diff --git a/DATA/BRONZE/StockData/2024/08/IRCTC.csv b/DATA/BRONZE/StockData/2024/08/IRCTC.csv index 87ca8b2d..3090db40 100644 --- a/DATA/BRONZE/StockData/2024/08/IRCTC.csv +++ b/DATA/BRONZE/StockData/2024/08/IRCTC.csv @@ -1,16 +1,17 @@ date,open,high,low,close,volume,dividends,stock_splits -2024-08-01 00:00:00+05:30,988.7,995.0,976.3,980.7,47151,0.0,0.0 -2024-08-02 00:00:00+05:30,970.1,976.0,963.6,966.35,156465,0.0,0.0 -2024-08-05 00:00:00+05:30,947.0,954.1,921.5,925.1,138980,0.0,0.0 -2024-08-06 00:00:00+05:30,924.15,946.3,916.5,921.1,83050,0.0,0.0 -2024-08-07 00:00:00+05:30,926.15,934.0,921.1,931.0,132684,0.0,0.0 -2024-08-08 00:00:00+05:30,931.0,939.5,924.0,926.9,114727,0.0,0.0 -2024-08-09 00:00:00+05:30,931.35,935.4,926.0,926.95,102187,0.0,0.0 -2024-08-12 00:00:00+05:30,920.15,933.55,915.45,924.35,153239,0.0,0.0 -2024-08-13 00:00:00+05:30,934.4,934.4,911.4,918.3,113264,0.0,0.0 -2024-08-14 00:00:00+05:30,931.85,931.85,906.6,909.75,75412,0.0,0.0 -2024-08-16 00:00:00+05:30,919.45,925.9,912.0,924.8,53329,0.0,0.0 -2024-08-19 00:00:00+05:30,924.95,940.6,924.95,937.35,168785,0.0,0.0 -2024-08-20 00:00:00+05:30,940.0,942.0,926.85,931.05,54874,0.0,0.0 -2024-08-21 00:00:00+05:30,926.55,938.75,926.55,934.6,125995,0.0,0.0 -2024-08-22 00:00:00+05:30,937.95,942.25,934.0,938.7,16972,0.0,0.0 +2024-08-01 00:00:00+05:30,984.49,990.76,972.14,976.52,47151,0.0,0.0 +2024-08-02 00:00:00+05:30,965.97,971.84,959.5,962.23,156465,0.0,0.0 +2024-08-05 00:00:00+05:30,942.97,950.04,917.58,921.16,138980,0.0,0.0 +2024-08-06 00:00:00+05:30,920.21,942.27,912.6,917.18,83050,0.0,0.0 +2024-08-07 00:00:00+05:30,922.21,930.02,917.18,927.03,132684,0.0,0.0 +2024-08-08 00:00:00+05:30,927.03,935.5,920.06,922.95,114727,0.0,0.0 +2024-08-09 00:00:00+05:30,927.38,931.42,922.06,923.0,102187,0.0,0.0 +2024-08-12 00:00:00+05:30,916.23,929.57,911.55,920.41,153239,0.0,0.0 +2024-08-13 00:00:00+05:30,930.42,930.42,907.52,914.39,113264,0.0,0.0 +2024-08-14 00:00:00+05:30,927.88,927.88,902.74,905.88,75412,0.0,0.0 +2024-08-16 00:00:00+05:30,915.53,921.96,908.12,920.86,53329,0.0,0.0 +2024-08-19 00:00:00+05:30,921.01,936.59,921.01,933.36,168785,0.0,0.0 +2024-08-20 00:00:00+05:30,936.0,937.99,922.9,927.08,54874,0.0,0.0 +2024-08-21 00:00:00+05:30,922.6,934.75,922.6,930.62,125995,0.0,0.0 +2024-08-22 00:00:00+05:30,933.96,938.24,930.02,935.15,35645,0.0,0.0 +2024-08-23 00:00:00+05:30,935.0,939.1,930.3,932.4,18818,0.0,0.0 diff --git a/DATA/BRONZE/StockData/2024/08/KPITTECH.csv b/DATA/BRONZE/StockData/2024/08/KPITTECH.csv index 3b830d2b..013e3723 100644 --- a/DATA/BRONZE/StockData/2024/08/KPITTECH.csv +++ b/DATA/BRONZE/StockData/2024/08/KPITTECH.csv @@ -13,4 +13,5 @@ date,open,high,low,close,volume,dividends,stock_splits 2024-08-19 00:00:00+05:30,1825.9,1845.05,1801.0,1834.95,49633,0.0,0.0 2024-08-20 00:00:00+05:30,1845.25,1898.0,1822.55,1828.05,112495,0.0,0.0 2024-08-21 00:00:00+05:30,1849.95,1855.0,1818.6,1830.15,50454,0.0,0.0 -2024-08-22 00:00:00+05:30,1845.05,1868.1,1831.95,1855.9,13068,0.0,0.0 +2024-08-22 00:00:00+05:30,1845.05,1868.1,1827.35,1830.7,20829,0.0,0.0 +2024-08-23 00:00:00+05:30,1854.95,1854.95,1819.45,1827.25,6468,0.0,0.0 diff --git a/DATA/BRONZE/StockData/2024/08/MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH.csv b/DATA/BRONZE/StockData/2024/08/MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH.csv index 1c4c0d89..d8722645 100644 --- a/DATA/BRONZE/StockData/2024/08/MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH.csv +++ b/DATA/BRONZE/StockData/2024/08/MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH.csv @@ -13,3 +13,4 @@ date,open,high,low,close,volume,dividends,stock_splits,capital_gains 2024-08-19 00:00:00+05:30,53.57,53.57,53.57,53.57,0,0.0,0.0,0.0 2024-08-20 00:00:00+05:30,53.85,53.85,53.85,53.85,0,0.0,0.0,0.0 2024-08-21 00:00:00+05:30,54.12,54.12,54.12,54.12,0,0.0,0.0,0.0 +2024-08-22 00:00:00+05:30,54.18,54.18,54.18,54.18,0,0.0,0.0,0.0 diff --git a/DATA/BRONZE/StockData/2024/08/SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH.csv b/DATA/BRONZE/StockData/2024/08/SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH.csv index cf49ab14..baf16a08 100644 --- a/DATA/BRONZE/StockData/2024/08/SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH.csv +++ b/DATA/BRONZE/StockData/2024/08/SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH.csv @@ -13,3 +13,4 @@ date,open,high,low,close,volume,dividends,stock_splits,capital_gains 2024-08-19 00:00:00+05:30,472.86,472.86,472.86,472.86,0,0.0,0.0,0.0 2024-08-20 00:00:00+05:30,475.88,475.88,475.88,475.88,0,0.0,0.0,0.0 2024-08-21 00:00:00+05:30,475.56,475.56,475.56,475.56,0,0.0,0.0,0.0 +2024-08-22 00:00:00+05:30,474.59,474.59,474.59,474.59,0,0.0,0.0,0.0 diff --git a/DATA/BRONZE/StockData/2024/08/TATAMOTORS.csv b/DATA/BRONZE/StockData/2024/08/TATAMOTORS.csv index ae754ad8..5b1e9792 100644 --- a/DATA/BRONZE/StockData/2024/08/TATAMOTORS.csv +++ b/DATA/BRONZE/StockData/2024/08/TATAMOTORS.csv @@ -13,4 +13,5 @@ date,open,high,low,close,volume,dividends,stock_splits 2024-08-19 00:00:00+05:30,1106.0,1106.2,1085.75,1087.85,554502,0.0,0.0 2024-08-20 00:00:00+05:30,1096.7,1098.0,1082.2,1086.75,364480,0.0,0.0 2024-08-21 00:00:00+05:30,1091.4,1095.1,1080.0,1085.1,228030,0.0,0.0 -2024-08-22 00:00:00+05:30,1090.7,1094.0,1073.65,1077.25,118241,0.0,0.0 +2024-08-22 00:00:00+05:30,1090.7,1094.0,1065.05,1068.6,236226,0.0,0.0 +2024-08-23 00:00:00+05:30,1071.8,1091.5,1071.0,1090.9,386258,0.0,0.0 diff --git a/DATA/BRONZE/StockData/2024/08/TATAPOWER.csv b/DATA/BRONZE/StockData/2024/08/TATAPOWER.csv index 9c66f33b..449ec77c 100644 --- a/DATA/BRONZE/StockData/2024/08/TATAPOWER.csv +++ b/DATA/BRONZE/StockData/2024/08/TATAPOWER.csv @@ -13,4 +13,5 @@ date,open,high,low,close,volume,dividends,stock_splits 2024-08-19 00:00:00+05:30,417.0,421.0,415.15,418.8,411175,0.0,0.0 2024-08-20 00:00:00+05:30,418.0,423.9,416.7,422.2,370175,0.0,0.0 2024-08-21 00:00:00+05:30,427.0,427.0,421.75,424.3,441380,0.0,0.0 -2024-08-22 00:00:00+05:30,426.0,426.05,422.25,423.4,132159,0.0,0.0 +2024-08-22 00:00:00+05:30,426.0,426.05,421.9,422.85,199822,0.0,0.0 +2024-08-23 00:00:00+05:30,423.0,423.0,418.6,420.3,101813,0.0,0.0 diff --git a/DATA/BRONZE/TradeHistory/trade_2425.csv b/DATA/BRONZE/TradeHistory/trade_2425.csv index a50b0986..fb2465e0 100644 --- a/DATA/BRONZE/TradeHistory/trade_2425.csv +++ b/DATA/BRONZE/TradeHistory/trade_2425.csv @@ -1,4 +1,14 @@ date,company,amount,exchange,segment,scrip_code,instrument_type,strike_price,expiry,trade_num,trade_time,side,quantity,price +2024-08-21 00:00:00,NIFTY,2850,FON,FO,NIFTY,European Call,24650,22-08-2024,3182566,12:46:47,Sell,25,114 +2024-08-21 00:00:00,NIFTY,183.75,FON,FO,NIFTY,European Put,24400,22-08-2024,731404006,10:25:40,Sell,25,7.35 +2024-08-21 00:00:00,NIFTY,535,FON,FO,NIFTY,European Call,24850,22-08-2024,3182568,12:46:47,Sell,25,21.4 +2024-08-21 00:00:00,NIFTY,2208.75,FON,FO,NIFTY,European Call,24750,22-08-2024,81865124,10:25:16,Buy,25,88.35 +2024-08-21 00:00:00,NIFTY,1391.25,FON,FO,NIFTY,European Call,24750,22-08-2024,84019704,12:46:47,Sell,25,55.65 +2024-08-21 00:00:00,NIFTY,2500,FON,FO,NIFTY,European Call,24650,22-08-2024,2239487,11:14:07,Buy,25,100 +2024-08-20 00:00:00,NIFTY,370,FON,FO,NIFTY,European Put,24400,22-08-2024,743343785,12:42:56,Buy,25,14.8 +2024-08-20 00:00:00,NIFTY,865,FON,FO,NIFTY,European Call,24850,22-08-2024,10773897,11:27:40,Buy,25,34.6 +2024-08-19 00:00:00,NIFTY,1000,FON,FO,NIFTY,European Call,24750,22-08-2024,82825793,12:02:17,Buy,25,40 +2024-08-19 00:00:00,NIFTY,1125,FON,FO,NIFTY,European Call,24750,22-08-2024,83452785,13:03:28,Sell,25,45 2024-08-14 00:00:00,NIFTY,412.5,FON,FO,NIFTY,European Put,24100,14-08-2024,815482898,11:42:26,Buy,25,16.5 2024-08-14 00:00:00,NIFTY,597.5,FON,FO,NIFTY,European Put,24100,14-08-2024,814680371,11:07:42,Buy,25,23.9 2024-08-14 00:00:00,NIFTY,370,FON,FO,NIFTY,European Put,24100,14-08-2024,816897194,12:50:40,Sell,50,7.4 diff --git a/DATA/GOLD/Holdings/HoldingsRecords_data.csv b/DATA/GOLD/Holdings/HoldingsRecords_data.csv index 11b0a75d..a45053b7 100644 --- a/DATA/GOLD/Holdings/HoldingsRecords_data.csv +++ b/DATA/GOLD/Holdings/HoldingsRecords_data.csv @@ -5,16 +5,16 @@ EQ,NSE,GOLDBEES,NIPPON INDIA ETF GOLD BEES,INF204KB17I5,2021-02-09,2021-06-03 EQ,NSE,HERANBA,Heranba Industries Ltd,INE694N01015,2021-03-04,2021-03-08 EQ,NSE,IDEA,Vodafone Idea Ltd,INE669E01016,2020-07-29,2021-06-13 EQ,NSE,INFY,INFOSYS LTD.,INE009A01021,2021-04-12,2021-06-13 -EQ,NSE,IRCTC,Indian Railway Catering and Tourism Corporation Ltd,INE335Y01020,2024-06-04,2024-08-22 -EQ,NSE,KPITTECH,KPIT Technologies Ltd,INE04I401011,2024-06-13,2024-08-22 +EQ,NSE,IRCTC,Indian Railway Catering and Tourism Corporation Ltd,INE335Y01020,2024-06-04,2024-08-23 +EQ,NSE,KPITTECH,KPIT Technologies Ltd,INE04I401011,2024-06-13,2024-08-23 EQ,NSE,LICI,Life Insurance Corporation of India,INE0J1Y01017,2022-05-13,2022-08-09 EQ,NSE,NIFTYBEES,Nippon India ETF Nifty 50 BeES,INF204KB14I2,2021-02-09,2021-06-13 EQ,NSE,PNB,PUNJAB NATIONAL BANK,INE160A01022,2020-07-29,2021-06-13 EQ,NSE,SBIN,STATE BANK OF INDIA,INE062A01020,2021-05-10,2021-06-03 EQ,NSE,TATACHEM,TATA CHEMICALS LTD.,INE092A01019,2021-06-15,2022-08-09 -EQ,NSE,TATAMOTORS,TATA MOTORS LTD.,INE155A01022,2020-04-21,2024-08-22 -EQ,NSE,TATAPOWER,TATA POWER CO.LTD.,INE245A01021,2021-02-08,2024-08-22 +EQ,NSE,TATAMOTORS,TATA MOTORS LTD.,INE155A01022,2020-04-21,2024-08-23 +EQ,NSE,TATAPOWER,TATA POWER CO.LTD.,INE245A01021,2021-02-08,2024-08-23 EQ,NSE,VOLTAS,VOLTAS LTD.,INE226A01021,2021-06-15,2022-08-09 EQ,NSE,YESBANK,YES BANK LTD.,INE528G01035,2020-07-27,2021-11-09 -MF,BMF,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,Mirae Asset ELSS Tax Saver Fund - Direct Plan - Growth,INF769K01DM9,2024-05-24,2024-08-22 -MF,BMF,SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH,SBI LONG TERM EQUITY FUND - DIRECT PLAN -GROWTH,INF200K01UM9,2024-05-24,2024-08-22 +MF,BMF,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,Mirae Asset ELSS Tax Saver Fund - Direct Plan - Growth,INF769K01DM9,2024-05-24,2024-08-23 +MF,BMF,SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH,SBI LONG TERM EQUITY FUND - DIRECT PLAN -GROWTH,INF200K01UM9,2024-05-24,2024-08-23 diff --git a/DATA/GOLD/Holdings/HoldingsTrands_data.csv b/DATA/GOLD/Holdings/HoldingsTrands_data.csv index 2afe7794..5e83ee55 100644 --- a/DATA/GOLD/Holdings/HoldingsTrands_data.csv +++ b/DATA/GOLD/Holdings/HoldingsTrands_data.csv @@ -751,10 +751,10 @@ date,open,high,low,close,holding 2022-05-10,77351.5,78944.63,74896.86,75400.74,59061.4 2022-05-11,105383.04,107323.17,102456.04,105467.31,88845.4 2022-05-12,104710.79,104968.16,100188.23,101405.86,88845.4 -2022-05-13,107701.41,111740.66,106269.5,108500.13,102405.4 -2022-05-14,107701.41,111740.66,106269.5,108500.13,102405.4 -2022-05-15,107701.41,111740.66,106269.5,108500.13,102405.4 -2022-05-16,109774.43,110485.9,107013.92,109336.08,102405.4 +2022-05-13,107721.21,111714.36,106244.5,108442.83,102405.4 +2022-05-14,107721.21,111714.36,106244.5,108442.83,102405.4 +2022-05-15,107721.21,111714.36,106244.5,108442.83,102405.4 +2022-05-16,109794.23,110459.6,106988.92,109278.78,102405.4 2022-05-17,119372.81,125063.07,118465.59,123992.3,102405.4 2022-05-18,124746.47,125463.37,121756.1,122484.67,102405.4 2022-05-19,118696.67,120390.13,117178.96,117985.36,102405.4 @@ -1562,25 +1562,26 @@ date,open,high,low,close,holding 2024-07-29,190297.73,192481.25,188758.41,189571.0,57913.83 2024-07-30,189592.79,196219.21,188739.24,193764.63,57913.83 2024-07-31,189592.79,196219.21,188739.24,193764.63,57913.83 -2024-08-01,195893.34,198620.82,192655.28,195046.82,57913.83 -2024-08-02,193856.01,195478.83,189657.73,191562.04,59914.74 -2024-08-03,193856.01,195478.83,189657.73,191562.04,59914.74 -2024-08-04,193856.01,195478.83,189657.73,191562.04,59914.74 -2024-08-05,184123.08,186908.72,178245.5,179190.14,59914.74 -2024-08-06,180367.11,185906.64,178057.02,179098.68,59914.74 -2024-08-07,182700.76,184224.45,177770.01,179505.41,59914.74 -2024-08-08,180952.08,183044.5,177589.26,179170.34,59914.74 -2024-08-09,182236.68,184591.33,180084.03,181904.88,59914.74 -2024-08-10,182236.68,184591.33,180084.03,181904.88,59914.74 -2024-08-11,182236.68,184591.33,180084.03,181904.88,59914.74 -2024-08-12,181219.87,184070.27,179565.07,182922.27,59914.74 -2024-08-13,183203.94,183264.74,178145.94,178986.04,59914.74 -2024-08-14,179854.82,181173.92,177463.67,179474.12,59914.74 -2024-08-15,179854.82,181173.92,177463.67,179474.12,59914.74 -2024-08-16,181144.73,184865.38,180563.58,184553.48,59914.74 -2024-08-17,181144.73,184865.38,180563.58,184553.48,59914.74 -2024-08-18,181144.73,184865.38,180563.58,184553.48,59914.74 -2024-08-19,185845.46,186550.71,183493.16,184355.76,59914.74 -2024-08-20,185185.72,186312.22,183455.87,184759.47,59914.74 -2024-08-21,185988.42,186405.12,183998.22,184937.97,59914.74 -2024-08-22,185792.82,186189.32,183487.27,184081.77,59914.74 +2024-08-01,195880.71,198608.1,192642.8,195034.28,57913.83 +2024-08-02,193843.62,195466.35,189645.43,191549.68,59914.74 +2024-08-03,193843.62,195466.35,189645.43,191549.68,59914.74 +2024-08-04,193843.62,195466.35,189645.43,191549.68,59914.74 +2024-08-05,184110.99,186896.54,178233.74,179178.32,59914.74 +2024-08-06,180355.29,185894.55,178045.32,179086.92,59914.74 +2024-08-07,182688.94,184212.51,177758.25,179493.5,59914.74 +2024-08-08,180940.17,183032.5,177577.44,179158.49,59914.74 +2024-08-09,182224.77,184579.39,180072.21,181893.03,59914.74 +2024-08-10,182224.77,184579.39,180072.21,181893.03,59914.74 +2024-08-11,182224.77,184579.39,180072.21,181893.03,59914.74 +2024-08-12,181208.11,184058.33,179553.37,182910.45,59914.74 +2024-08-13,183192.0,183252.8,178134.3,178974.31,59914.74 +2024-08-14,179842.91,181162.01,177452.09,179462.51,59914.74 +2024-08-15,179842.91,181162.01,177452.09,179462.51,59914.74 +2024-08-16,181132.97,184853.56,180551.94,184541.66,59914.74 +2024-08-17,181132.97,184853.56,180551.94,184541.66,59914.74 +2024-08-18,181132.97,184853.56,180551.94,184541.66,59914.74 +2024-08-19,185833.64,186538.68,183481.34,184343.79,59914.74 +2024-08-20,185173.72,186300.19,183444.02,184747.56,59914.74 +2024-08-21,185976.57,186393.12,183986.37,184926.03,59914.74 +2024-08-22,185777.91,186174.35,182550.69,183070.28,59914.74 +2024-08-23,183460.83,185443.13,182635.73,184902.63,59914.74 diff --git a/DATA/GOLD/Holdings/Holdings_data.csv b/DATA/GOLD/Holdings/Holdings_data.csv index 947c5e08..f9549a60 100644 --- a/DATA/GOLD/Holdings/Holdings_data.csv +++ b/DATA/GOLD/Holdings/Holdings_data.csv @@ -3640,25 +3640,25 @@ date,segment,exchange,symbol,scrip_name,holding_quantity,avg_price,holding_amoun 2022-05-12,EQ,NSE,TATAPOWER,TATA POWER,169.0,141.03,23834.0,221.11,37367.59,222.09,37533.21,212.31,35880.39,214.31,36218.39 2022-05-12,EQ,NSE,VOLTAS,VOLTAS LTD,4.0,1059.0,4236.0,954.06,3816.24,957.66,3830.64,921.54,3686.16,935.73,3742.92 2022-05-13,EQ,NSE,BPCL,BHARAT PETROLEUM CORPORATION L,43.0,457.0,19651.0,153.5,6600.5,155.25,6675.75,151.07,6496.01,151.5,6514.5 -2022-05-13,EQ,NSE,LICI,LIFE INSURANCE CORPORATION,15.0,904.0,13560.0,1845.05,3690.1,1868.1,3736.2,1831.95,3663.9,1855.9,3711.8 +2022-05-13,EQ,NSE,LICI,LIFE INSURANCE CORPORATION,15.0,904.0,13560.0,1854.95,3709.9,1854.95,3709.9,1819.45,3638.9,1827.25,3654.5 2022-05-13,EQ,NSE,TATACHEM,TATA CHEMICALS LTD.,20.0,751.2,15024.0,904.25,18085.0,915.77,18315.4,873.71,17474.2,878.44,17568.8 2022-05-13,EQ,NSE,TATAMOTORS,TATA MOTORS,100.0,261.0,26100.4,383.92,38392.0,413.19,41319.0,383.92,38392.0,401.86,40186.0 2022-05-13,EQ,NSE,TATAPOWER,TATA POWER,169.0,141.03,23834.0,219.69,37127.61,224.19,37888.11,216.47,36583.43,218.03,36847.07 2022-05-13,EQ,NSE,VOLTAS,VOLTAS LTD,4.0,1059.0,4236.0,951.55,3806.2,951.55,3806.2,914.99,3659.96,917.99,3671.96 2022-05-14,EQ,NSE,BPCL,BHARAT PETROLEUM CORPORATION