAA4D79+vW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" ] diff --git a/PIPELINE/all_runner.sh b/PIPELINE/all_runner.sh index 7664796a..758131cc 100644 --- a/PIPELINE/all_runner.sh +++ b/PIPELINE/all_runner.sh @@ -4,9 +4,9 @@ # DATA CLEAN UP # rm -rf DATA/BRONZE -# rm -rf DATA/SILVER -# rm -rf DATA/GOLD -# rm -rf DATA/API +rm -rf DATA/SILVER +rm -rf DATA/GOLD +rm -rf DATA/API # Disable Debugging export PYDEVD_DISABLE_FILE_VALIDATION=1 @@ -40,4 +40,4 @@ execute_notebook ./NOTEBOOKS/03_GOLD_LAYER_ETL/03_Dividend.ipynb execute_notebook ./NOTEBOOKS/04_API_LAYER_ETL/01_API.ipynb # 05_PRESENTATION_LAYER (commented out, uncomment if needed) -# execute_notebook ./NOTEBOOKS/05_PRESENTATION_LAYER/01_Trands.ipynb +execute_notebook ./NOTEBOOKS/05_PRESENTATION_LAYER/01_Trands.ipynb diff --git a/StockETL/globalpath/__init__.py b/StockETL/globalpath/__init__.py index 0ec8a08b..428fc349 100644 --- a/StockETL/globalpath/__init__.py +++ b/StockETL/globalpath/__init__.py @@ -1,6 +1,7 @@ import os -from pathlib import Path import shutil +from pathlib import Path + from dotenv import load_dotenv # Load environment variables from a .env file diff --git a/StockETL/version.py b/StockETL/version.py index 3b981338..799fe06b 100644 --- a/StockETL/version.py +++ b/StockETL/version.py @@ -3,4 +3,4 @@ """ __all__ = ["VERSION"] -VERSION = "0.4.2" +VERSION = "0.4.22" diff --git a/pyproject.toml b/pyproject.toml index 8c872229..9d97fecb 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -5,7 +5,7 @@ build-backend = "setuptools.build_meta" [project] name = "StockETL" -version = "0.4.2" +version = "0.4.22" description = "A complete ETL for stock exchanges with PNL calculation and financial analysis tools." license = { file = "LICENSE" } diff --git a/requirements.txt b/requirements.txt index 3494a07f..f5ae2fa8 100644 --- a/requirements.txt +++ b/requirements.txt @@ -1,4 +1,4 @@ -StockETL>=0.4.2 +StockETL>=0.4.22 black>=23.7.0 jupyter>=1.1.1 matplotlib>=3.9.2