L,43.0,457.0,19651.0,153.5,6600.5,155.25,6675.75,151.07,6496.01,151.5,6514.5 -2022-05-14,EQ,NSE,LICI,LIFE INSURANCE CORPORATION,15.0,904.0,13560.0,1845.05,3690.1,1868.1,3736.2,1831.95,3663.9,1855.9,3711.8 +2022-05-14,EQ,NSE,LICI,LIFE INSURANCE CORPORATION,15.0,904.0,13560.0,1854.95,3709.9,1854.95,3709.9,1819.45,3638.9,1827.25,3654.5 2022-05-14,EQ,NSE,TATACHEM,TATA CHEMICALS LTD.,20.0,751.2,15024.0,904.25,18085.0,915.77,18315.4,873.71,17474.2,878.44,17568.8 2022-05-14,EQ,NSE,TATAMOTORS,TATA MOTORS,100.0,261.0,26100.4,383.92,38392.0,413.19,41319.0,383.92,38392.0,401.86,40186.0 2022-05-14,EQ,NSE,TATAPOWER,TATA POWER,169.0,141.03,23834.0,219.69,37127.61,224.19,37888.11,216.47,36583.43,218.03,36847.07 2022-05-14,EQ,NSE,VOLTAS,VOLTAS LTD,4.0,1059.0,4236.0,951.55,3806.2,951.55,3806.2,914.99,3659.96,917.99,3671.96 2022-05-15,EQ,NSE,BPCL,BHARAT PETROLEUM CORPORATION L,43.0,457.0,19651.0,153.5,6600.5,155.25,6675.75,151.07,6496.01,151.5,6514.5 -2022-05-15,EQ,NSE,LICI,LIFE INSURANCE CORPORATION,15.0,904.0,13560.0,1845.05,3690.1,1868.1,3736.2,1831.95,3663.9,1855.9,3711.8 +2022-05-15,EQ,NSE,LICI,LIFE INSURANCE CORPORATION,15.0,904.0,13560.0,1854.95,3709.9,1854.95,3709.9,1819.45,3638.9,1827.25,3654.5 2022-05-15,EQ,NSE,TATACHEM,TATA CHEMICALS LTD.,20.0,751.2,15024.0,904.25,18085.0,915.77,18315.4,873.71,17474.2,878.44,17568.8 2022-05-15,EQ,NSE,TATAMOTORS,TATA MOTORS,100.0,261.0,26100.4,383.92,38392.0,413.19,41319.0,383.92,38392.0,401.86,40186.0 2022-05-15,EQ,NSE,TATAPOWER,TATA POWER,169.0,141.03,23834.0,219.69,37127.61,224.19,37888.11,216.47,36583.43,218.03,36847.07 2022-05-15,EQ,NSE,VOLTAS,VOLTAS LTD,4.0,1059.0,4236.0,951.55,3806.2,951.55,3806.2,914.99,3659.96,917.99,3671.96 2022-05-16,EQ,NSE,BPCL,BHARAT PETROLEUM CORPORATION L,43.0,457.0,19651.0,152.49,6557.07,152.71,6566.53,150.04,6451.72,151.11,6497.73 -2022-05-16,EQ,NSE,LICI,LIFE INSURANCE CORPORATION,15.0,904.0,13560.0,1845.05,3690.1,1868.1,3736.2,1831.95,3663.9,1855.9,3711.8 +2022-05-16,EQ,NSE,LICI,LIFE INSURANCE CORPORATION,15.0,904.0,13560.0,1854.95,3709.9,1854.95,3709.9,1819.45,3638.9,1827.25,3654.5 2022-05-16,EQ,NSE,TATACHEM,TATA CHEMICALS LTD.,20.0,751.2,15024.0,884.22,17684.4,891.58,17831.6,872.61,17452.2,880.93,17618.6 2022-05-16,EQ,NSE,TATAMOTORS,TATA MOTORS,100.0,261.0,26100.4,408.47,40847.0,409.31,40931.0,393.76,39376.0,402.81,40281.0 2022-05-16,EQ,NSE,TATAPOWER,TATA POWER,169.0,141.03,23834.0,220.82,37318.58,222.73,37641.37,215.58,36433.02,221.75,37475.75 @@ -5862,135 +5862,141 @@ date,segment,exchange,symbol,scrip_name,holding_quantity,avg_price,holding_amoun 2024-07-31,EQ,NSE,TATAPOWER,TATA POWER,150.0,147.49,22124.0,442.0,66300.0,449.0,67350.0,440.35,66052.5,444.05,66607.5 2024-07-31,MF,BMF,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,MIRAE ASSET TAX SAVER FUND - D,39.8,50.26,2000.27,54.01,2149.6,54.01,2149.6,54.01,2149.6,54.01,2149.6 2024-07-31,MF,BMF,SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH,SBI MAGNUM TAX GAIN SCHEME - D,4.53,441.62,2000.56,474.73,2150.53,474.73,2150.53,474.73,2150.53,474.73,2150.53 -2024-08-01,EQ,NSE,IRCTC,INDIAN RAILWAY CATERING AND TO,3.0,896.2,2688.6,988.7,2966.1,995.0,2985.0,976.3,2928.9,980.7,2942.1 +2024-08-01,EQ,NSE,IRCTC,INDIAN RAILWAY CATERING AND TO,3.0,896.2,2688.6,984.49,2953.47,990.76,2972.28,972.14,2916.42,976.52,2929.56 2024-08-01,EQ,NSE,KPITTECH,KPIT TECHNOLOGIES LTD,2.0,1500.0,3000.0,1869.95,3739.9,1892.99,3785.98,1825.77,3651.54,1836.19,3672.38 2024-08-01,EQ,NSE,TATAMOTORS,TATA MOTORS,100.0,261.0,26100.4,1166.85,116685.0,1176.3,117630.0,1136.55,113655.0,1144.6,114460.0 2024-08-01,EQ,NSE,TATAPOWER,TATA POWER,150.0,147.49,22124.0,454.55,68182.5,466.0,69900.0,454.0,68100.0,464.35,69652.5 2024-08-01,MF,BMF,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,MIRAE ASSET TAX SAVER FUND - D,39.8,50.26,2000.27,54.14,2154.77,54.14,2154.77,54.14,2154.77,54.14,2154.77 2024-08-01,MF,BMF,SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH,SBI MAGNUM TAX GAIN SCHEME - D,4.53,441.62,2000.56,477.94,2165.07,477.94,2165.07,477.94,2165.07,477.94,2165.07 -2024-08-02,EQ,NSE,IRCTC,INDIAN RAILWAY CATERING AND TO,3.0,896.2,2688.6,970.1,2910.3,976.0,2928.0,963.6,2890.8,966.35,2899.05 +2024-08-02,EQ,NSE,IRCTC,INDIAN RAILWAY CATERING AND TO,3.0,896.2,2688.6,965.97,2897.91,971.84,2915.52,959.5,2878.5,962.23,2886.69 2024-08-02,EQ,NSE,KPITTECH,KPIT TECHNOLOGIES LTD,2.0,1500.0,3000.0,1818.64,3637.28,1867.45,3734.9,1795.5,3591.0,1819.78,3639.56 2024-08-02,EQ,NSE,TATAMOTORS,TATA MOTORS,100.0,261.0,26100.4,1119.0,111900.0,1119.0,111900.0,1090.05,109005.0,1096.9,109690.0 2024-08-02,EQ,NSE,TATAPOWER,TATA POWER,150.0,147.49,22124.0,460.8,69120.0,470.85,70627.5,452.55,67882.5,460.3,69045.0 2024-08-02,MF,BMF,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,MIRAE ASSET TAX SAVER FUND - D,58.41,51.37,3000.37,53.74,3138.95,53.74,3138.95,53.74,3138.95,53.74,3138.95 2024-08-02,MF,BMF,SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH,SBI MAGNUM TAX GAIN SCHEME - D,6.64,452.01,3001.37,474.32,3149.48,474.32,3149.48,474.32,3149.48,474.32,3149.48 -2024-08-03,EQ,NSE,IRCTC,INDIAN RAILWAY CATERING AND TO,3.0,896.2,2688.6,970.1,2910.3,976.0,2928.0,963.6,2890.8,966.35,2899.05 +2024-08-03,EQ,NSE,IRCTC,INDIAN RAILWAY CATERING AND TO,3.0,896.2,2688.6,965.97,2897.91,971.84,2915.52,959.5,2878.5,962.23,2886.69 2024-08-03,EQ,NSE,KPITTECH,KPIT TECHNOLOGIES LTD,2.0,1500.0,3000.0,1818.64,3637.28,1867.45,3734.9,1795.5,3591.0,1819.78,3639.56 2024-08-03,EQ,NSE,TATAMOTORS,TATA MOTORS,100.0,261.0,26100.4,1119.0,111900.0,1119.0,111900.0,1090.05,109005.0,1096.9,109690.0 2024-08-03,EQ,NSE,TATAPOWER,TATA POWER,150.0,147.49,22124.0,460.8,69120.0,470.85,70627.5,452.55,67882.5,460.3,69045.0 2024-08-03,MF,BMF,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,MIRAE ASSET TAX SAVER FUND - D,58.41,51.37,3000.37,53.74,3138.95,53.74,3138.95,53.74,3138.95,53.74,3138.95 2024-08-03,MF,BMF,SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH,SBI MAGNUM TAX GAIN SCHEME - D,6.64,452.01,3001.37,474.32,3149.48,474.32,3149.48,474.32,3149.48,474.32,3149.48 -2024-08-04,EQ,NSE,IRCTC,INDIAN RAILWAY CATERING AND TO,3.0,896.2,2688.6,970.1,2910.3,976.0,2928.0,963.6,2890.8,966.35,2899.05 +2024-08-04,EQ,NSE,IRCTC,INDIAN RAILWAY CATERING AND TO,3.0,896.2,2688.6,965.97,2897.91,971.84,2915.52,959.5,2878.5,962.23,2886.69 2024-08-04,EQ,NSE,KPITTECH,KPIT TECHNOLOGIES LTD,2.0,1500.0,3000.0,1818.64,3637.28,1867.45,3734.9,1795.5,3591.0,1819.78,3639.56 2024-08-04,EQ,NSE,TATAMOTORS,TATA MOTORS,100.0,261.0,26100.4,1119.0,111900.0,1119.0,111900.0,1090.05,109005.0,1096.9,109690.0 2024-08-04,EQ,NSE,TATAPOWER,TATA POWER,150.0,147.49,22124.0,460.8,69120.0,470.85,70627.5,452.55,67882.5,460.3,69045.0 2024-08-04,MF,BMF,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,MIRAE ASSET TAX SAVER FUND - D,58.41,51.37,3000.37,53.74,3138.95,53.74,3138.95,53.74,3138.95,53.74,3138.95 2024-08-04,MF,BMF,SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH,SBI MAGNUM TAX GAIN SCHEME - D,6.64,452.01,3001.37,474.32,3149.48,474.32,3149.48,474.32,3149.48,474.32,3149.48 -2024-08-05,EQ,NSE,IRCTC,INDIAN RAILWAY CATERING AND TO,3.0,896.2,2688.6,947.0,2841.0,954.1,2862.3,921.5,2764.5,925.1,2775.3 +2024-08-05,EQ,NSE,IRCTC,INDIAN RAILWAY CATERING AND TO,3.0,896.2,2688.6,942.97,2828.91,950.04,2850.12,917.58,2752.74,921.16,2763.48 2024-08-05,EQ,NSE,KPITTECH,KPIT TECHNOLOGIES LTD,2.0,1500.0,3000.0,1710.43,3420.86,1777.6,3555.2,1707.39,3414.78,1719.31,3438.62 2024-08-05,EQ,NSE,TATAMOTORS,TATA MOTORS,100.0,261.0,26100.4,1050.05,105005.0,1064.95,106495.0,1014.15,101415.0,1016.65,101665.0 2024-08-05,EQ,NSE,TATAPOWER,TATA POWER,150.0,147.49,22124.0,445.0,66750.0,452.6,67890.0,430.3,64545.0,434.7,65205.0 2024-08-05,MF,BMF,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,MIRAE ASSET TAX SAVER FUND - D,58.41,51.37,3000.37,52.08,3041.99,52.08,3041.99,52.08,3041.99,52.08,3041.99 2024-08-05,MF,BMF,SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH,SBI MAGNUM TAX GAIN SCHEME - D,6.64,452.01,3001.37,461.48,3064.23,461.48,3064.23,461.48,3064.23,461.48,3064.23 -2024-08-06,EQ,NSE,IRCTC,INDIAN RAILWAY CATERING AND TO,3.0,896.2,2688.6,924.15,2772.45,946.3,2838.9,916.5,2749.5,921.1,2763.3 +2024-08-06,EQ,NSE,IRCTC,INDIAN RAILWAY CATERING AND TO,3.0,896.2,2688.6,920.21,2760.63,942.27,2826.81,912.6,2737.8,917.18,2751.54 2024-08-06,EQ,NSE,KPITTECH,KPIT TECHNOLOGIES LTD,2.0,1500.0,3000.0,1745.33,3490.66,1788.12,3576.24,1680.51,3361.02,1686.94,3373.88 2024-08-06,EQ,NSE,TATAMOTORS,TATA MOTORS,100.0,261.0,26100.4,1026.05,102605.0,1060.5,106050.0,1008.45,100845.0,1013.65,101365.0 2024-08-06,EQ,NSE,TATAPOWER,TATA POWER,150.0,147.49,22124.0,436.15,65422.5,449.1,67365.0,433.5,65025.0,436.8,65520.0 2024-08-06,MF,BMF,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,MIRAE ASSET TAX SAVER FUND - D,58.41,51.37,3000.37,51.86,3029.14,51.86,3029.14,51.86,3029.14,51.86,3029.14 2024-08-06,MF,BMF,SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH,SBI MAGNUM TAX GAIN SCHEME - D,6.64,452.01,3001.37,458.94,3047.36,458.94,3047.36,458.94,3047.36,458.94,3047.36 -2024-08-07,EQ,NSE,IRCTC,INDIAN RAILWAY CATERING AND TO,3.0,896.2,2688.6,926.15,2778.45,934.0,2802.0,921.1,2763.3,931.0,2793.0 +2024-08-07,EQ,NSE,IRCTC,INDIAN RAILWAY CATERING AND TO,3.0,896.2,2688.6,922.21,2766.63,930.02,2790.06,917.18,2751.54,927.03,2781.09 2024-08-07,EQ,NSE,KPITTECH,KPIT TECHNOLOGIES LTD,2.0,1500.0,3000.0,1732.27,3464.54,1744.84,3489.68,1695.72,3391.44,1733.57,3467.14 2024-08-07,EQ,NSE,TATAMOTORS,TATA MOTORS,100.0,261.0,26100.4,1036.75,103675.0,1050.0,105000.0,1015.1,101510.0,1025.25,102525.0 2024-08-07,EQ,NSE,TATAPOWER,TATA POWER,150.0,147.49,22124.0,444.0,66600.0,445.0,66750.0,426.15,63922.5,430.25,64537.5 2024-08-07,MF,BMF,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,MIRAE ASSET TAX SAVER FUND - D,58.41,51.37,3000.37,52.67,3076.45,52.67,3076.45,52.67,3076.45,52.67,3076.45 2024-08-07,MF,BMF,SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH,SBI MAGNUM TAX GAIN SCHEME - D,6.64,452.01,3001.37,467.82,3106.32,467.82,3106.32,467.82,3106.32,467.82,3106.32 -2024-08-08,EQ,NSE,IRCTC,INDIAN RAILWAY CATERING AND TO,3.0,896.2,2688.6,931.0,2793.0,939.5,2818.5,924.0,2772.0,926.9,2780.7 +2024-08-08,EQ,NSE,IRCTC,INDIAN RAILWAY CATERING AND TO,3.0,896.2,2688.6,927.03,2781.09,935.5,2806.5,920.06,2760.18,922.95,2768.85 2024-08-08,EQ,NSE,KPITTECH,KPIT TECHNOLOGIES LTD,2.0,1500.0,3000.0,1752.37,3504.74,1765.83,3531.66,1698.96,3397.92,1702.65,3405.3 2024-08-08,EQ,NSE,TATAMOTORS,TATA MOTORS,100.0,261.0,26100.4,1035.7,103570.0,1056.1,105610.0,1027.05,102705.0,1041.35,104135.0 2024-08-08,EQ,NSE,TATAPOWER,TATA POWER,150.0,147.49,22124.0,432.9,64935.0,432.9,64935.0,417.1,62565.0,418.0,62700.0 2024-08-08,MF,BMF,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,MIRAE ASSET TAX SAVER FUND - D,58.41,51.37,3000.37,52.36,3058.35,52.36,3058.35,52.36,3058.35,52.36,3058.35 2024-08-08,MF,BMF,SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH,SBI MAGNUM TAX GAIN SCHEME - D,6.64,452.01,3001.37,465.51,3090.99,465.51,3090.99,465.51,3090.99,465.51,3090.99 -2024-08-09,EQ,NSE,IRCTC,INDIAN RAILWAY CATERING AND TO,3.0,896.2,2688.6,931.35,2794.05,935.4,2806.2,926.0,2778.0,926.95,2780.85 +2024-08-09,EQ,NSE,IRCTC,INDIAN RAILWAY CATERING AND TO,3.0,896.2,2688.6,927.38,2782.14,931.42,2794.26,922.06,2766.18,923.0,2769.0 2024-08-09,EQ,NSE,KPITTECH,KPIT TECHNOLOGIES LTD,2.0,1500.0,3000.0,1746.75,3493.5,1763.0,3526.0,1730.95,3461.9,1754.95,3509.9 2024-08-09,EQ,NSE,TATAMOTORS,TATA MOTORS,100.0,261.0,26100.4,1059.55,105955.0,1082.65,108265.0,1052.0,105200.0,1067.45,106745.0 2024-08-09,EQ,NSE,TATAPOWER,TATA POWER,150.0,147.49,22124.0,425.3,63795.0,425.3,63795.0,416.3,62445.0,417.8,62670.0 2024-08-09,MF,BMF,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,MIRAE ASSET TAX SAVER FUND - D,58.41,51.37,3000.37,52.71,3078.79,52.71,3078.79,52.71,3078.79,52.71,3078.79 2024-08-09,MF,BMF,SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH,SBI MAGNUM TAX GAIN SCHEME - D,6.64,452.01,3001.37,469.93,3120.34,469.93,3120.34,469.93,3120.34,469.93,3120.34 -2024-08-10,EQ,NSE,IRCTC,INDIAN RAILWAY CATERING AND TO,3.0,896.2,2688.6,931.35,2794.05,935.4,2806.2,926.0,2778.0,926.95,2780.85 +2024-08-10,EQ,NSE,IRCTC,INDIAN RAILWAY CATERING AND TO,3.0,896.2,2688.6,927.38,2782.14,931.42,2794.26,922.06,2766.18,923.0,2769.0 2024-08-10,EQ,NSE,KPITTECH,KPIT TECHNOLOGIES LTD,2.0,1500.0,3000.0,1746.75,3493.5,1763.0,3526.0,1730.95,3461.9,1754.95,3509.9 2024-08-10,EQ,NSE,TATAMOTORS,TATA MOTORS,100.0,261.0,26100.4,1059.55,105955.0,1082.65,108265.0,1052.0,105200.0,1067.45,106745.0 2024-08-10,EQ,NSE,TATAPOWER,TATA POWER,150.0,147.49,22124.0,425.3,63795.0,425.3,63795.0,416.3,62445.0,417.8,62670.0 2024-08-10,MF,BMF,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,MIRAE ASSET TAX SAVER FUND - D,58.41,51.37,3000.37,52.71,3078.79,52.71,3078.79,52.71,3078.79,52.71,3078.79 2024-08-10,MF,BMF,SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH,SBI MAGNUM TAX GAIN SCHEME - D,6.64,452.01,3001.37,469.93,3120.34,469.93,3120.34,469.93,3120.34,469.93,3120.34 -2024-08-11,EQ,NSE,IRCTC,INDIAN RAILWAY CATERING AND TO,3.0,896.2,2688.6,931.35,2794.05,935.4,2806.2,926.0,2778.0,926.95,2780.85 +2024-08-11,EQ,NSE,IRCTC,INDIAN RAILWAY CATERING AND TO,3.0,896.2,2688.6,927.38,2782.14,931.42,2794.26,922.06,2766.18,923.0,2769.0 2024-08-11,EQ,NSE,KPITTECH,KPIT TECHNOLOGIES LTD,2.0,1500.0,3000.0,1746.75,3493.5,1763.0,3526.0,1730.95,3461.9,1754.95,3509.9 2024-08-11,EQ,NSE,TATAMOTORS,TATA MOTORS,100.0,261.0,26100.4,1059.55,105955.0,1082.65,108265.0,1052.0,105200.0,1067.45,106745.0 2024-08-11,EQ,NSE,TATAPOWER,TATA POWER,150.0,147.49,22124.0,425.3,63795.0,425.3,63795.0,416.3,62445.0,417.8,62670.0 2024-08-11,MF,BMF,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,MIRAE ASSET TAX SAVER FUND - D,58.41,51.37,3000.37,52.71,3078.79,52.71,3078.79,52.71,3078.79,52.71,3078.79 2024-08-11,MF,BMF,SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH,SBI MAGNUM TAX GAIN SCHEME - D,6.64,452.01,3001.37,469.93,3120.34,469.93,3120.34,469.93,3120.34,469.93,3120.34 -2024-08-12,EQ,NSE,IRCTC,INDIAN RAILWAY CATERING AND TO,3.0,896.2,2688.6,920.15,2760.45,933.55,2800.65,915.45,2746.35,924.35,2773.05 +2024-08-12,EQ,NSE,IRCTC,INDIAN RAILWAY CATERING AND TO,3.0,896.2,2688.6,916.23,2748.69,929.57,2788.71,911.55,2734.65,920.41,2761.23 2024-08-12,EQ,NSE,KPITTECH,KPIT TECHNOLOGIES LTD,2.0,1500.0,3000.0,1753.8,3507.6,1826.4,3652.8,1717.2,3434.4,1804.95,3609.9 2024-08-12,EQ,NSE,TATAMOTORS,TATA MOTORS,100.0,261.0,26100.4,1062.25,106225.0,1079.9,107990.0,1055.05,105505.0,1076.1,107610.0 2024-08-12,EQ,NSE,TATAPOWER,TATA POWER,150.0,147.49,22124.0,416.8,62520.0,422.8,63420.0,411.15,61672.5,418.15,62722.5 2024-08-12,MF,BMF,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,MIRAE ASSET TAX SAVER FUND - D,58.41,51.37,3000.37,52.86,3087.55,52.86,3087.55,52.86,3087.55,52.86,3087.55 2024-08-12,MF,BMF,SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH,SBI MAGNUM TAX GAIN SCHEME - D,6.64,452.01,3001.37,469.77,3119.27,469.77,3119.27,469.77,3119.27,469.77,3119.27 -2024-08-13,EQ,NSE,IRCTC,INDIAN RAILWAY CATERING AND TO,3.0,896.2,2688.6,934.4,2803.2,934.4,2803.2,911.4,2734.2,918.3,2754.9 +2024-08-13,EQ,NSE,IRCTC,INDIAN RAILWAY CATERING AND TO,3.0,896.2,2688.6,930.42,2791.26,930.42,2791.26,907.52,2722.56,914.39,2743.17 2024-08-13,EQ,NSE,KPITTECH,KPIT TECHNOLOGIES LTD,2.0,1500.0,3000.0,1790.5,3581.0,1820.9,3641.8,1741.0,3482.0,1748.2,3496.4 2024-08-13,EQ,NSE,TATAMOTORS,TATA MOTORS,100.0,261.0,26100.4,1076.1,107610.0,1076.1,107610.0,1048.2,104820.0,1053.55,105355.0 2024-08-13,EQ,NSE,TATAPOWER,TATA POWER,150.0,147.49,22124.0,420.5,63075.0,420.5,63075.0,406.5,60975.0,408.3,61245.0 2024-08-13,MF,BMF,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,MIRAE ASSET TAX SAVER FUND - D,58.41,51.37,3000.37,52.25,3051.92,52.25,3051.92,52.25,3051.92,52.25,3051.92 2024-08-13,MF,BMF,SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH,SBI MAGNUM TAX GAIN SCHEME - D,6.64,452.01,3001.37,464.28,3082.82,464.28,3082.82,464.28,3082.82,464.28,3082.82 -2024-08-14,EQ,NSE,IRCTC,INDIAN RAILWAY CATERING AND TO,3.0,896.2,2688.6,931.85,2795.55,931.85,2795.55,906.6,2719.8,909.75,2729.25 +2024-08-14,EQ,NSE,IRCTC,INDIAN RAILWAY CATERING AND TO,3.0,896.2,2688.6,927.88,2783.64,927.88,2783.64,902.74,2708.22,905.88,2717.64 2024-08-14,EQ,NSE,KPITTECH,KPIT TECHNOLOGIES LTD,2.0,1500.0,3000.0,1760.2,3520.4,1794.75,3589.5,1742.5,3485.0,1786.75,3573.5 2024-08-14,EQ,NSE,TATAMOTORS,TATA MOTORS,100.0,261.0,26100.4,1059.0,105900.0,1067.15,106715.0,1046.55,104655.0,1062.0,106200.0 2024-08-14,EQ,NSE,TATAPOWER,TATA POWER,150.0,147.49,22124.0,410.0,61500.0,412.9,61935.0,403.1,60465.0,405.55,60832.5 2024-08-14,MF,BMF,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,MIRAE ASSET TAX SAVER FUND - D,58.41,51.37,3000.37,52.34,3057.18,52.34,3057.18,52.34,3057.18,52.34,3057.18 2024-08-14,MF,BMF,SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH,SBI MAGNUM TAX GAIN SCHEME - D,6.64,452.01,3001.37,464.11,3081.69,464.11,3081.69,464.11,3081.69,464.11,3081.69 -2024-08-15,EQ,NSE,IRCTC,INDIAN RAILWAY CATERING AND TO,3.0,896.2,2688.6,931.85,2795.55,931.85,2795.55,906.6,2719.8,909.75,2729.25 +2024-08-15,EQ,NSE,IRCTC,INDIAN RAILWAY CATERING AND TO,3.0,896.2,2688.6,927.88,2783.64,927.88,2783.64,902.74,2708.22,905.88,2717.64 2024-08-15,EQ,NSE,KPITTECH,KPIT TECHNOLOGIES LTD,2.0,1500.0,3000.0,1760.2,3520.4,1794.75,3589.5,1742.5,3485.0,1786.75,3573.5 2024-08-15,EQ,NSE,TATAMOTORS,TATA MOTORS,100.0,261.0,26100.4,1059.0,105900.0,1067.15,106715.0,1046.55,104655.0,1062.0,106200.0 2024-08-15,EQ,NSE,TATAPOWER,TATA POWER,150.0,147.49,22124.0,410.0,61500.0,412.9,61935.0,403.1,60465.0,405.55,60832.5 2024-08-15,MF,BMF,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,MIRAE ASSET TAX SAVER FUND - D,58.41,51.37,3000.37,52.34,3057.18,52.34,3057.18,52.34,3057.18,52.34,3057.18 2024-08-15,MF,BMF,SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH,SBI MAGNUM TAX GAIN SCHEME - D,6.64,452.01,3001.37,464.11,3081.69,464.11,3081.69,464.11,3081.69,464.11,3081.69 -2024-08-16,EQ,NSE,IRCTC,INDIAN RAILWAY CATERING AND TO,3.0,896.2,2688.6,919.45,2758.35,925.9,2777.7,912.0,2736.0,924.8,2774.4 +2024-08-16,EQ,NSE,IRCTC,INDIAN RAILWAY CATERING AND TO,3.0,896.2,2688.6,915.53,2746.59,921.96,2765.88,908.12,2724.36,920.86,2762.58 2024-08-16,EQ,NSE,KPITTECH,KPIT TECHNOLOGIES LTD,2.0,1500.0,3000.0,1800.0,3600.0,1854.4,3708.8,1794.35,3588.7,1816.35,3632.7 2024-08-16,EQ,NSE,TATAMOTORS,TATA MOTORS,100.0,261.0,26100.4,1072.85,107285.0,1100.0,110000.0,1069.85,106985.0,1098.8,109880.0 2024-08-16,EQ,NSE,TATAPOWER,TATA POWER,150.0,147.49,22124.0,408.4,61260.0,414.25,62137.5,406.75,61012.5,413.5,62025.0 2024-08-16,MF,BMF,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,MIRAE ASSET TAX SAVER FUND - D,58.41,51.37,3000.37,53.28,3112.08,53.28,3112.08,53.28,3112.08,53.28,3112.08 2024-08-16,MF,BMF,SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH,SBI MAGNUM TAX GAIN SCHEME - D,6.64,452.01,3001.37,471.28,3129.3,471.28,3129.3,471.28,3129.3,471.28,3129.3 -2024-08-17,EQ,NSE,IRCTC,INDIAN RAILWAY CATERING AND TO,3.0,896.2,2688.6,919.45,2758.35,925.9,2777.7,912.0,2736.0,924.8,2774.4 +2024-08-17,EQ,NSE,IRCTC,INDIAN RAILWAY CATERING AND TO,3.0,896.2,2688.6,915.53,2746.59,921.96,2765.88,908.12,2724.36,920.86,2762.58 2024-08-17,EQ,NSE,KPITTECH,KPIT TECHNOLOGIES LTD,2.0,1500.0,3000.0,1800.0,3600.0,1854.4,3708.8,1794.35,3588.7,1816.35,3632.7 2024-08-17,EQ,NSE,TATAMOTORS,TATA MOTORS,100.0,261.0,26100.4,1072.85,107285.0,1100.0,110000.0,1069.85,106985.0,1098.8,109880.0 2024-08-17,EQ,NSE,TATAPOWER,TATA POWER,150.0,147.49,22124.0,408.4,61260.0,414.25,62137.5,406.75,61012.5,413.5,62025.0 2024-08-17,MF,BMF,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,MIRAE ASSET TAX SAVER FUND - D,58.41,51.37,3000.37,53.28,3112.08,53.28,3112.08,53.28,3112.08,53.28,3112.08 2024-08-17,MF,BMF,SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH,SBI MAGNUM TAX GAIN SCHEME - D,6.64,452.01,3001.37,471.28,3129.3,471.28,3129.3,471.28,3129.3,471.28,3129.3 -2024-08-18,EQ,NSE,IRCTC,INDIAN RAILWAY CATERING AND TO,3.0,896.2,2688.6,919.45,2758.35,925.9,2777.7,912.0,2736.0,924.8,2774.4 +2024-08-18,EQ,NSE,IRCTC,INDIAN RAILWAY CATERING AND TO,3.0,896.2,2688.6,915.53,2746.59,921.96,2765.88,908.12,2724.36,920.86,2762.58 2024-08-18,EQ,NSE,KPITTECH,KPIT TECHNOLOGIES LTD,2.0,1500.0,3000.0,1800.0,3600.0,1854.4,3708.8,1794.35,3588.7,1816.35,3632.7 2024-08-18,EQ,NSE,TATAMOTORS,TATA MOTORS,100.0,261.0,26100.4,1072.85,107285.0,1100.0,110000.0,1069.85,106985.0,1098.8,109880.0 2024-08-18,EQ,NSE,TATAPOWER,TATA POWER,150.0,147.49,22124.0,408.4,61260.0,414.25,62137.5,406.75,61012.5,413.5,62025.0 2024-08-18,MF,BMF,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,MIRAE ASSET TAX SAVER FUND - D,58.41,51.37,3000.37,53.28,3112.08,53.28,3112.08,53.28,3112.08,53.28,3112.08 2024-08-18,MF,BMF,SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH,SBI MAGNUM TAX GAIN SCHEME - D,6.64,452.01,3001.37,471.28,3129.3,471.28,3129.3,471.28,3129.3,471.28,3129.3 -2024-08-19,EQ,NSE,IRCTC,INDIAN RAILWAY CATERING AND TO,3.0,896.2,2688.6,924.95,2774.85,940.6,2821.8,924.95,2774.85,937.35,2812.05 +2024-08-19,EQ,NSE,IRCTC,INDIAN RAILWAY CATERING AND TO,3.0,896.2,2688.6,921.01,2763.03,936.59,2809.77,921.01,2763.03,933.36,2800.08 2024-08-19,EQ,NSE,KPITTECH,KPIT TECHNOLOGIES LTD,2.0,1500.0,3000.0,1825.9,3651.8,1845.05,3690.1,1801.0,3602.0,1834.95,3669.9 2024-08-19,EQ,NSE,TATAMOTORS,TATA MOTORS,100.0,261.0,26100.4,1106.0,110600.0,1106.2,110620.0,1085.75,108575.0,1087.85,108785.0 2024-08-19,EQ,NSE,TATAPOWER,TATA POWER,150.0,147.49,22124.0,417.0,62550.0,421.0,63150.0,415.15,62272.5,418.8,62820.0 2024-08-19,MF,BMF,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,MIRAE ASSET TAX SAVER FUND - D,58.41,51.37,3000.37,53.57,3129.02,53.57,3129.02,53.57,3129.02,53.57,3129.02 2024-08-19,MF,BMF,SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH,SBI MAGNUM TAX GAIN SCHEME - D,6.64,452.01,3001.37,472.86,3139.79,472.86,3139.79,472.86,3139.79,472.86,3139.79 -2024-08-20,EQ,NSE,IRCTC,INDIAN RAILWAY CATERING AND TO,3.0,896.2,2688.6,940.0,2820.0,942.0,2826.0,926.85,2780.55,931.05,2793.15 +2024-08-20,EQ,NSE,IRCTC,INDIAN RAILWAY CATERING AND TO,3.0,896.2,2688.6,936.0,2808.0,937.99,2813.97,922.9,2768.7,927.08,2781.24 2024-08-20,EQ,NSE,KPITTECH,KPIT TECHNOLOGIES LTD,2.0,1500.0,3000.0,1845.25,3690.5,1898.0,3796.0,1822.55,3645.1,1828.05,3656.1 2024-08-20,EQ,NSE,TATAMOTORS,TATA MOTORS,100.0,261.0,26100.4,1096.7,109670.0,1098.0,109800.0,1082.2,108220.0,1086.75,108675.0 2024-08-20,EQ,NSE,TATAPOWER,TATA POWER,150.0,147.49,22124.0,418.0,62700.0,423.9,63585.0,416.7,62505.0,422.2,63330.0 2024-08-20,MF,BMF,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,MIRAE ASSET TAX SAVER FUND - D,58.41,51.37,3000.37,53.85,3145.38,53.85,3145.38,53.85,3145.38,53.85,3145.38 2024-08-20,MF,BMF,SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH,SBI MAGNUM TAX GAIN SCHEME - D,6.64,452.01,3001.37,475.88,3159.84,475.88,3159.84,475.88,3159.84,475.88,3159.84 -2024-08-21,EQ,NSE,IRCTC,INDIAN RAILWAY CATERING AND TO,3.0,896.2,2688.6,926.55,2779.65,938.75,2816.25,926.55,2779.65,934.6,2803.8 +2024-08-21,EQ,NSE,IRCTC,INDIAN RAILWAY CATERING AND TO,3.0,896.2,2688.6,922.6,2767.8,934.75,2804.25,922.6,2767.8,930.62,2791.86 2024-08-21,EQ,NSE,KPITTECH,KPIT TECHNOLOGIES LTD,2.0,1500.0,3000.0,1849.95,3699.9,1855.0,3710.0,1818.6,3637.2,1830.15,3660.3 2024-08-21,EQ,NSE,TATAMOTORS,TATA MOTORS,100.0,261.0,26100.4,1091.4,109140.0,1095.1,109510.0,1080.0,108000.0,1085.1,108510.0 2024-08-21,EQ,NSE,TATAPOWER,TATA POWER,150.0,147.49,22124.0,427.0,64050.0,427.0,64050.0,421.75,63262.5,424.3,63645.0 2024-08-21,MF,BMF,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,MIRAE ASSET TAX SAVER FUND - D,58.41,51.37,3000.37,54.12,3161.15,54.12,3161.15,54.12,3161.15,54.12,3161.15 2024-08-21,MF,BMF,SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH,SBI MAGNUM TAX GAIN SCHEME - D,6.64,452.01,3001.37,475.56,3157.72,475.56,3157.72,475.56,3157.72,475.56,3157.72 -2024-08-22,EQ,NSE,IRCTC,INDIAN RAILWAY CATERING AND TO,3.0,896.2,2688.6,937.95,2813.85,942.25,2826.75,934.0,2802.0,938.7,2816.1 -2024-08-22,EQ,NSE,KPITTECH,KPIT TECHNOLOGIES LTD,2.0,1500.0,3000.0,1845.05,3690.1,1868.1,3736.2,1831.95,3663.9,1855.9,3711.8 -2024-08-22,EQ,NSE,TATAMOTORS,TATA MOTORS,100.0,261.0,26100.4,1090.7,109070.0,1094.0,109400.0,1073.65,107365.0,1077.25,107725.0 -2024-08-22,EQ,NSE,TATAPOWER,TATA POWER,150.0,147.49,22124.0,426.0,63900.0,426.05,63907.5,422.25,63337.5,423.4,63510.0 -2024-08-22,MF,BMF,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,MIRAE ASSET TAX SAVER FUND - D,58.41,51.37,3000.37,54.12,3161.15,54.12,3161.15,54.12,3161.15,54.12,3161.15 -2024-08-22,MF,BMF,SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH,SBI MAGNUM TAX GAIN SCHEME - D,6.64,452.01,3001.37,475.56,3157.72,475.56,3157.72,475.56,3157.72,475.56,3157.72 +2024-08-22,EQ,NSE,IRCTC,INDIAN RAILWAY CATERING AND TO,3.0,896.2,2688.6,933.96,2801.88,938.24,2814.72,930.02,2790.06,935.15,2805.45 +2024-08-22,EQ,NSE,KPITTECH,KPIT TECHNOLOGIES LTD,2.0,1500.0,3000.0,1845.05,3690.1,1868.1,3736.2,1827.35,3654.7,1830.7,3661.4 +2024-08-22,EQ,NSE,TATAMOTORS,TATA MOTORS,100.0,261.0,26100.4,1090.7,109070.0,1094.0,109400.0,1065.05,106505.0,1068.6,106860.0 +2024-08-22,EQ,NSE,TATAPOWER,TATA POWER,150.0,147.49,22124.0,426.0,63900.0,426.05,63907.5,421.9,63285.0,422.85,63427.5 +2024-08-22,MF,BMF,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,MIRAE ASSET TAX SAVER FUND - D,58.41,51.37,3000.37,54.18,3164.65,54.18,3164.65,54.18,3164.65,54.18,3164.65 +2024-08-22,MF,BMF,SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH,SBI MAGNUM TAX GAIN SCHEME - D,6.64,452.01,3001.37,474.59,3151.28,474.59,3151.28,474.59,3151.28,474.59,3151.28 +2024-08-23,EQ,NSE,IRCTC,INDIAN RAILWAY CATERING AND TO,3.0,896.2,2688.6,935.0,2805.0,939.1,2817.3,930.3,2790.9,932.4,2797.2 +2024-08-23,EQ,NSE,KPITTECH,KPIT TECHNOLOGIES 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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-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-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 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-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,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-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-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-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 14:29:25,SELL,170.0,8500.0,1250.0,17.24 FON,FO,NIFTY,NIFTY-CE-24100-11JUL2024,LONG,75.0,2024-07-10 11:46:04,BUY,167.0,12525.0,2024-07-10 12:11:22,SELL,183.9,13792.5,1267.5,10.12 @@ -53,36 +54,41 @@ FON,FO,NIFTY,NIFTY-CE-24250-11JUL2024,LONG,50.0,2024-07-05 12:36:40,BUY,162.6,81 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,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 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FON,FO,NIFTY,NIFTY-CE-24500-25JUL2024,LONG,25.0,2024-07-23 11:27:49,BUY,205.35,5133.75,2024-07-23 12:22:03,SELL,108.9,2722.5,-2411.25,-46.97 -FON,FO,NIFTY,NIFTY-CE-24500-25JUL2024,LONG,50.0,2024-07-23 11:27:49,BUY,205.3,10265.0,2024-07-23 12:22:03,SELL,108.9,5445.0,-4820.0,-46.96 +FON,FO,NIFTY,NIFTY-CE-24500-25JUL2024,LONG,25.0,2024-07-23 11:27:49,BUY,205.35,5133.75,2024-07-23 12:22:03,SELL,108.95,2723.75,-2410.0,-46.94 FON,FO,NIFTY,NIFTY-CE-24600-01AUG2024,LONG,25.0,2024-07-26 12:20:50,BUY,190.7,4767.5,2024-07-26 13:22:36,SELL,285.0,7125.0,2357.5,49.45 FON,FO,NIFTY,NIFTY-CE-24600-18JUL2024,LONG,100.0,2024-07-18 09:47:51,BUY,49.65,4965.0,2024-07-18 09:57:15,SELL,87.1,8710.0,3745.0,75.43 FON,FO,NIFTY,NIFTY-CE-24650-18JUL2024,LONG,25.0,2024-07-16 13:57:37,BUY,70.1,1752.5,2024-07-18 09:55:59,SELL,56.45,1411.25,-341.25,-19.47 FON,FO,NIFTY,NIFTY-CE-24650-18JUL2024,LONG,25.0,2024-07-16 13:57:37,BUY,70.05,1751.25,2024-07-18 09:55:59,SELL,56.45,1411.25,-340.0,-19.41 FON,FO,NIFTY,NIFTY-CE-24650-18JUL2024,LONG,100.0,2024-07-18 10:14:50,BUY,50.0,5000.0,2024-07-18 10:22:23,SELL,40.0,4000.0,-1000.0,-20.0 FON,FO,NIFTY,NIFTY-CE-24650-18JUL2024,LONG,100.0,2024-07-18 12:00:26,BUY,17.15,1715.0,2024-07-18 12:18:21,SELL,51.0,5100.0,3385.0,197.38 +FON,FO,NIFTY,NIFTY-CE-24650-22AUG2024,LONG,25.0,2024-08-21 11:14:07,BUY,100.0,2500.0,2024-08-21 12:46:47,SELL,114.0,2850.0,350.0,14.0 FON,FO,NIFTY,NIFTY-CE-24700-08AUG2024,LONG,25.0,2024-08-02 15:07:27,BUY,140.0,3500.0,2024-08-05 09:32:11,SELL,30.0,750.0,-2750.0,-78.57 +FON,FO,NIFTY,NIFTY-CE-24750-22AUG2024,LONG,25.0,2024-08-19 12:02:17,BUY,40.0,1000.0,2024-08-19 13:03:28,SELL,45.0,1125.0,125.0,12.5 +FON,FO,NIFTY,NIFTY-CE-24750-22AUG2024,LONG,25.0,2024-08-21 10:25:16,BUY,88.35,2208.75,2024-08-21 12:46:47,SELL,55.65,1391.25,-817.5,-37.01 +FON,FO,NIFTY,NIFTY-CE-24850-22AUG2024,LONG,25.0,2024-08-20 11:27:40,BUY,34.6,865.0,2024-08-21 12:46:47,SELL,21.4,535.0,-330.0,-38.15 FON,FO,NIFTY,NIFTY-CE-24950-01AUG2024,LONG,25.0,2024-07-30 13:11:20,BUY,105.0,2625.0,2024-07-30 13:19:08,SELL,85.0,2125.0,-500.0,-19.05 FON,FO,NIFTY,NIFTY-CE-24950-01AUG2024,LONG,25.0,2024-07-30 13:11:20,BUY,105.0,2625.0,2024-07-30 13:19:08,SELL,85.0,2125.0,-500.0,-19.05 FON,FO,NIFTY,NIFTY-CE-25000-01AUG2024,LONG,75.0,2024-07-29 12:10:20,BUY,100.0,7500.0,2024-07-29 13:15:18,SELL,66.0,4950.0,-2550.0,-34.0 -FON,FO,NIFTY,NIFTY-CE-25000-01AUG2024,LONG,75.0,2024-08-01 14:35:26,BUY,7.0,525.0,2024-08-01 15:20:10,SELL,12.8,960.0,435.0,82.86 FON,FO,NIFTY,NIFTY-CE-25000-01AUG2024,LONG,25.0,2024-08-01 14:35:26,BUY,7.0,175.0,2024-08-01 15:20:10,SELL,12.8,320.0,145.0,82.86 +FON,FO,NIFTY,NIFTY-CE-25000-01AUG2024,LONG,75.0,2024-08-01 14:35:26,BUY,7.0,525.0,2024-08-01 15:20:10,SELL,12.8,960.0,435.0,82.86 FON,FO,NIFTY,NIFTY-CE-25000-01AUG2024,LONG,25.0,2024-08-01 14:35:26,BUY,7.0,175.0,2024-08-01 15:20:10,SELL,12.8,320.0,145.0,82.86 FON,FO,NIFTY,NIFTY-CE-25000-08AUG2024,EXPIRED,25.0,2024-08-07 10:40:30,BUY,1.9,47.5,2024-08-08 15:30:00,EXPIRED,0.0,0.0,-47.5,-100.0 FON,FO,NIFTY,NIFTY-CE-25000-14AUG2024,LONG,100.0,2024-08-08 15:28:33,BUY,5.0,500.0,2024-08-09 10:01:35,SELL,8.3,830.0,330.0,66.0 @@ -90,8 +96,8 @@ FON,FO,NIFTY,NIFTY-CE-25150-01AUG2024,LONG,50.0,2024-07-30 11:14:37,BUY,28.0,140 FON,FO,NIFTY,NIFTY-CE-25400-01AUG2024,LONG,100.0,2024-07-29 11:04:10,BUY,9.0,900.0,2024-07-29 12:06:50,SELL,10.35,1035.0,135.0,15.0 FON,FO,NIFTY,NIFTY-PE-23450-20JUN2024,LONG,25.0,2024-06-14 11:21:06,BUY,124.7,3117.5,2024-06-14 12:09:30,SELL,128.0,3200.0,82.5,2.65 FON,FO,NIFTY,NIFTY-PE-23550-27JUN2024,LONG,25.0,2024-06-24 11:39:16,BUY,137.6,3440.0,2024-06-24 11:46:51,SELL,140.95,3523.75,83.75,2.43 -FON,FO,NIFTY,NIFTY-PE-23550-27JUN2024,LONG,25.0,2024-06-24 11:39:16,BUY,137.7,3442.5,2024-06-24 11:46:51,SELL,140.95,3523.75,81.25,2.36 FON,FO,NIFTY,NIFTY-PE-23550-27JUN2024,LONG,25.0,2024-06-24 11:39:16,BUY,137.6,3440.0,2024-06-24 11:46:51,SELL,140.95,3523.75,83.75,2.43 +FON,FO,NIFTY,NIFTY-PE-23550-27JUN2024,LONG,25.0,2024-06-24 11:39:16,BUY,137.7,3442.5,2024-06-24 11:46:51,SELL,140.95,3523.75,81.25,2.36 FON,FO,NIFTY,NIFTY-PE-23550-27JUN2024,LONG,25.0,2024-06-24 11:39:16,BUY,137.6,3440.0,2024-06-24 11:46:51,SELL,140.95,3523.75,83.75,2.43 FON,FO,NIFTY,NIFTY-PE-23600-20JUN2024,LONG,25.0,2024-06-19 09:22:02,BUY,75.0,1875.0,2024-06-19 09:29:57,SELL,100.0,2500.0,625.0,33.33 FON,FO,NIFTY,NIFTY-PE-24000-08AUG2024,LONG,75.0,2024-08-07 15:08:24,BUY,15.0,1125.0,2024-08-08 10:43:59,SELL,25.0,1875.0,750.0,66.67 @@ -108,18 +114,20 @@ FON,FO,NIFTY,NIFTY-PE-24250-04JUL2024,LONG,25.0,2024-07-03 09:15:54,BUY,104.55,2 FON,FO,NIFTY,NIFTY-PE-24250-04JUL2024,LONG,25.0,2024-07-03 12:33:30,BUY,63.0,1575.0,2024-07-03 15:29:00,SELL,56.5,1412.5,-162.5,-10.32 FON,FO,NIFTY,NIFTY-PE-24250-04JUL2024,LONG,25.0,2024-07-03 12:33:30,BUY,63.0,1575.0,2024-07-03 15:29:00,SELL,56.5,1412.5,-162.5,-10.32 FON,FO,NIFTY,NIFTY-PE-24250-14AUG2024,LONG,25.0,2024-08-13 09:30:02,BUY,70.0,1750.0,2024-08-13 10:30:34,SELL,80.0,2000.0,250.0,14.29 -FON,FO,NIFTY,NIFTY-PE-24300-11JUL2024,LONG,50.0,2024-07-05 11:50:06,BUY,120.0,6000.0,2024-07-05 11:58:36,SELL,121.15,6057.5,57.5,0.96 +FON,FO,NIFTY,NIFTY-PE-24300-11JUL2024,LONG,25.0,2024-07-05 11:50:06,BUY,120.0,3000.0,2024-07-05 11:58:36,SELL,121.15,3028.75,28.75,0.96 +FON,FO,NIFTY,NIFTY-PE-24300-11JUL2024,LONG,25.0,2024-07-05 11:50:06,BUY,120.0,3000.0,2024-07-05 11:58:36,SELL,121.15,3028.75,28.75,0.96 FON,FO,NIFTY,NIFTY-PE-24300-11JUL2024,LONG,25.0,2024-07-05 11:51:36,BUY,119.15,2978.75,2024-07-05 11:58:36,SELL,121.15,3028.75,50.0,1.68 FON,FO,NIFTY,NIFTY-PE-24300-11JUL2024,LONG,25.0,2024-07-05 11:51:36,BUY,119.15,2978.75,2024-07-05 11:58:36,SELL,121.15,3028.75,50.0,1.68 FON,FO,NIFTY,NIFTY-PE-24350-11JUL2024,LONG,25.0,2024-07-09 10:23:03,BUY,80.3,2007.5,2024-07-09 10:23:04,SELL,80.55,2013.75,6.25,0.31 FON,FO,NIFTY,NIFTY-PE-24350-11JUL2024,LONG,75.0,2024-07-09 10:23:03,BUY,80.3,6022.5,2024-07-09 10:23:04,SELL,80.55,6041.25,18.75,0.31 -FON,FO,NIFTY,NIFTY-PE-24450-01AUG2024,LONG,25.0,2024-07-29 11:00:02,BUY,12.0,300.0,2024-07-29 11:42:42,SELL,10.45,261.25,-38.75,-12.92 +FON,FO,NIFTY,NIFTY-PE-24400-22AUG2024,LONG,25.0,2024-08-20 12:42:56,BUY,14.8,370.0,2024-08-21 10:25:40,SELL,7.35,183.75,-186.25,-50.34 FON,FO,NIFTY,NIFTY-PE-24450-01AUG2024,LONG,50.0,2024-07-29 11:00:02,BUY,12.0,600.0,2024-07-29 11:42:42,SELL,10.45,522.5,-77.5,-12.92 +FON,FO,NIFTY,NIFTY-PE-24450-01AUG2024,LONG,25.0,2024-07-29 11:00:02,BUY,12.0,300.0,2024-07-29 11:42:42,SELL,10.45,261.25,-38.75,-12.92 FON,FO,NIFTY,NIFTY-PE-24600-25JUL2024,LONG,75.0,2024-07-22 11:06:51,BUY,252.15,18911.25,2024-07-22 11:24:32,SELL,253.6,19020.0,108.75,0.58 FON,FO,NIFTY,NIFTY-PE-24650-01AUG2024,LONG,25.0,2024-07-26 11:34:24,BUY,138.0,3450.0,2024-07-26 12:33:43,SELL,106.15,2653.75,-796.25,-23.08 FON,FO,NIFTY,NIFTY-PE-24650-18JUL2024,LONG,50.0,2024-07-15 13:23:50,BUY,115.25,5762.5,2024-07-15 14:18:31,SELL,115.75,5787.5,25.0,0.43 -FON,FO,NIFTY,NIFTY-PE-24650-18JUL2024,LONG,25.0,2024-07-16 13:57:37,BUY,77.7,1942.5,2024-07-18 09:47:40,SELL,70.25,1756.25,-186.25,-9.59 FON,FO,NIFTY,NIFTY-PE-24650-18JUL2024,LONG,25.0,2024-07-16 13:57:37,BUY,77.65,1941.25,2024-07-18 09:47:40,SELL,70.25,1756.25,-185.0,-9.53 +FON,FO,NIFTY,NIFTY-PE-24650-18JUL2024,LONG,25.0,2024-07-16 13:57:37,BUY,77.7,1942.5,2024-07-18 09:47:40,SELL,70.25,1756.25,-186.25,-9.59 FON,FO,NIFTY,NIFTY-PE-24650-18JUL2024,EXPIRED,100.0,2024-07-18 14:25:45,BUY,3.0,300.0,2024-07-18 15:30:00,EXPIRED,0.0,0.0,-300.0,-100.0 FON,FO,NIFTY,NIFTY-PE-24800-08AUG2024,LONG,25.0,2024-08-02 12:21:59,BUY,160.0,4000.0,2024-08-02 12:36:48,SELL,177.75,4443.75,443.75,11.09 FON,FO,NIFTY,NIFTY-PE-24800-08AUG2024,LONG,25.0,2024-08-02 14:07:07,BUY,166.0,4150.0,2024-08-02 14:21:35,SELL,167.85,4196.25,46.25,1.11 diff --git a/DATA/PRESENTATION/API/ProfitLoss_data.json b/DATA/PRESENTATION/API/ProfitLoss_data.json index 0b04c672..fa199216 100644 --- a/DATA/PRESENTATION/API/ProfitLoss_data.json +++ b/DATA/PRESENTATION/API/ProfitLoss_data.json @@ -1,7 +1,7 @@ { - "invested": 490853.46, - "sold": 496637.16000000003, - "pnl": 5873.699999999997, + "invested": 497797.21, + "sold": 502722.16000000003, + "pnl": 5014.949999999997, "data": [ { "segment": "EQ", @@ -456,11 +456,11 @@ "exchange": "FON", "symbol": "NIFTY", "stock_name": "NIFTY", - "days": 62, - "quantity": 4500.0, - "avg_price": 88.98, - "sell_price": 89.19, - "pnl": 1073.75, + "days": 69, + "quantity": 4625.0, + "avg_price": 88.07, + "sell_price": 88.1, + "pnl": 215.0, "history": [ { "scrip_name": "NIFTY-CE-23350-13JUN2024", @@ -633,15 +633,29 @@ { "scrip_name": "NIFTY-CE-23650-20JUN2024", "position": "LONG", - "quantity": 75.0, + "quantity": 25.0, + "days": 0, + "open_datetime": "2024-06-20 10:28:21", + "open_price": 14.75, + "open_amount": 368.75, + "close_datetime": "2024-06-20 12:28:31", + "close_price": 6.0, + "close_amount": 150.0, + "pnl_amount": -218.75, + "pnl_percentage": -59.32 + }, + { + "scrip_name": "NIFTY-CE-23650-20JUN2024", + "position": "LONG", + "quantity": 50.0, "days": 0, "open_datetime": "2024-06-20 10:28:21", "open_price": 14.75, - "open_amount": 1106.25, + "open_amount": 737.5, "close_datetime": "2024-06-20 12:28:31", "close_price": 6.0, - "close_amount": 450.0, - "pnl_amount": -656.25, + "close_amount": 300.0, + "pnl_amount": -437.5, "pnl_percentage": -59.32 }, { @@ -661,15 +675,15 @@ { "scrip_name": "NIFTY-CE-23800-27JUN2024", "position": "LONG", - "quantity": 50.0, + "quantity": 25.0, "days": 0, "open_datetime": "2024-06-26 13:32:12", "open_price": 109.1, - "open_amount": 5455.0, + "open_amount": 2727.5, "close_datetime": "2024-06-26 13:58:40", "close_price": 121.0, - "close_amount": 6050.0, - "pnl_amount": 595.0, + "close_amount": 3025.0, + "pnl_amount": 297.5, "pnl_percentage": 10.91 }, { @@ -689,15 +703,15 @@ { "scrip_name": "NIFTY-CE-23800-27JUN2024", "position": "LONG", - "quantity": 25.0, + "quantity": 50.0, "days": 0, "open_datetime": "2024-06-26 13:32:12", "open_price": 109.1, - "open_amount": 2727.5, + "open_amount": 5455.0, "close_datetime": "2024-06-26 13:58:40", "close_price": 121.0, - "close_amount": 3025.0, - "pnl_amount": 297.5, + "close_amount": 6050.0, + "pnl_amount": 595.0, "pnl_percentage": 10.91 }, { @@ -742,20 +756,6 @@ "pnl_amount": 488.75, "pnl_percentage": 10.77 }, - { - "scrip_name": "NIFTY-CE-24000-04JUL2024", - "position": "LONG", - "quantity": 25.0, - "days": 0, - "open_datetime": "2024-07-02 12:44:33", - "open_price": 181.55, - "open_amount": 4538.75, - "close_datetime": "2024-07-02 14:54:13", - "close_price": 201.1, - "close_amount": 5027.5, - "pnl_amount": 488.75, - "pnl_percentage": 10.77 - }, { "scrip_name": "NIFTY-CE-24000-04JUL2024", "position": "LONG", @@ -771,18 +771,18 @@ "pnl_percentage": 10.74 }, { - "scrip_name": "NIFTY-CE-24050-04JUL2024", + "scrip_name": "NIFTY-CE-24000-04JUL2024", "position": "LONG", "quantity": 25.0, "days": 0, - "open_datetime": "2024-07-01 11:31:03", - "open_price": 182.85, - "open_amount": 4571.25, - "close_datetime": "2024-07-01 13:45:26", - "close_price": 191.7, - "close_amount": 4792.5, - "pnl_amount": 221.25, - "pnl_percentage": 4.84 + "open_datetime": "2024-07-02 12:44:33", + "open_price": 181.55, + "open_amount": 4538.75, + "close_datetime": "2024-07-02 14:54:13", + "close_price": 201.1, + "close_amount": 5027.5, + "pnl_amount": 488.75, + "pnl_percentage": 10.77 }, { "scrip_name": "NIFTY-CE-24050-04JUL2024", @@ -798,6 +798,20 @@ "pnl_amount": 660.0, "pnl_percentage": 4.81 }, + { + "scrip_name": "NIFTY-CE-24050-04JUL2024", + "position": "LONG", + "quantity": 25.0, + "days": 0, + "open_datetime": "2024-07-01 11:31:03", + "open_price": 182.85, + "open_amount": 4571.25, + "close_datetime": "2024-07-01 13:45:26", + "close_price": 191.7, + "close_amount": 4792.5, + "pnl_amount": 221.25, + "pnl_percentage": 4.84 + }, { "scrip_name": "NIFTY-CE-24100-04JUL2024", "position": "LONG", @@ -952,20 +966,6 @@ "pnl_amount": 2545.0, "pnl_percentage": 21.21 }, - { - "scrip_name": "NIFTY-CE-24300-11JUL2024", - "position": "LONG", - "quantity": 50.0, - "days": 0, - "open_datetime": "2024-07-09 10:19:25", - "open_price": 140.0, - "open_amount": 7000.0, - "close_datetime": "2024-07-09 10:20:55", - "close_price": 137.55, - "close_amount": 6877.5, - "pnl_amount": -122.5, - "pnl_percentage": -1.75 - }, { "scrip_name": "NIFTY-CE-24300-11JUL2024", "position": "LONG", @@ -994,6 +994,20 @@ "pnl_amount": -62.5, "pnl_percentage": -1.79 }, + { + "scrip_name": "NIFTY-CE-24300-11JUL2024", + "position": "LONG", + "quantity": 50.0, + "days": 0, + "open_datetime": "2024-07-09 10:19:25", + "open_price": 140.0, + "open_amount": 7000.0, + "close_datetime": "2024-07-09 10:20:55", + "close_price": 137.55, + "close_amount": 6877.5, + "pnl_amount": -122.5, + "pnl_percentage": -1.75 + }, { "scrip_name": "NIFTY-CE-24300-11JUL2024", "position": "LONG", @@ -1025,15 +1039,15 @@ { "scrip_name": "NIFTY-CE-24350-11JUL2024", "position": "LONG", - "quantity": 50.0, + "quantity": 25.0, "days": 0, "open_datetime": "2024-07-11 09:16:44", "open_price": 59.75, - "open_amount": 2987.5, + "open_amount": 1493.75, "close_datetime": "2024-07-11 10:13:20", "close_price": 21.35, - "close_amount": 1067.5, - "pnl_amount": -1920.0, + "close_amount": 533.75, + "pnl_amount": -960.0, "pnl_percentage": -64.27 }, { @@ -1069,41 +1083,41 @@ "position": "LONG", "quantity": 25.0, "days": 0, - "open_datetime": "2024-07-11 09:26:06", - "open_price": 40.0, - "open_amount": 1000.0, + "open_datetime": "2024-07-11 09:16:44", + "open_price": 59.75, + "open_amount": 1493.75, "close_datetime": "2024-07-11 10:13:20", "close_price": 21.35, "close_amount": 533.75, - "pnl_amount": -466.25, - "pnl_percentage": -46.62 + "pnl_amount": -960.0, + "pnl_percentage": -64.27 }, { "scrip_name": "NIFTY-CE-24350-11JUL2024", "position": "LONG", - "quantity": 75.0, + "quantity": 100.0, "days": 0, "open_datetime": "2024-07-11 09:26:06", "open_price": 40.0, - "open_amount": 3000.0, + "open_amount": 4000.0, "close_datetime": "2024-07-11 10:13:20", "close_price": 21.35, - "close_amount": 1601.25, - "pnl_amount": -1398.75, + "close_amount": 2135.0, + "pnl_amount": -1865.0, "pnl_percentage": -46.62 }, { "scrip_name": "NIFTY-CE-24400-11JUL2024", "position": "LONG", - "quantity": 25.0, + "quantity": 100.0, "days": 0, "open_datetime": "2024-07-09 12:44:04", "open_price": 89.0, - "open_amount": 2225.0, + "open_amount": 8900.0, "close_datetime": "2024-07-09 13:17:26", "close_price": 117.1, - "close_amount": 2927.5, - "pnl_amount": 702.5, + "close_amount": 11710.0, + "pnl_amount": 2810.0, "pnl_percentage": 31.57 }, { @@ -1123,15 +1137,15 @@ { "scrip_name": "NIFTY-CE-24400-11JUL2024", "position": "LONG", - "quantity": 100.0, + "quantity": 25.0, "days": 0, "open_datetime": "2024-07-09 12:44:04", "open_price": 89.0, - "open_amount": 8900.0, + "open_amount": 2225.0, "close_datetime": "2024-07-09 13:17:26", "close_price": 117.1, - "close_amount": 11710.0, - "pnl_amount": 2810.0, + "close_amount": 2927.5, + "pnl_amount": 702.5, "pnl_percentage": 31.57 }, { @@ -1168,13 +1182,27 @@ "quantity": 25.0, "days": 0, "open_datetime": "2024-07-23 11:27:49", - "open_price": 205.35, - "open_amount": 5133.75, + "open_price": 205.3, + "open_amount": 5132.5, "close_datetime": "2024-07-23 12:22:03", - "close_price": 108.95, - "close_amount": 2723.75, + "close_price": 108.9, + "close_amount": 2722.5, "pnl_amount": -2410.0, - "pnl_percentage": -46.94 + "pnl_percentage": -46.96 + }, + { + "scrip_name": "NIFTY-CE-24500-25JUL2024", + "position": "LONG", + "quantity": 25.0, + "days": 0, + "open_datetime": "2024-07-23 11:27:49", + "open_price": 205.3, + "open_amount": 5132.5, + "close_datetime": "2024-07-23 12:22:03", + "close_price": 108.9, + "close_amount": 2722.5, + "pnl_amount": -2410.0, + "pnl_percentage": -46.96 }, { "scrip_name": "NIFTY-CE-24500-25JUL2024", @@ -1193,16 +1221,16 @@ { "scrip_name": "NIFTY-CE-24500-25JUL2024", "position": "LONG", - "quantity": 50.0, + "quantity": 25.0, "days": 0, "open_datetime": "2024-07-23 11:27:49", - "open_price": 205.3, - "open_amount": 10265.0, + "open_price": 205.35, + "open_amount": 5133.75, "close_datetime": "2024-07-23 12:22:03", - "close_price": 108.9, - "close_amount": 5445.0, - "pnl_amount": -4820.0, - "pnl_percentage": -46.96 + "close_price": 108.95, + "close_amount": 2723.75, + "pnl_amount": -2410.0, + "pnl_percentage": -46.94 }, { "scrip_name": "NIFTY-CE-24600-01AUG2024", @@ -1288,6 +1316,20 @@ "pnl_amount": 3385.0, "pnl_percentage": 197.38 }, + { + "scrip_name": "NIFTY-CE-24650-22AUG2024", + "position": "LONG", + "quantity": 25.0, + "days": 0, + "open_datetime": "2024-08-21 11:14:07", + "open_price": 100.0, + "open_amount": 2500.0, + "close_datetime": "2024-08-21 12:46:47", + "close_price": 114.0, + "close_amount": 2850.0, + "pnl_amount": 350.0, + "pnl_percentage": 14.0 + }, { "scrip_name": "NIFTY-CE-24700-08AUG2024", "position": "LONG", @@ -1302,6 +1344,48 @@ "pnl_amount": -2750.0, "pnl_percentage": -78.57 }, + { + "scrip_name": "NIFTY-CE-24750-22AUG2024", + "position": "LONG", + "quantity": 25.0, + "days": 0, + "open_datetime": "2024-08-19 12:02:17", + "open_price": 40.0, + "open_amount": 1000.0, + "close_datetime": "2024-08-19 13:03:28", + "close_price": 45.0, + "close_amount": 1125.0, + "pnl_amount": 125.0, + "pnl_percentage": 12.5 + }, + { + "scrip_name": "NIFTY-CE-24750-22AUG2024", + "position": "LONG", + "quantity": 25.0, + "days": 0, + "open_datetime": "2024-08-21 10:25:16", + "open_price": 88.35, + "open_amount": 2208.75, + "close_datetime": "2024-08-21 12:46:47", + "close_price": 55.65, + "close_amount": 1391.25, + "pnl_amount": -817.5, + "pnl_percentage": -37.01 + }, + { + "scrip_name": "NIFTY-CE-24850-22AUG2024", + "position": "LONG", + "quantity": 25.0, + "days": 1, + "open_datetime": "2024-08-20 11:27:40", + "open_price": 34.6, + "open_amount": 865.0, + "close_datetime": "2024-08-21 12:46:47", + "close_price": 21.4, + "close_amount": 535.0, + "pnl_amount": -330.0, + "pnl_percentage": -38.15 + }, { "scrip_name": "NIFTY-CE-24950-01AUG2024", "position": "LONG", @@ -1347,29 +1431,29 @@ { "scrip_name": "NIFTY-CE-25000-01AUG2024", "position": "LONG", - "quantity": 75.0, + "quantity": 25.0, "days": 0, "open_datetime": "2024-08-01 14:35:26", "open_price": 7.0, - "open_amount": 525.0, + "open_amount": 175.0, "close_datetime": "2024-08-01 15:20:10", "close_price": 12.8, - "close_amount": 960.0, - "pnl_amount": 435.0, + "close_amount": 320.0, + "pnl_amount": 145.0, "pnl_percentage": 82.86 }, { "scrip_name": "NIFTY-CE-25000-01AUG2024", "position": "LONG", - "quantity": 25.0, + "quantity": 75.0, "days": 0, "open_datetime": "2024-08-01 14:35:26", "open_price": 7.0, - "open_amount": 175.0, + "open_amount": 525.0, "close_datetime": "2024-08-01 15:20:10", "close_price": 12.8, - "close_amount": 320.0, - "pnl_amount": 145.0, + "close_amount": 960.0, + "pnl_amount": 435.0, "pnl_percentage": 82.86 }, { @@ -1476,13 +1560,13 @@ "quantity": 25.0, "days": 0, "open_datetime": "2024-06-24 11:39:16", - "open_price": 137.7, - "open_amount": 3442.5, + "open_price": 137.6, + "open_amount": 3440.0, "close_datetime": "2024-06-24 11:46:51", "close_price": 140.95, "close_amount": 3523.75, - "pnl_amount": 81.25, - "pnl_percentage": 2.36 + "pnl_amount": 83.75, + "pnl_percentage": 2.43 }, { "scrip_name": "NIFTY-PE-23550-27JUN2024", @@ -1490,13 +1574,13 @@ "quantity": 25.0, "days": 0, "open_datetime": "2024-06-24 11:39:16", - "open_price": 137.6, - "open_amount": 3440.0, + "open_price": 137.7, + "open_amount": 3442.5, "close_datetime": "2024-06-24 11:46:51", "close_price": 140.95, "close_amount": 3523.75, - "pnl_amount": 83.75, - "pnl_percentage": 2.43 + "pnl_amount": 81.25, + "pnl_percentage": 2.36 }, { "scrip_name": "NIFTY-PE-23550-27JUN2024", @@ -1725,15 +1809,29 @@ { "scrip_name": "NIFTY-PE-24300-11JUL2024", "position": "LONG", - "quantity": 50.0, + "quantity": 25.0, "days": 0, "open_datetime": "2024-07-05 11:50:06", "open_price": 120.0, - "open_amount": 6000.0, + "open_amount": 3000.0, + "close_datetime": "2024-07-05 11:58:36", + "close_price": 121.15, + "close_amount": 3028.75, + "pnl_amount": 28.75, + "pnl_percentage": 0.96 + }, + { + "scrip_name": "NIFTY-PE-24300-11JUL2024", + "position": "LONG", + "quantity": 25.0, + "days": 0, + "open_datetime": "2024-07-05 11:50:06", + "open_price": 120.0, + "open_amount": 3000.0, "close_datetime": "2024-07-05 11:58:36", "close_price": 121.15, - "close_amount": 6057.5, - "pnl_amount": 57.5, + "close_amount": 3028.75, + "pnl_amount": 28.75, "pnl_percentage": 0.96 }, { @@ -1793,31 +1891,45 @@ "pnl_percentage": 0.31 }, { - "scrip_name": "NIFTY-PE-24450-01AUG2024", + "scrip_name": "NIFTY-PE-24400-22AUG2024", "position": "LONG", "quantity": 25.0, "days": 0, + "open_datetime": "2024-08-20 12:42:56", + "open_price": 14.8, + "open_amount": 370.0, + "close_datetime": "2024-08-21 10:25:40", + "close_price": 7.35, + "close_amount": 183.75, + "pnl_amount": -186.25, + "pnl_percentage": -50.34 + }, + { + "scrip_name": "NIFTY-PE-24450-01AUG2024", + "position": "LONG", + "quantity": 50.0, + "days": 0, "open_datetime": "2024-07-29 11:00:02", "open_price": 12.0, - "open_amount": 300.0, + "open_amount": 600.0, "close_datetime": "2024-07-29 11:42:42", "close_price": 10.45, - "close_amount": 261.25, - "pnl_amount": -38.75, + "close_amount": 522.5, + "pnl_amount": -77.5, "pnl_percentage": -12.92 }, { "scrip_name": "NIFTY-PE-24450-01AUG2024", "position": "LONG", - "quantity": 50.0, + "quantity": 25.0, "days": 0, "open_datetime": "2024-07-29 11:00:02", "open_price": 12.0, - "open_amount": 600.0, + "open_amount": 300.0, "close_datetime": "2024-07-29 11:42:42", "close_price": 10.45, - "close_amount": 522.5, - "pnl_amount": -77.5, + "close_amount": 261.25, + "pnl_amount": -38.75, "pnl_percentage": -12.92 }, { @@ -1868,13 +1980,13 @@ "quantity": 25.0, "days": 1, "open_datetime": "2024-07-16 13:57:37", - "open_price": 77.7, - "open_amount": 1942.5, + "open_price": 77.65, + "open_amount": 1941.25, "close_datetime": "2024-07-18 09:47:40", "close_price": 70.25, "close_amount": 1756.25, - "pnl_amount": -186.25, - "pnl_percentage": -9.59 + "pnl_amount": -185.0, + "pnl_percentage": -9.53 }, { "scrip_name": "NIFTY-PE-24650-18JUL2024", @@ -1882,13 +1994,13 @@ "quantity": 25.0, "days": 1, "open_datetime": "2024-07-16 13:57:37", - "open_price": 77.65, - "open_amount": 1941.25, + "open_price": 77.7, + "open_amount": 1942.5, "close_datetime": "2024-07-18 09:47:40", "close_price": 70.25, "close_amount": 1756.25, - "pnl_amount": -185.0, - "pnl_percentage": -9.53 + "pnl_amount": -186.25, + "pnl_percentage": -9.59 }, { "scrip_name": "NIFTY-PE-24650-18JUL2024", diff --git a/DATA/SILVER/StockPrice/StockPrice_data.csv b/DATA/SILVER/StockPrice/StockPrice_data.csv index cebfcd4f..c1ee7c93 100644 --- a/DATA/SILVER/StockPrice/StockPrice_data.csv +++ b/DATA/SILVER/StockPrice/StockPrice_data.csv @@ -654,21 +654,22 @@ date,symbol,open,high,low,close,volume 2024-07-26,IRCTC,976.0,991.35,972.9,984.15,1990326 2024-07-29,IRCTC,990.0,1000.8,985.3,991.45,1761942 2024-07-30,IRCTC,994.5,998.0,988.45,989.6,979935 -2024-08-01,IRCTC,988.7,995.0,976.3,980.7,47151 -2024-08-02,IRCTC,970.1,976.0,963.6,966.35,156465 -2024-08-05,IRCTC,947.0,954.1,921.5,925.1,138980 -2024-08-06,IRCTC,924.15,946.3,916.5,921.1,83050 -2024-08-07,IRCTC,926.15,934.0,921.1,931.0,132684 -2024-08-08,IRCTC,931.0,939.5,924.0,926.9,114727 -2024-08-09,IRCTC,931.35,935.4,926.0,926.95,102187 -2024-08-12,IRCTC,920.15,933.55,915.45,924.35,153239 -2024-08-13,IRCTC,934.4,934.4,911.4,918.3,113264 -2024-08-14,IRCTC,931.85,931.85,906.6,909.75,75412 -2024-08-16,IRCTC,919.45,925.9,912.0,924.8,53329 -2024-08-19,IRCTC,924.95,940.6,924.95,937.35,168785 -2024-08-20,IRCTC,940.0,942.0,926.85,931.05,54874 -2024-08-21,IRCTC,926.55,938.75,926.55,934.6,125995 -2024-08-22,IRCTC,937.95,942.25,934.0,938.7,16972 +2024-08-01,IRCTC,984.49,990.76,972.14,976.52,47151 +2024-08-02,IRCTC,965.97,971.84,959.5,962.23,156465 +2024-08-05,IRCTC,942.97,950.04,917.58,921.16,138980 +2024-08-06,IRCTC,920.21,942.27,912.6,917.18,83050 +2024-08-07,IRCTC,922.21,930.02,917.18,927.03,132684 +2024-08-08,IRCTC,927.03,935.5,920.06,922.95,114727 +2024-08-09,IRCTC,927.38,931.42,922.06,923.0,102187 +2024-08-12,IRCTC,916.23,929.57,911.55,920.41,153239 +2024-08-13,IRCTC,930.42,930.42,907.52,914.39,113264 +2024-08-14,IRCTC,927.88,927.88,902.74,905.88,75412 +2024-08-16,IRCTC,915.53,921.96,908.12,920.86,53329 +2024-08-19,IRCTC,921.01,936.59,921.01,933.36,168785 +2024-08-20,IRCTC,936.0,937.99,922.9,927.08,54874 +2024-08-21,IRCTC,922.6,934.75,922.6,930.62,125995 +2024-08-22,IRCTC,933.96,938.24,930.02,935.15,35645 +2024-08-23,IRCTC,935.0,939.1,930.3,932.4,18818 2024-06-03,KPITTECH,1514.96,1523.88,1436.12,1441.21,40559 2024-06-04,KPITTECH,1456.07,1456.07,1292.96,1376.58,226624 2024-06-05,KPITTECH,1404.06,1448.59,1322.43,1438.76,54197 @@ -723,7 +724,8 @@ date,symbol,open,high,low,close,volume 2024-08-19,KPITTECH,1825.9,1845.05,1801.0,1834.95,49633 2024-08-20,KPITTECH,1845.25,1898.0,1822.55,1828.05,112495 2024-08-21,KPITTECH,1849.95,1855.0,1818.6,1830.15,50454 -2024-08-22,KPITTECH,1845.05,1868.1,1831.95,1855.9,13068 +2024-08-22,KPITTECH,1845.05,1868.1,1827.35,1830.7,20829 +2024-08-23,KPITTECH,1854.95,1854.95,1819.45,1827.25,6468 2022-05-17,LICI,853.77,899.74,842.03,856.96,48792877 2022-05-18,LICI,867.04,872.38,855.83,858.03,8919761 2022-05-19,LICI,848.88,848.88,820.49,823.28,7372427 @@ -870,6 +872,7 @@ date,symbol,open,high,low,close,volume 2024-08-19,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,53.57,53.57,53.57,53.57,0 2024-08-20,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,53.85,53.85,53.85,53.85,0 2024-08-21,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,54.12,54.12,54.12,54.12,0 +2024-08-22,MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH,54.18,54.18,54.18,54.18,0 2021-02-01,NIFTYBEES,150.0,153.0,146.24,152.52,5752457 2021-02-02,NIFTYBEES,154.33,162.0,153.12,156.1,5401586 2021-02-03,NIFTYBEES,164.4,164.4,155.21,157.66,3184291 @@ -1324,6 +1327,7 @@ date,symbol,open,high,low,close,volume 2024-08-19,SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH,472.86,472.86,472.86,472.86,0 2024-08-20,SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH,475.88,475.88,475.88,475.88,0 2024-08-21,SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH,475.56,475.56,475.56,475.56,0 +2024-08-22,SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH,474.59,474.59,474.59,474.59,0 2021-06-01,TATACHEM,666.53,675.44,662.42,666.1,191078 2021-06-02,TATACHEM,667.56,672.85,665.77,671.24,61896 2021-06-03,TATACHEM,673.36,689.63,672.52,686.29,217150 @@ -2654,7 +2658,8 @@ date,symbol,open,high,low,close,volume 2024-08-19,TATAMOTORS,1106.0,1106.2,1085.75,1087.85,554502 2024-08-20,TATAMOTORS,1096.7,1098.0,1082.2,1086.75,364480 2024-08-21,TATAMOTORS,1091.4,1095.1,1080.0,1085.1,228030 -2024-08-22,TATAMOTORS,1090.7,1094.0,1073.65,1077.25,118241 +2024-08-22,TATAMOTORS,1090.7,1094.0,1065.05,1068.6,236226 +2024-08-23,TATAMOTORS,1071.8,1091.5,1071.0,1090.9,386258 2021-02-01,TATAPOWER,74.31,78.42,71.99,77.16,2544260 2021-02-02,TATAPOWER,79.63,81.27,77.02,80.79,2404196 2021-02-03,TATAPOWER,81.22,82.57,79.43,81.37,4255011 @@ -3485,7 +3490,8 @@ date,symbol,open,high,low,close,volume 2024-08-19,TATAPOWER,417.0,421.0,415.15,418.8,411175 2024-08-20,TATAPOWER,418.0,423.9,416.7,422.2,370175 2024-08-21,TATAPOWER,427.0,427.0,421.75,424.3,441380 -2024-08-22,TATAPOWER,426.0,426.05,422.25,423.4,132159 +2024-08-22,TATAPOWER,426.0,426.05,421.9,422.85,199822 +2024-08-23,TATAPOWER,423.0,423.0,418.6,420.3,101813 2021-06-01,VOLTAS,990.82,1000.13,986.7,993.61,619320 2021-06-02,VOLTAS,991.31,1018.81,988.76,1014.4,1335354 2021-06-03,VOLTAS,1021.85,1097.02,1016.9,1090.06,7137481 diff --git a/DATA/SILVER/TradeHistory/TradeHistory_data.csv b/DATA/SILVER/TradeHistory/TradeHistory_data.csv index aa9ee456..42390384 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,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 10:28:21,FON,FO,NIFTY,NIFTY-CE-23650-20JUN2024,BUY,1106.25,75.0,14.75,2024-06-20 2024-06-20 12:28:31,FON,FO,NIFTY,NIFTY-CE-23650-20JUN2024,SELL,450.0,75.0,6.0,2024-06-20 2024-06-20 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 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 +2024-06-21 13:56:13,FON,FO,NIFTY,NIFTY-CE-23500-27JUN2024,SELL,3775.0,25.0,151.0,2024-06-27 2024-06-24 11:39:16,FON,FO,NIFTY,NIFTY-PE-23550-27JUN2024,BUY,3440.0,25.0,137.6,2024-06-27 -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 11:39:16,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,6050.0,50.0,121.0,2024-06-27 2024-06-26 13:58:40,FON,FO,NIFTY,NIFTY-CE-23800-27JUN2024,SELL,3025.0,25.0,121.0,2024-06-27 2024-06-26 13:58:40,FON,FO,NIFTY,NIFTY-CE-23800-27JUN2024,SELL,3025.0,25.0,121.0,2024-06-27 +2024-06-26 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 @@ -91,13 +91,13 @@ 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 -2024-07-02 14:54:13,FON,FO,NIFTY,NIFTY-CE-24000-04JUL2024,SELL,10052.5,50.0,201.05,2024-07-04 2024-07-02 14:54:13,FON,FO,NIFTY,NIFTY-CE-24000-04JUL2024,SELL,5027.5,25.0,201.1,2024-07-04 +2024-07-02 14:54:13,FON,FO,NIFTY,NIFTY-CE-24000-04JUL2024,SELL,10052.5,50.0,201.05,2024-07-04 2024-07-02 14:54:13,FON,FO,NIFTY,NIFTY-CE-24000-04JUL2024,SELL,5027.5,25.0,201.1,2024-07-04 2024-07-03 09:15:54,FON,FO,NIFTY,NIFTY-PE-24250-04JUL2024,BUY,10455.0,100.0,104.55,2024-07-04 2024-07-03 12:33:30,FON,FO,NIFTY,NIFTY-PE-24250-04JUL2024,BUY,3150.0,50.0,63.0,2024-07-04 @@ -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,3028.75,25.0,121.15,2024-07-11 2024-07-05 12:36:40,FON,FO,NIFTY,NIFTY-CE-24250-11JUL2024,BUY,12195.0,75.0,162.6,2024-07-11 -2024-07-05 15:12:21,FON,FO,NIFTY,NIFTY-CE-24250-11JUL2024,SELL,4625.0,25.0,185.0,2024-07-11 2024-07-05 15:12:21,FON,FO,NIFTY,NIFTY-CE-24250-11JUL2024,SELL,9250.0,50.0,185.0,2024-07-11 +2024-07-05 15:12:21,FON,FO,NIFTY,NIFTY-CE-24250-11JUL2024,SELL,4625.0,25.0,185.0,2024-07-11 2024-07-08 15:02:08,FON,FO,NIFTY,NIFTY-CE-24300-11JUL2024,BUY,12000.0,100.0,120.0,2024-07-11 2024-07-09 09:47:45,FON,FO,NIFTY,NIFTY-CE-24300-11JUL2024,SELL,14545.0,100.0,145.45,2024-07-11 2024-07-09 10:19:25,FON,FO,NIFTY,NIFTY-CE-24300-11JUL2024,BUY,14000.0,100.0,140.0,2024-07-11 -2024-07-09 10:20:55,FON,FO,NIFTY,NIFTY-CE-24300-11JUL2024,SELL,6877.5,50.0,137.55,2024-07-11 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 10:20:55,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 10:23:03,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 12:44:04,FON,FO,NIFTY,NIFTY-CE-24400-11JUL2024,BUY,2225.0,25.0,89.0,2024-07-11 2024-07-09 12:44:04,FON,FO,NIFTY,NIFTY-CE-24400-11JUL2024,BUY,11125.0,125.0,89.0,2024-07-11 -2024-07-09 13:17:26,FON,FO,NIFTY,NIFTY-CE-24400-11JUL2024,SELL,5855.0,50.0,117.1,2024-07-11 +2024-07-09 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 2024-07-10 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,13792.5,75.0,183.9,2024-07-11 2024-07-10 12:11:22,FON,FO,NIFTY,NIFTY-CE-24100-11JUL2024,SELL,4596.25,25.0,183.85,2024-07-11 -2024-07-11 09:16:44,FON,FO,NIFTY,NIFTY-CE-24350-11JUL2024,BUY,2987.5,50.0,59.75,2024-07-11 +2024-07-10 12:11:22,FON,FO,NIFTY,NIFTY-CE-24100-11JUL2024,SELL,13792.5,75.0,183.9,2024-07-11 2024-07-11 09:16:44,FON,FO,NIFTY,NIFTY-CE-24350-11JUL2024,BUY,1493.75,25.0,59.75,2024-07-11 2024-07-11 09:16:44,FON,FO,NIFTY,NIFTY-CE-24350-11JUL2024,BUY,1493.75,25.0,59.75,2024-07-11 +2024-07-11 09:16:44,FON,FO,NIFTY,NIFTY-CE-24350-11JUL2024,BUY,2987.5,50.0,59.75,2024-07-11 2024-07-11 09:26:06,FON,FO,NIFTY,NIFTY-CE-24350-11JUL2024,BUY,4000.0,100.0,40.0,2024-07-11 2024-07-11 10:13:20,FON,FO,NIFTY,NIFTY-CE-24350-11JUL2024,SELL,1601.25,75.0,21.35,2024-07-11 2024-07-11 10:13:20,FON,FO,NIFTY,NIFTY-CE-24350-11JUL2024,SELL,2668.75,125.0,21.35,2024-07-11 -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-PE-24650-18JUL2024,BUY,1942.5,25.0,77.7,2024-07-18 +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,1941.25,25.0,77.65,2024-07-18 2024-07-16 13:57:37,FON,FO,NIFTY,NIFTY-CE-24650-18JUL2024,BUY,1752.5,25.0,70.1,2024-07-18 -2024-07-16 13:57:37,FON,FO,NIFTY,NIFTY-CE-24650-18JUL2024,BUY,1751.25,25.0,70.05,2024-07-18 2024-07-18 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,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 +2024-07-23 12:22:03,FON,FO,NIFTY,NIFTY-CE-24500-25JUL2024,SELL,2723.75,25.0,108.95,2024-07-25 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,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 11:23:25,FON,FO,NIFTY,NIFTY-PE-24900-01AUG2024,SELL,4192.5,50.0,83.85,2024-08-01 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 @@ -199,9 +199,9 @@ datetime,exchange,segment,symbol,scrip_name,side,amount,quantity,price,expiry_da 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-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 @@ -232,3 +232,13 @@ datetime,exchange,segment,symbol,scrip_name,side,amount,quantity,price,expiry_da 2024-08-14 11:07:42,FON,FO,NIFTY,NIFTY-PE-24100-14AUG2024,BUY,597.5,25.0,23.9,2024-08-14 2024-08-14 11:42:26,FON,FO,NIFTY,NIFTY-PE-24100-14AUG2024,BUY,412.5,25.0,16.5,2024-08-14 2024-08-14 12:50:40,FON,FO,NIFTY,NIFTY-PE-24100-14AUG2024,SELL,370.0,50.0,7.4,2024-08-14 +2024-08-19 12:02:17,FON,FO,NIFTY,NIFTY-CE-24750-22AUG2024,BUY,1000.0,25.0,40.0,2024-08-22 +2024-08-19 13:03:28,FON,FO,NIFTY,NIFTY-CE-24750-22AUG2024,SELL,1125.0,25.0,45.0,2024-08-22 +2024-08-20 11:27:40,FON,FO,NIFTY,NIFTY-CE-24850-22AUG2024,BUY,865.0,25.0,34.6,2024-08-22 +2024-08-20 12:42:56,FON,FO,NIFTY,NIFTY-PE-24400-22AUG2024,BUY,370.0,25.0,14.8,2024-08-22 +2024-08-21 10:25:16,FON,FO,NIFTY,NIFTY-CE-24750-22AUG2024,BUY,2208.75,25.0,88.35,2024-08-22 +2024-08-21 10:25:40,FON,FO,NIFTY,NIFTY-PE-24400-22AUG2024,SELL,183.75,25.0,7.35,2024-08-22 +2024-08-21 11:14:07,FON,FO,NIFTY,NIFTY-CE-24650-22AUG2024,BUY,2500.0,25.0,100.0,2024-08-22 +2024-08-21 12:46:47,FON,FO,NIFTY,NIFTY-CE-24750-22AUG2024,SELL,1391.25,25.0,55.65,2024-08-22 +2024-08-21 12:46:47,FON,FO,NIFTY,NIFTY-CE-24650-22AUG2024,SELL,2850.0,25.0,114.0,2024-08-22 +2024-08-21 12:46:47,FON,FO,NIFTY,NIFTY-CE-24850-22AUG2024,SELL,535.0,25.0,21.4,2024-08-22 diff --git a/NOTEBOOKS/01_BRONZE_LAYER_ETL/01_TradeHistory.ipynb b/NOTEBOOKS/01_BRONZE_LAYER_ETL/01_TradeHistory.ipynb index 67750c25..7709fb58 100644 --- a/NOTEBOOKS/01_BRONZE_LAYER_ETL/01_TradeHistory.ipynb +++ b/NOTEBOOKS/01_BRONZE_LAYER_ETL/01_TradeHistory.ipynb @@ -14,10 +14,10 @@ "execution_count": 1, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:29:30.000082Z", - "iopub.status.busy": "2024-08-22T06:29:30.000082Z", - "iopub.status.idle": "2024-08-22T06:29:30.577636Z", - "shell.execute_reply": "2024-08-22T06:29:30.577636Z" + "iopub.execute_input": "2024-08-23T06:12:20.941439Z", + "iopub.status.busy": "2024-08-23T06:12:20.941439Z", + "iopub.status.idle": "2024-08-23T06:12:21.729713Z", + "shell.execute_reply": "2024-08-23T06:12:21.729713Z" }, "lines_to_next_cell": 2 }, @@ -43,10 +43,10 @@ "execution_count": 2, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:29:30.592593Z", - "iopub.status.busy": "2024-08-22T06:29:30.591596Z", - "iopub.status.idle": "2024-08-22T06:29:30.597713Z", - "shell.execute_reply": "2024-08-22T06:29:30.596705Z" + "iopub.execute_input": "2024-08-23T06:12:21.729713Z", + "iopub.status.busy": "2024-08-23T06:12:21.729713Z", + "iopub.status.idle": "2024-08-23T06:12:21.743499Z", + "shell.execute_reply": "2024-08-23T06:12:21.743499Z" } }, "outputs": [], @@ -74,10 +74,10 @@ "execution_count": 3, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:29:30.601715Z", - "iopub.status.busy": "2024-08-22T06:29:30.600828Z", - "iopub.status.idle": "2024-08-22T06:29:30.608217Z", - "shell.execute_reply": "2024-08-22T06:29:30.607211Z" + "iopub.execute_input": "2024-08-23T06:12:21.743499Z", + "iopub.status.busy": "2024-08-23T06:12:21.743499Z", + "iopub.status.idle": "2024-08-23T06:12:21.762901Z", + "shell.execute_reply": "2024-08-23T06:12:21.762901Z" } }, "outputs": [], @@ -132,10 +132,10 @@ "execution_count": 4, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:29:30.611324Z", - "iopub.status.busy": "2024-08-22T06:29:30.611324Z", - "iopub.status.idle": "2024-08-22T06:29:30.993505Z", - "shell.execute_reply": "2024-08-22T06:29:30.992494Z" + "iopub.execute_input": "2024-08-23T06:12:21.769816Z", + "iopub.status.busy": "2024-08-23T06:12:21.769816Z", + "iopub.status.idle": "2024-08-23T06:12:22.335266Z", + "shell.execute_reply": "2024-08-23T06:12:22.335266Z" } }, "outputs": [ diff --git a/NOTEBOOKS/01_BRONZE_LAYER_ETL/02_StockData.ipynb b/NOTEBOOKS/01_BRONZE_LAYER_ETL/02_StockData.ipynb index fc31875c..c3b8ff1c 100644 --- a/NOTEBOOKS/01_BRONZE_LAYER_ETL/02_StockData.ipynb +++ b/NOTEBOOKS/01_BRONZE_LAYER_ETL/02_StockData.ipynb @@ -28,10 +28,10 @@ "execution_count": 1, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:29:36.117374Z", - "iopub.status.busy": "2024-08-22T06:29:36.116368Z", - "iopub.status.idle": "2024-08-22T06:29:36.863385Z", - "shell.execute_reply": "2024-08-22T06:29:36.863385Z" + "iopub.execute_input": "2024-08-23T06:12:25.978107Z", + "iopub.status.busy": "2024-08-23T06:12:25.978107Z", + "iopub.status.idle": "2024-08-23T06:12:27.068361Z", + "shell.execute_reply": "2024-08-23T06:12:27.067159Z" } }, "outputs": [], @@ -54,10 +54,10 @@ "execution_count": 2, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:29:36.866904Z", - "iopub.status.busy": "2024-08-22T06:29:36.866904Z", - "iopub.status.idle": "2024-08-22T06:29:36.872049Z", - "shell.execute_reply": "2024-08-22T06:29:36.871040Z" + "iopub.execute_input": "2024-08-23T06:12:27.074100Z", + "iopub.status.busy": "2024-08-23T06:12:27.072926Z", + "iopub.status.idle": "2024-08-23T06:12:27.083779Z", + "shell.execute_reply": "2024-08-23T06:12:27.082250Z" } }, "outputs": [], @@ -76,10 +76,10 @@ "execution_count": 3, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:29:36.875048Z", - "iopub.status.busy": "2024-08-22T06:29:36.875048Z", - "iopub.status.idle": "2024-08-22T06:29:36.881812Z", - "shell.execute_reply": "2024-08-22T06:29:36.881812Z" + "iopub.execute_input": "2024-08-23T06:12:27.090728Z", + "iopub.status.busy": "2024-08-23T06:12:27.089380Z", + "iopub.status.idle": "2024-08-23T06:12:27.100055Z", + "shell.execute_reply": "2024-08-23T06:12:27.100055Z" } }, "outputs": [], @@ -128,10 +128,10 @@ "execution_count": 4, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:29:36.883818Z", - "iopub.status.busy": "2024-08-22T06:29:36.883818Z", - "iopub.status.idle": "2024-08-22T06:29:36.892662Z", - "shell.execute_reply": "2024-08-22T06:29:36.891725Z" + "iopub.execute_input": "2024-08-23T06:12:27.100055Z", + "iopub.status.busy": "2024-08-23T06:12:27.100055Z", + "iopub.status.idle": "2024-08-23T06:12:27.115652Z", + "shell.execute_reply": "2024-08-23T06:12:27.115652Z" }, "lines_to_next_cell": 2 }, @@ -201,10 +201,10 @@ "execution_count": 5, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:29:36.895660Z", - "iopub.status.busy": "2024-08-22T06:29:36.895660Z", - "iopub.status.idle": "2024-08-22T06:29:45.975650Z", - "shell.execute_reply": "2024-08-22T06:29:45.974621Z" + "iopub.execute_input": "2024-08-23T06:12:27.122661Z", + "iopub.status.busy": "2024-08-23T06:12:27.122661Z", + "iopub.status.idle": "2024-08-23T06:12:32.283508Z", + "shell.execute_reply": "2024-08-23T06:12:32.279873Z" } }, "outputs": [ @@ -394,37 +394,7 @@ "[(2021, 5), (2021, 6)]\n", "\n", "\n", - "Starting data processing for symbol: SBIN\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "C:\\Users\\prashant.tripathi\\AppData\\Local\\Programs\\Python\\Python311\\Lib\\site-packages\\yfinance\\utils.py:768: FutureWarning: The 'unit' keyword in TimedeltaIndex construction is deprecated and will be removed in a future version. Use pd.to_timedelta instead.\n", - " df.index += _pd.TimedeltaIndex(dst_error_hours, 'h')\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Data for SBIN successfully processed and saved to C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2021\\05\\SBIN.csv\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "C:\\Users\\prashant.tripathi\\AppData\\Local\\Programs\\Python\\Python311\\Lib\\site-packages\\yfinance\\utils.py:768: FutureWarning: The 'unit' keyword in TimedeltaIndex construction is deprecated and will be removed in a future version. Use pd.to_timedelta instead.\n", - " df.index += _pd.TimedeltaIndex(dst_error_hours, 'h')\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Data for SBIN successfully processed and saved to C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2021\\06\\SBIN.csv\n", + "Starting data processing for symbol: SBIN\n", "[(2021, 6), (2021, 7), (2021, 8), (2021, 9), (2021, 10), (2021, 11), (2021, 12), (2022, 1), (2022, 2), (2022, 3), (2022, 4), (2022, 5), (2022, 6), (2022, 7), (2022, 8)]\n", "\n", "\n", @@ -489,51 +459,6 @@ " df.index += _pd.TimedeltaIndex(dst_error_hours, 'h')\n" ] }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Data for MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH successfully processed and saved to C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2024\\05\\MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH.csv\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "C:\\Users\\prashant.tripathi\\AppData\\Local\\Programs\\Python\\Python311\\Lib\\site-packages\\yfinance\\utils.py:768: FutureWarning: The 'unit' keyword in TimedeltaIndex construction is deprecated and will be removed in a future version. Use pd.to_timedelta instead.\n", - " df.index += _pd.TimedeltaIndex(dst_error_hours, 'h')\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Data for MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH successfully processed and saved to C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2024\\06\\MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH.csv\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "C:\\Users\\prashant.tripathi\\AppData\\Local\\Programs\\Python\\Python311\\Lib\\site-packages\\yfinance\\utils.py:768: FutureWarning: The 'unit' keyword in TimedeltaIndex construction is deprecated and will be removed in a future version. Use pd.to_timedelta instead.\n", - " df.index += _pd.TimedeltaIndex(dst_error_hours, 'h')\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Data for MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH successfully processed and saved to C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2024\\07\\MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH.csv\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "C:\\Users\\prashant.tripathi\\AppData\\Local\\Programs\\Python\\Python311\\Lib\\site-packages\\yfinance\\utils.py:768: FutureWarning: The 'unit' keyword in TimedeltaIndex construction is deprecated and will be removed in a future version. Use pd.to_timedelta instead.\n", - " df.index += _pd.TimedeltaIndex(dst_error_hours, 'h')\n" - ] - }, { "name": "stdout", "output_type": "stream", @@ -545,51 +470,6 @@ "Starting data processing for symbol: SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH\n" ] }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "C:\\Users\\prashant.tripathi\\AppData\\Local\\Programs\\Python\\Python311\\Lib\\site-packages\\yfinance\\utils.py:768: FutureWarning: The 'unit' keyword in TimedeltaIndex construction is deprecated and will be removed in a future version. Use pd.to_timedelta instead.\n", - " df.index += _pd.TimedeltaIndex(dst_error_hours, 'h')\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Data for SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH successfully processed and saved to C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2024\\05\\SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH.csv\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "C:\\Users\\prashant.tripathi\\AppData\\Local\\Programs\\Python\\Python311\\Lib\\site-packages\\yfinance\\utils.py:768: FutureWarning: The 'unit' keyword in TimedeltaIndex construction is deprecated and will be removed in a future version. Use pd.to_timedelta instead.\n", - " df.index += _pd.TimedeltaIndex(dst_error_hours, 'h')\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Data for SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH successfully processed and saved to C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2024\\06\\SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH.csv\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "C:\\Users\\prashant.tripathi\\AppData\\Local\\Programs\\Python\\Python311\\Lib\\site-packages\\yfinance\\utils.py:768: FutureWarning: The 'unit' keyword in TimedeltaIndex construction is deprecated and will be removed in a future version. Use pd.to_timedelta instead.\n", - " df.index += _pd.TimedeltaIndex(dst_error_hours, 'h')\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Data for SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH successfully processed and saved to C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2024\\07\\SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH.csv\n" - ] - }, { "name": "stdout", "output_type": "stream", diff --git a/NOTEBOOKS/01_BRONZE_LAYER_ETL/03_Symbol.ipynb b/NOTEBOOKS/01_BRONZE_LAYER_ETL/03_Symbol.ipynb index d4da3505..709a7ec7 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": "2024-08-22T06:29:50.815871Z", - "iopub.status.busy": "2024-08-22T06:29:50.815715Z", - "iopub.status.idle": "2024-08-22T06:29:51.838677Z", - "shell.execute_reply": "2024-08-22T06:29:51.838121Z" + "iopub.execute_input": "2024-08-23T06:12:36.484105Z", + "iopub.status.busy": "2024-08-23T06:12:36.484105Z", + "iopub.status.idle": "2024-08-23T06:12:37.420486Z", + "shell.execute_reply": "2024-08-23T06:12:37.418941Z" }, "lines_to_next_cell": 2 }, @@ -40,10 +40,10 @@ "execution_count": 2, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:29:51.843819Z", - "iopub.status.busy": "2024-08-22T06:29:51.843819Z", - "iopub.status.idle": "2024-08-22T06:29:51.854516Z", - "shell.execute_reply": "2024-08-22T06:29:51.853490Z" + "iopub.execute_input": "2024-08-23T06:12:37.426169Z", + "iopub.status.busy": "2024-08-23T06:12:37.426169Z", + "iopub.status.idle": "2024-08-23T06:12:37.443851Z", + "shell.execute_reply": "2024-08-23T06:12:37.443851Z" } }, "outputs": [], @@ -69,10 +69,10 @@ "execution_count": 3, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:29:51.859064Z", - "iopub.status.busy": "2024-08-22T06:29:51.859064Z", - "iopub.status.idle": "2024-08-22T06:29:51.868739Z", - "shell.execute_reply": "2024-08-22T06:29:51.867689Z" + "iopub.execute_input": "2024-08-23T06:12:37.457116Z", + "iopub.status.busy": "2024-08-23T06:12:37.454119Z", + "iopub.status.idle": "2024-08-23T06:12:37.465146Z", + "shell.execute_reply": "2024-08-23T06:12:37.465146Z" } }, "outputs": [], @@ -107,10 +107,10 @@ "execution_count": 4, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:29:51.873727Z", - "iopub.status.busy": "2024-08-22T06:29:51.872710Z", - "iopub.status.idle": "2024-08-22T06:29:52.128007Z", - "shell.execute_reply": "2024-08-22T06:29:52.125781Z" + "iopub.execute_input": "2024-08-23T06:12:37.475144Z", + "iopub.status.busy": "2024-08-23T06:12:37.475144Z", + "iopub.status.idle": "2024-08-23T06:12:37.823005Z", + "shell.execute_reply": "2024-08-23T06:12:37.820182Z" } }, "outputs": [ diff --git a/NOTEBOOKS/02_SILVER_LAYER_ETL/01_Symbol.ipynb b/NOTEBOOKS/02_SILVER_LAYER_ETL/01_Symbol.ipynb index aad6a9e2..daa1f039 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": "2024-08-22T06:29:56.306877Z", - "iopub.status.busy": "2024-08-22T06:29:56.305861Z", - "iopub.status.idle": "2024-08-22T06:29:57.442344Z", - "shell.execute_reply": "2024-08-22T06:29:57.439092Z" + "iopub.execute_input": "2024-08-23T06:12:41.878362Z", + "iopub.status.busy": "2024-08-23T06:12:41.878362Z", + "iopub.status.idle": "2024-08-23T06:12:42.750331Z", + "shell.execute_reply": "2024-08-23T06:12:42.750331Z" } }, "outputs": [], @@ -40,10 +40,10 @@ "execution_count": 2, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:29:57.449973Z", - "iopub.status.busy": "2024-08-22T06:29:57.448851Z", - "iopub.status.idle": "2024-08-22T06:29:57.458578Z", - "shell.execute_reply": "2024-08-22T06:29:57.457566Z" + "iopub.execute_input": "2024-08-23T06:12:42.755760Z", + "iopub.status.busy": "2024-08-23T06:12:42.755760Z", + "iopub.status.idle": "2024-08-23T06:12:42.766249Z", + "shell.execute_reply": "2024-08-23T06:12:42.766249Z" } }, "outputs": [], @@ -62,10 +62,10 @@ "execution_count": 3, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:29:57.466935Z", - "iopub.status.busy": "2024-08-22T06:29:57.465574Z", - "iopub.status.idle": "2024-08-22T06:29:57.485849Z", - "shell.execute_reply": "2024-08-22T06:29:57.484834Z" + "iopub.execute_input": "2024-08-23T06:12:42.773734Z", + "iopub.status.busy": "2024-08-23T06:12:42.773734Z", + "iopub.status.idle": "2024-08-23T06:12:42.785101Z", + "shell.execute_reply": "2024-08-23T06:12:42.785101Z" } }, "outputs": [], @@ -124,10 +124,10 @@ "execution_count": 4, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:29:57.493698Z", - "iopub.status.busy": "2024-08-22T06:29:57.492248Z", - "iopub.status.idle": "2024-08-22T06:29:57.953750Z", - "shell.execute_reply": "2024-08-22T06:29:57.952733Z" + "iopub.execute_input": "2024-08-23T06:12:42.790964Z", + "iopub.status.busy": "2024-08-23T06:12:42.790964Z", + "iopub.status.idle": "2024-08-23T06:12:43.137647Z", + "shell.execute_reply": "2024-08-23T06:12:43.137647Z" } }, "outputs": [ diff --git a/NOTEBOOKS/02_SILVER_LAYER_ETL/02_TradeHistory.ipynb b/NOTEBOOKS/02_SILVER_LAYER_ETL/02_TradeHistory.ipynb index f4d7868e..1e05f477 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": "2024-08-22T06:30:02.674278Z", - "iopub.status.busy": "2024-08-22T06:30:02.673228Z", - "iopub.status.idle": "2024-08-22T06:30:03.798072Z", - "shell.execute_reply": "2024-08-22T06:30:03.795947Z" + "iopub.execute_input": "2024-08-23T06:12:47.353689Z", + "iopub.status.busy": "2024-08-23T06:12:47.353689Z", + "iopub.status.idle": "2024-08-23T06:12:48.535243Z", + "shell.execute_reply": "2024-08-23T06:12:48.535243Z" } }, "outputs": [], @@ -37,10 +37,10 @@ "execution_count": 2, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:30:03.806625Z", - "iopub.status.busy": "2024-08-22T06:30:03.805667Z", - "iopub.status.idle": "2024-08-22T06:30:03.816467Z", - "shell.execute_reply": "2024-08-22T06:30:03.814946Z" + "iopub.execute_input": "2024-08-23T06:12:48.541444Z", + "iopub.status.busy": "2024-08-23T06:12:48.541444Z", + "iopub.status.idle": "2024-08-23T06:12:48.552385Z", + "shell.execute_reply": "2024-08-23T06:12:48.552385Z" } }, "outputs": [], @@ -75,10 +75,10 @@ "execution_count": 3, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:30:03.822509Z", - "iopub.status.busy": "2024-08-22T06:30:03.821530Z", - "iopub.status.idle": "2024-08-22T06:30:03.834882Z", - "shell.execute_reply": "2024-08-22T06:30:03.833866Z" + "iopub.execute_input": "2024-08-23T06:12:48.555411Z", + "iopub.status.busy": "2024-08-23T06:12:48.555411Z", + "iopub.status.idle": "2024-08-23T06:12:48.572182Z", + "shell.execute_reply": "2024-08-23T06:12:48.572182Z" } }, "outputs": [], @@ -120,10 +120,10 @@ "execution_count": 4, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:30:03.842099Z", - "iopub.status.busy": "2024-08-22T06:30:03.841095Z", - "iopub.status.idle": "2024-08-22T06:30:03.854455Z", - "shell.execute_reply": "2024-08-22T06:30:03.853440Z" + "iopub.execute_input": "2024-08-23T06:12:48.572182Z", + "iopub.status.busy": "2024-08-23T06:12:48.572182Z", + "iopub.status.idle": "2024-08-23T06:12:48.595984Z", + "shell.execute_reply": "2024-08-23T06:12:48.595984Z" } }, "outputs": [], @@ -193,10 +193,10 @@ "execution_count": 5, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:30:03.863016Z", - "iopub.status.busy": "2024-08-22T06:30:03.862030Z", - "iopub.status.idle": "2024-08-22T06:30:03.972288Z", - "shell.execute_reply": "2024-08-22T06:30:03.971272Z" + "iopub.execute_input": "2024-08-23T06:12:48.601997Z", + "iopub.status.busy": "2024-08-23T06:12:48.601997Z", + "iopub.status.idle": "2024-08-23T06:12:48.714910Z", + "shell.execute_reply": "2024-08-23T06:12:48.714910Z" } }, "outputs": [ @@ -257,10 +257,10 @@ "execution_count": 6, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:30:03.978812Z", - "iopub.status.busy": "2024-08-22T06:30:03.977812Z", - "iopub.status.idle": "2024-08-22T06:30:04.092477Z", - "shell.execute_reply": "2024-08-22T06:30:04.091462Z" + "iopub.execute_input": "2024-08-23T06:12:48.714910Z", + "iopub.status.busy": "2024-08-23T06:12:48.714910Z", + "iopub.status.idle": "2024-08-23T06:12:48.812523Z", + "shell.execute_reply": "2024-08-23T06:12:48.812523Z" } }, "outputs": [], @@ -292,10 +292,10 @@ "execution_count": 7, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:30:04.099030Z", - "iopub.status.busy": "2024-08-22T06:30:04.099030Z", - "iopub.status.idle": "2024-08-22T06:30:04.125669Z", - "shell.execute_reply": "2024-08-22T06:30:04.124651Z" + "iopub.execute_input": "2024-08-23T06:12:48.812523Z", + "iopub.status.busy": "2024-08-23T06:12:48.812523Z", + "iopub.status.idle": "2024-08-23T06:12:48.868282Z", + "shell.execute_reply": "2024-08-23T06:12:48.866243Z" } }, "outputs": [ @@ -303,26 +303,26 @@ "name": "stdout", "output_type": "stream", "text": [ - "REMAINING COLUMNS : {'expiry', 'company', 'date', 'scrip_code', 'strike_price', 'instrument_type', 'trade_num', 'trade_time'}\n", + "REMAINING COLUMNS : {'expiry', 'date', 'trade_num', 'company', 'trade_time', 'instrument_type', 'scrip_code', 'strike_price'}\n", "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: 233 entries, 17 to 42\n", + "Index: 243 entries, 17 to 42\n", "Data columns (total 10 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", - " 0 datetime 233 non-null datetime64[ns]\n", - " 1 exchange 233 non-null object \n", - " 2 segment 233 non-null object \n", - " 3 symbol 233 non-null object \n", - " 4 scrip_name 233 non-null object \n", - " 5 side 233 non-null object \n", - " 6 amount 233 non-null float64 \n", - " 7 quantity 233 non-null float64 \n", - " 8 price 233 non-null float64 \n", - " 9 expiry_date 185 non-null datetime64[ns]\n", + " 0 datetime 243 non-null datetime64[ns]\n", + " 1 exchange 243 non-null object \n", + " 2 segment 243 non-null object \n", + " 3 symbol 243 non-null object \n", + " 4 scrip_name 243 non-null object \n", + " 5 side 243 non-null object \n", + " 6 amount 243 non-null float64 \n", + " 7 quantity 243 non-null float64 \n", + " 8 price 243 non-null float64 \n", + " 9 expiry_date 195 non-null datetime64[ns]\n", "dtypes: datetime64[ns](2), float64(3), object(5)\n", - "memory usage: 20.0+ KB\n" + "memory usage: 20.9+ KB\n" ] } ], diff --git a/NOTEBOOKS/02_SILVER_LAYER_ETL/03_StockPrice.ipynb b/NOTEBOOKS/02_SILVER_LAYER_ETL/03_StockPrice.ipynb index bfc9fbe3..727da241 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": "2024-08-22T06:30:08.447731Z", - "iopub.status.busy": "2024-08-22T06:30:08.446754Z", - "iopub.status.idle": "2024-08-22T06:30:09.562052Z", - "shell.execute_reply": "2024-08-22T06:30:09.560005Z" + "iopub.execute_input": "2024-08-23T06:12:52.432359Z", + "iopub.status.busy": "2024-08-23T06:12:52.432359Z", + "iopub.status.idle": "2024-08-23T06:12:54.033279Z", + "shell.execute_reply": "2024-08-23T06:12:54.033279Z" } }, "outputs": [], @@ -37,10 +37,10 @@ "execution_count": 2, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:30:09.567582Z", - "iopub.status.busy": "2024-08-22T06:30:09.567582Z", - "iopub.status.idle": "2024-08-22T06:30:09.577364Z", - "shell.execute_reply": "2024-08-22T06:30:09.575711Z" + "iopub.execute_input": "2024-08-23T06:12:54.037575Z", + "iopub.status.busy": "2024-08-23T06:12:54.037575Z", + "iopub.status.idle": "2024-08-23T06:12:54.055436Z", + "shell.execute_reply": "2024-08-23T06:12:54.053029Z" } }, "outputs": [], @@ -69,10 +69,10 @@ "execution_count": 3, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:30:09.584351Z", - "iopub.status.busy": "2024-08-22T06:30:09.583358Z", - "iopub.status.idle": "2024-08-22T06:30:10.740618Z", - "shell.execute_reply": "2024-08-22T06:30:10.738097Z" + "iopub.execute_input": "2024-08-23T06:12:54.067051Z", + "iopub.status.busy": "2024-08-23T06:12:54.066866Z", + "iopub.status.idle": "2024-08-23T06:12:54.952638Z", + "shell.execute_reply": "2024-08-23T06:12:54.951631Z" } }, "outputs": [ @@ -122,7 +122,13 @@ "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2021\\02\\YESBANK.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2021\\03\\HERANBA.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2021\\03\\IDEA.csv\n", - "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2021\\03\\NIFTYBEES.csv\n", + "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2021\\03\\NIFTYBEES.csv\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2021\\03\\PNB.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2021\\03\\TATAMOTORS.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2021\\03\\TATAPOWER.csv\n", @@ -141,13 +147,7 @@ "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2021\\05\\SBIN.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2021\\05\\TATAMOTORS.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2021\\05\\TATAPOWER.csv\n", - "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2021\\05\\YESBANK.csv\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2021\\05\\YESBANK.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2021\\06\\IDEA.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2021\\06\\INFY.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2021\\06\\NIFTYBEES.csv\n", @@ -164,7 +164,13 @@ "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2021\\07\\VOLTAS.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2021\\07\\YESBANK.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2021\\08\\BPCL.csv\n", - "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2021\\08\\TATACHEM.csv\n", + "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2021\\08\\TATACHEM.csv\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2021\\08\\TATAMOTORS.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2021\\08\\TATAPOWER.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2021\\08\\VOLTAS.csv\n", @@ -178,13 +184,7 @@ "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2021\\10\\BPCL.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2021\\10\\TATACHEM.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2021\\10\\TATAMOTORS.csv\n", - "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2021\\10\\TATAPOWER.csv\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2021\\10\\TATAPOWER.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2021\\10\\VOLTAS.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2021\\10\\YESBANK.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2021\\11\\BPCL.csv\n", @@ -223,13 +223,7 @@ "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2022\\05\\TATACHEM.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2022\\05\\TATAMOTORS.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2022\\05\\TATAPOWER.csv\n", - "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2022\\05\\VOLTAS.csv\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2022\\05\\VOLTAS.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2022\\06\\BPCL.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2022\\06\\LICI.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2022\\06\\TATACHEM.csv\n", @@ -249,7 +243,13 @@ "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2022\\08\\TATAPOWER.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2022\\08\\VOLTAS.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2022\\09\\TATAMOTORS.csv\n", - "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2022\\09\\TATAPOWER.csv\n", + "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2022\\09\\TATAPOWER.csv\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2022\\10\\TATAMOTORS.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2022\\10\\TATAPOWER.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2022\\11\\TATAMOTORS.csv\n", @@ -298,13 +298,7 @@ "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2024\\06\\SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2024\\06\\TATAMOTORS.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2024\\06\\TATAPOWER.csv\n", - "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2024\\07\\IRCTC.csv\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2024\\07\\IRCTC.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2024\\07\\KPITTECH.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2024\\07\\MIRAE_ASSET_ELSS_TAX_SAVER_FUND_DIRECT_PLAN_GROWTH.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2024\\07\\SBI_LONG_TERM_EQUITY_FUND_DIRECT_PLAN_GROWTH.csv\n", @@ -366,10 +360,10 @@ "execution_count": 4, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:30:10.751317Z", - "iopub.status.busy": "2024-08-22T06:30:10.750320Z", - "iopub.status.idle": "2024-08-22T06:30:10.914697Z", - "shell.execute_reply": "2024-08-22T06:30:10.912799Z" + "iopub.execute_input": "2024-08-23T06:12:54.963769Z", + "iopub.status.busy": "2024-08-23T06:12:54.960775Z", + "iopub.status.idle": "2024-08-23T06:12:55.086314Z", + "shell.execute_reply": "2024-08-23T06:12:55.086314Z" } }, "outputs": [ @@ -380,19 +374,19 @@ "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: 4131 entries, 17 to 1993\n", + "Index: 4137 entries, 17 to 1993\n", "Data columns (total 7 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", - " 0 date 4131 non-null object \n", - " 1 symbol 4131 non-null object \n", - " 2 open 4131 non-null float64\n", - " 3 high 4131 non-null float64\n", - " 4 low 4131 non-null float64\n", - " 5 close 4131 non-null float64\n", - " 6 volume 4131 non-null int64 \n", + " 0 date 4137 non-null object \n", + " 1 symbol 4137 non-null object \n", + " 2 open 4137 non-null float64\n", + " 3 high 4137 non-null float64\n", + " 4 low 4137 non-null float64\n", + " 5 close 4137 non-null float64\n", + " 6 volume 4137 non-null int64 \n", "dtypes: float64(4), int64(1), object(2)\n", - "memory usage: 258.2+ KB\n" + "memory usage: 258.6+ KB\n" ] } ], diff --git a/NOTEBOOKS/02_SILVER_LAYER_ETL/04_StockEvents.ipynb b/NOTEBOOKS/02_SILVER_LAYER_ETL/04_StockEvents.ipynb index f6fa3488..ca934dc5 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": "2024-08-22T06:30:16.473673Z", - "iopub.status.busy": "2024-08-22T06:30:16.472677Z", - "iopub.status.idle": "2024-08-22T06:30:17.623620Z", - "shell.execute_reply": "2024-08-22T06:30:17.622601Z" + "iopub.execute_input": "2024-08-23T06:13:00.670146Z", + "iopub.status.busy": "2024-08-23T06:13:00.670146Z", + "iopub.status.idle": "2024-08-23T06:13:02.338850Z", + "shell.execute_reply": "2024-08-23T06:13:02.338850Z" } }, "outputs": [], @@ -37,10 +37,10 @@ "execution_count": 2, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:30:17.631528Z", - "iopub.status.busy": "2024-08-22T06:30:17.630526Z", - "iopub.status.idle": "2024-08-22T06:30:17.639888Z", - "shell.execute_reply": "2024-08-22T06:30:17.637921Z" + "iopub.execute_input": "2024-08-23T06:13:02.349526Z", + "iopub.status.busy": "2024-08-23T06:13:02.349526Z", + "iopub.status.idle": "2024-08-23T06:13:02.360749Z", + "shell.execute_reply": "2024-08-23T06:13:02.360749Z" } }, "outputs": [], @@ -72,10 +72,10 @@ "execution_count": 3, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:30:17.648446Z", - "iopub.status.busy": "2024-08-22T06:30:17.647428Z", - "iopub.status.idle": "2024-08-22T06:30:18.292797Z", - "shell.execute_reply": "2024-08-22T06:30:18.291779Z" + "iopub.execute_input": "2024-08-23T06:13:02.365431Z", + "iopub.status.busy": "2024-08-23T06:13:02.365431Z", + "iopub.status.idle": "2024-08-23T06:13:03.104861Z", + "shell.execute_reply": "2024-08-23T06:13:03.104861Z" } }, "outputs": [ @@ -175,16 +175,16 @@ "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2021\\10\\BPCL.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2021\\10\\TATACHEM.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2021\\10\\TATAMOTORS.csv\n", - "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2021\\10\\TATAPOWER.csv\n", - "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2021\\10\\VOLTAS.csv\n", - "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2021\\10\\YESBANK.csv\n", - "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2021\\11\\BPCL.csv\n" + "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2021\\10\\TATAPOWER.csv\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ + "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2021\\10\\VOLTAS.csv\n", + "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2021\\10\\YESBANK.csv\n", + "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2021\\11\\BPCL.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2021\\11\\TATACHEM.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2021\\11\\TATAMOTORS.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2021\\11\\TATAPOWER.csv\n", @@ -219,7 +219,13 @@ "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2022\\05\\LICI.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2022\\05\\TATACHEM.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2022\\05\\TATAMOTORS.csv\n", - "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2022\\05\\TATAPOWER.csv\n", + "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2022\\05\\TATAPOWER.csv\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2022\\05\\VOLTAS.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2022\\06\\BPCL.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2022\\06\\LICI.csv\n", @@ -270,13 +276,7 @@ "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2023\\11\\TATAMOTORS.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2023\\11\\TATAPOWER.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2023\\12\\TATAMOTORS.csv\n", - "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2023\\12\\TATAPOWER.csv\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2023\\12\\TATAPOWER.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2024\\01\\TATAMOTORS.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2024\\01\\TATAPOWER.csv\n", "Processing file: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\BRONZE\\StockData\\2024\\02\\TATAMOTORS.csv\n", @@ -347,10 +347,10 @@ "execution_count": 4, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:30:18.298325Z", - "iopub.status.busy": "2024-08-22T06:30:18.298325Z", - "iopub.status.idle": "2024-08-22T06:30:18.365936Z", - "shell.execute_reply": "2024-08-22T06:30:18.364926Z" + "iopub.execute_input": "2024-08-23T06:13:03.107880Z", + "iopub.status.busy": "2024-08-23T06:13:03.107880Z", + "iopub.status.idle": "2024-08-23T06:13:03.164973Z", + "shell.execute_reply": "2024-08-23T06:13:03.164973Z" } }, "outputs": [ diff --git a/NOTEBOOKS/03_GOLD_LAYER_ETL/01_ProfitLoss_and_Holding.ipynb b/NOTEBOOKS/03_GOLD_LAYER_ETL/01_ProfitLoss_and_Holding.ipynb index 803c5df6..3c6e146d 100644 --- a/NOTEBOOKS/03_GOLD_LAYER_ETL/01_ProfitLoss_and_Holding.ipynb +++ b/NOTEBOOKS/03_GOLD_LAYER_ETL/01_ProfitLoss_and_Holding.ipynb @@ -14,10 +14,10 @@ "execution_count": 1, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:30:22.624103Z", - "iopub.status.busy": "2024-08-22T06:30:22.624103Z", - "iopub.status.idle": "2024-08-22T06:30:24.201452Z", - "shell.execute_reply": "2024-08-22T06:30:24.200298Z" + "iopub.execute_input": "2024-08-23T06:13:07.352260Z", + "iopub.status.busy": "2024-08-23T06:13:07.336769Z", + "iopub.status.idle": "2024-08-23T06:13:08.317519Z", + "shell.execute_reply": "2024-08-23T06:13:08.317519Z" } }, "outputs": [], @@ -34,10 +34,10 @@ "execution_count": 2, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:30:24.212012Z", - "iopub.status.busy": "2024-08-22T06:30:24.211009Z", - "iopub.status.idle": "2024-08-22T06:30:24.220899Z", - "shell.execute_reply": "2024-08-22T06:30:24.219876Z" + "iopub.execute_input": "2024-08-23T06:13:08.328032Z", + "iopub.status.busy": "2024-08-23T06:13:08.328032Z", + "iopub.status.idle": "2024-08-23T06:13:08.336085Z", + "shell.execute_reply": "2024-08-23T06:13:08.336085Z" } }, "outputs": [], @@ -74,10 +74,10 @@ "execution_count": 3, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:30:24.224902Z", - "iopub.status.busy": "2024-08-22T06:30:24.224902Z", - "iopub.status.idle": "2024-08-22T06:30:24.251056Z", - "shell.execute_reply": "2024-08-22T06:30:24.249029Z" + "iopub.execute_input": "2024-08-23T06:13:08.339131Z", + "iopub.status.busy": "2024-08-23T06:13:08.339131Z", + "iopub.status.idle": "2024-08-23T06:13:08.361009Z", + "shell.execute_reply": "2024-08-23T06:13:08.361009Z" } }, "outputs": [ @@ -119,10 +119,10 @@ "execution_count": 4, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:30:24.255581Z", - "iopub.status.busy": "2024-08-22T06:30:24.255581Z", - "iopub.status.idle": "2024-08-22T06:30:24.297070Z", - "shell.execute_reply": "2024-08-22T06:30:24.296058Z" + "iopub.execute_input": "2024-08-23T06:13:08.361009Z", + "iopub.status.busy": "2024-08-23T06:13:08.361009Z", + "iopub.status.idle": "2024-08-23T06:13:08.398895Z", + "shell.execute_reply": "2024-08-23T06:13:08.398895Z" } }, "outputs": [ @@ -161,10 +161,10 @@ "execution_count": 5, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:30:24.304084Z", - "iopub.status.busy": "2024-08-22T06:30:24.303090Z", - "iopub.status.idle": "2024-08-22T06:30:24.347378Z", - "shell.execute_reply": "2024-08-22T06:30:24.344829Z" + "iopub.execute_input": "2024-08-23T06:13:08.407760Z", + "iopub.status.busy": "2024-08-23T06:13:08.407760Z", + "iopub.status.idle": "2024-08-23T06:13:08.444173Z", + "shell.execute_reply": "2024-08-23T06:13:08.444173Z" } }, "outputs": [ @@ -175,28 +175,28 @@ "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: 131 entries, 0 to 130\n", + "RangeIndex: 139 entries, 0 to 138\n", "Data columns (total 16 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", - " 0 exchange 131 non-null object \n", - " 1 segment 131 non-null object \n", - " 2 symbol 131 non-null object \n", - " 3 scrip_name 131 non-null object \n", - " 4 position 131 non-null object \n", - " 5 quantity 131 non-null float64 \n", - " 6 open_datetime 131 non-null datetime64[ns]\n", - " 7 open_side 131 non-null object \n", - " 8 open_price 131 non-null float64 \n", - " 9 open_amount 131 non-null float64 \n", - " 10 close_datetime 131 non-null datetime64[ns]\n", - " 11 close_side 131 non-null object \n", - " 12 close_price 131 non-null float64 \n", - " 13 close_amount 131 non-null float64 \n", - " 14 pnl_amount 131 non-null float64 \n", - " 15 pnl_percentage 131 non-null float64 \n", + " 0 exchange 139 non-null object \n", + " 1 segment 139 non-null object \n", + " 2 symbol 139 non-null object \n", + " 3 scrip_name 139 non-null object \n", + " 4 position 139 non-null object \n", + " 5 quantity 139 non-null float64 \n", + " 6 open_datetime 139 non-null datetime64[ns]\n", + " 7 open_side 139 non-null object \n", + " 8 open_price 139 non-null float64 \n", + " 9 open_amount 139 non-null float64 \n", + " 10 close_datetime 139 non-null datetime64[ns]\n", + " 11 close_side 139 non-null object \n", + " 12 close_price 139 non-null float64 \n", + " 13 close_amount 139 non-null float64 \n", + " 14 pnl_amount 139 non-null float64 \n", + " 15 pnl_percentage 139 non-null float64 \n", "dtypes: datetime64[ns](2), float64(7), object(7)\n", - "memory usage: 16.5+ KB\n" + "memory usage: 17.5+ KB\n" ] } ], @@ -259,10 +259,10 @@ "execution_count": 6, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:30:24.355942Z", - "iopub.status.busy": "2024-08-22T06:30:24.354375Z", - "iopub.status.idle": "2024-08-22T06:30:24.381667Z", - "shell.execute_reply": "2024-08-22T06:30:24.379650Z" + "iopub.execute_input": "2024-08-23T06:13:08.444173Z", + "iopub.status.busy": "2024-08-23T06:13:08.444173Z", + "iopub.status.idle": "2024-08-23T06:13:08.469609Z", + "shell.execute_reply": "2024-08-23T06:13:08.469609Z" } }, "outputs": [], @@ -291,10 +291,10 @@ "execution_count": 7, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:30:24.392768Z", - "iopub.status.busy": "2024-08-22T06:30:24.391769Z", - "iopub.status.idle": "2024-08-22T06:30:24.518198Z", - "shell.execute_reply": "2024-08-22T06:30:24.517181Z" + "iopub.execute_input": "2024-08-23T06:13:08.469609Z", + "iopub.status.busy": "2024-08-23T06:13:08.469609Z", + "iopub.status.idle": "2024-08-23T06:13:08.571913Z", + "shell.execute_reply": "2024-08-23T06:13:08.571913Z" } }, "outputs": [], @@ -342,10 +342,10 @@ "execution_count": 8, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:30:24.524217Z", - "iopub.status.busy": "2024-08-22T06:30:24.524217Z", - "iopub.status.idle": "2024-08-22T06:30:24.587171Z", - "shell.execute_reply": "2024-08-22T06:30:24.584595Z" + "iopub.execute_input": "2024-08-23T06:13:08.580436Z", + "iopub.status.busy": "2024-08-23T06:13:08.571913Z", + "iopub.status.idle": "2024-08-23T06:13:08.621046Z", + "shell.execute_reply": "2024-08-23T06:13:08.621046Z" } }, "outputs": [ @@ -382,10 +382,10 @@ "execution_count": 9, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:30:24.594187Z", - "iopub.status.busy": "2024-08-22T06:30:24.593199Z", - "iopub.status.idle": "2024-08-22T06:30:24.633928Z", - "shell.execute_reply": "2024-08-22T06:30:24.632907Z" + "iopub.execute_input": "2024-08-23T06:13:08.629362Z", + "iopub.status.busy": "2024-08-23T06:13:08.629362Z", + "iopub.status.idle": "2024-08-23T06:13:08.675470Z", + "shell.execute_reply": "2024-08-23T06:13:08.675470Z" } }, "outputs": [], @@ -413,10 +413,10 @@ "execution_count": 10, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:30:24.641701Z", - "iopub.status.busy": "2024-08-22T06:30:24.640659Z", - "iopub.status.idle": "2024-08-22T06:30:24.801844Z", - "shell.execute_reply": "2024-08-22T06:30:24.800825Z" + "iopub.execute_input": "2024-08-23T06:13:08.675470Z", + "iopub.status.busy": "2024-08-23T06:13:08.675470Z", + "iopub.status.idle": "2024-08-23T06:13:08.788720Z", + "shell.execute_reply": "2024-08-23T06:13:08.788720Z" } }, "outputs": [ @@ -426,28 +426,28 @@ "text": [ "GOLD Layer CSV file for Holdings successfully created at: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\GOLD\\Holdings\\Holdings_data.csv\n", "\n", - "RangeIndex: 5995 entries, 0 to 5994\n", + "RangeIndex: 6001 entries, 0 to 6000\n", "Data columns (total 16 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", - " 0 date 5995 non-null datetime64[ns]\n", - " 1 segment 5995 non-null object \n", - " 2 exchange 5995 non-null object \n", - " 3 symbol 5995 non-null object \n", - " 4 scrip_name 5995 non-null object \n", - " 5 holding_quantity 5995 non-null float64 \n", - " 6 avg_price 5995 non-null float64 \n", - " 7 holding_amount 5995 non-null float64 \n", - " 8 open_price 5995 non-null float64 \n", - " 9 open_amount 5995 non-null float64 \n", - " 10 high_price 5995 non-null float64 \n", - " 11 high_amount 5995 non-null float64 \n", - " 12 low_price 5995 non-null float64 \n", - " 13 low_amount 5995 non-null float64 \n", - " 14 close_price 5995 non-null float64 \n", - " 15 close_amount 5995 non-null float64 \n", + " 0 date 6001 non-null datetime64[ns]\n", + " 1 segment 6001 non-null object \n", + " 2 exchange 6001 non-null object \n", + " 3 symbol 6001 non-null object \n", + " 4 scrip_name 6001 non-null object \n", + " 5 holding_quantity 6001 non-null float64 \n", + " 6 avg_price 6001 non-null float64 \n", + " 7 holding_amount 6001 non-null float64 \n", + " 8 open_price 6001 non-null float64 \n", + " 9 open_amount 6001 non-null float64 \n", + " 10 high_price 6001 non-null float64 \n", + " 11 high_amount 6001 non-null float64 \n", + " 12 low_price 6001 non-null float64 \n", + " 13 low_amount 6001 non-null float64 \n", + " 14 close_price 6001 non-null float64 \n", + " 15 close_amount 6001 non-null float64 \n", "dtypes: datetime64[ns](1), float64(11), object(4)\n", - "memory usage: 749.5+ KB\n" + "memory usage: 750.3+ KB\n" ] } ], diff --git a/NOTEBOOKS/03_GOLD_LAYER_ETL/02_Dividend.ipynb b/NOTEBOOKS/03_GOLD_LAYER_ETL/02_Dividend.ipynb index b6b70609..e28f4e41 100644 --- a/NOTEBOOKS/03_GOLD_LAYER_ETL/02_Dividend.ipynb +++ b/NOTEBOOKS/03_GOLD_LAYER_ETL/02_Dividend.ipynb @@ -38,10 +38,10 @@ "execution_count": 1, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:30:29.012667Z", - "iopub.status.busy": "2024-08-22T06:30:29.011666Z", - "iopub.status.idle": "2024-08-22T06:30:30.141817Z", - "shell.execute_reply": "2024-08-22T06:30:30.139806Z" + "iopub.execute_input": "2024-08-23T06:13:11.904147Z", + "iopub.status.busy": "2024-08-23T06:13:11.904147Z", + "iopub.status.idle": "2024-08-23T06:13:12.692136Z", + "shell.execute_reply": "2024-08-23T06:13:12.692136Z" } }, "outputs": [], @@ -57,10 +57,10 @@ "execution_count": 2, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:30:30.150375Z", - "iopub.status.busy": "2024-08-22T06:30:30.149377Z", - "iopub.status.idle": "2024-08-22T06:30:30.162832Z", - "shell.execute_reply": "2024-08-22T06:30:30.159822Z" + "iopub.execute_input": "2024-08-23T06:13:12.692136Z", + "iopub.status.busy": "2024-08-23T06:13:12.692136Z", + "iopub.status.idle": "2024-08-23T06:13:12.709575Z", + "shell.execute_reply": "2024-08-23T06:13:12.709575Z" } }, "outputs": [], @@ -84,10 +84,10 @@ "execution_count": 3, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:30:30.172469Z", - "iopub.status.busy": "2024-08-22T06:30:30.171444Z", - "iopub.status.idle": "2024-08-22T06:30:30.221904Z", - "shell.execute_reply": "2024-08-22T06:30:30.220373Z" + "iopub.execute_input": "2024-08-23T06:13:12.718393Z", + "iopub.status.busy": "2024-08-23T06:13:12.713878Z", + "iopub.status.idle": "2024-08-23T06:13:12.750544Z", + "shell.execute_reply": "2024-08-23T06:13:12.749872Z" } }, "outputs": [ @@ -111,10 +111,10 @@ "execution_count": 4, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:30:30.231478Z", - "iopub.status.busy": "2024-08-22T06:30:30.229482Z", - "iopub.status.idle": "2024-08-22T06:30:30.243174Z", - "shell.execute_reply": "2024-08-22T06:30:30.242155Z" + "iopub.execute_input": "2024-08-23T06:13:12.750544Z", + "iopub.status.busy": "2024-08-23T06:13:12.750544Z", + "iopub.status.idle": "2024-08-23T06:13:12.768801Z", + "shell.execute_reply": "2024-08-23T06:13:12.768801Z" } }, "outputs": [ @@ -140,10 +140,10 @@ "execution_count": 5, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:30:30.248705Z", - "iopub.status.busy": "2024-08-22T06:30:30.247705Z", - "iopub.status.idle": "2024-08-22T06:30:30.265504Z", - "shell.execute_reply": "2024-08-22T06:30:30.264491Z" + "iopub.execute_input": "2024-08-23T06:13:12.768801Z", + "iopub.status.busy": "2024-08-23T06:13:12.768801Z", + "iopub.status.idle": "2024-08-23T06:13:12.791780Z", + "shell.execute_reply": "2024-08-23T06:13:12.791780Z" } }, "outputs": [], @@ -171,10 +171,10 @@ "execution_count": 6, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:30:30.271778Z", - "iopub.status.busy": "2024-08-22T06:30:30.270787Z", - "iopub.status.idle": "2024-08-22T06:30:30.299031Z", - "shell.execute_reply": "2024-08-22T06:30:30.298008Z" + "iopub.execute_input": "2024-08-23T06:13:12.797418Z", + "iopub.status.busy": "2024-08-23T06:13:12.797418Z", + "iopub.status.idle": "2024-08-23T06:13:12.818990Z", + "shell.execute_reply": "2024-08-23T06:13:12.818990Z" } }, "outputs": [ diff --git a/NOTEBOOKS/03_GOLD_LAYER_ETL/03_HoldingTrands.ipynb b/NOTEBOOKS/03_GOLD_LAYER_ETL/03_HoldingTrands.ipynb index af39f200..884b117f 100644 --- a/NOTEBOOKS/03_GOLD_LAYER_ETL/03_HoldingTrands.ipynb +++ b/NOTEBOOKS/03_GOLD_LAYER_ETL/03_HoldingTrands.ipynb @@ -5,10 +5,10 @@ "execution_count": 1, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:30:34.634740Z", - "iopub.status.busy": "2024-08-22T06:30:34.633737Z", - "iopub.status.idle": "2024-08-22T06:30:35.735606Z", - "shell.execute_reply": "2024-08-22T06:30:35.735051Z" + "iopub.execute_input": "2024-08-23T06:13:17.039127Z", + "iopub.status.busy": "2024-08-23T06:13:17.039127Z", + "iopub.status.idle": "2024-08-23T06:13:17.875752Z", + "shell.execute_reply": "2024-08-23T06:13:17.875752Z" } }, "outputs": [], @@ -24,10 +24,10 @@ "execution_count": 2, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:30:35.742632Z", - "iopub.status.busy": "2024-08-22T06:30:35.741621Z", - "iopub.status.idle": "2024-08-22T06:30:35.751882Z", - "shell.execute_reply": "2024-08-22T06:30:35.750865Z" + "iopub.execute_input": "2024-08-23T06:13:17.875752Z", + "iopub.status.busy": "2024-08-23T06:13:17.875752Z", + "iopub.status.idle": "2024-08-23T06:13:17.894574Z", + "shell.execute_reply": "2024-08-23T06:13:17.893297Z" } }, "outputs": [], @@ -48,10 +48,10 @@ "execution_count": 3, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:30:35.756413Z", - "iopub.status.busy": "2024-08-22T06:30:35.756413Z", - "iopub.status.idle": "2024-08-22T06:30:35.797193Z", - "shell.execute_reply": "2024-08-22T06:30:35.796176Z" + "iopub.execute_input": "2024-08-23T06:13:17.896643Z", + "iopub.status.busy": "2024-08-23T06:13:17.896643Z", + "iopub.status.idle": "2024-08-23T06:13:17.933761Z", + "shell.execute_reply": "2024-08-23T06:13:17.933761Z" } }, "outputs": [ @@ -75,10 +75,10 @@ "execution_count": 4, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:30:35.802194Z", - "iopub.status.busy": "2024-08-22T06:30:35.802194Z", - "iopub.status.idle": "2024-08-22T06:30:35.816639Z", - "shell.execute_reply": "2024-08-22T06:30:35.814052Z" + "iopub.execute_input": "2024-08-23T06:13:17.936269Z", + "iopub.status.busy": "2024-08-23T06:13:17.936269Z", + "iopub.status.idle": "2024-08-23T06:13:17.952417Z", + "shell.execute_reply": "2024-08-23T06:13:17.952417Z" } }, "outputs": [], @@ -104,10 +104,10 @@ "execution_count": 5, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:30:35.822641Z", - "iopub.status.busy": "2024-08-22T06:30:35.821636Z", - "iopub.status.idle": "2024-08-22T06:30:35.831702Z", - "shell.execute_reply": "2024-08-22T06:30:35.829662Z" + "iopub.execute_input": "2024-08-23T06:13:17.952417Z", + "iopub.status.busy": "2024-08-23T06:13:17.952417Z", + "iopub.status.idle": "2024-08-23T06:13:17.968416Z", + "shell.execute_reply": "2024-08-23T06:13:17.967749Z" } }, "outputs": [], @@ -128,10 +128,10 @@ "execution_count": 6, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:30:35.838071Z", - "iopub.status.busy": "2024-08-22T06:30:35.836841Z", - "iopub.status.idle": "2024-08-22T06:30:35.892118Z", - "shell.execute_reply": "2024-08-22T06:30:35.890103Z" + "iopub.execute_input": "2024-08-23T06:13:17.968416Z", + "iopub.status.busy": "2024-08-23T06:13:17.968416Z", + "iopub.status.idle": "2024-08-23T06:13:18.004562Z", + "shell.execute_reply": "2024-08-23T06:13:18.004562Z" } }, "outputs": [ @@ -141,18 +141,18 @@ "text": [ "GOLD Layer CSV file for Holdings successfully created at: C:\\Users\\prashant.tripathi\\Code\\PortfolioTracker\\DATA\\GOLD\\Holdings\\HoldingsTrands_data.csv\n", "\n", - "RangeIndex: 1585 entries, 0 to 1584\n", + "RangeIndex: 1586 entries, 0 to 1585\n", "Data columns (total 6 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", - " 0 date 1585 non-null datetime64[ns]\n", - " 1 open 1585 non-null float64 \n", - " 2 high 1585 non-null float64 \n", - " 3 low 1585 non-null float64 \n", - " 4 close 1585 non-null float64 \n", - " 5 holding 1585 non-null float64 \n", + " 0 date 1586 non-null datetime64[ns]\n", + " 1 open 1586 non-null float64 \n", + " 2 high 1586 non-null float64 \n", + " 3 low 1586 non-null float64 \n", + " 4 close 1586 non-null float64 \n", + " 5 holding 1586 non-null float64 \n", "dtypes: datetime64[ns](1), float64(5)\n", - "memory usage: 74.4 KB\n" + "memory usage: 74.5 KB\n" ] } ], diff --git a/NOTEBOOKS/03_GOLD_LAYER_ETL/04_HoldingsRecords.ipynb b/NOTEBOOKS/03_GOLD_LAYER_ETL/04_HoldingsRecords.ipynb index 6a515830..f0b44538 100644 --- a/NOTEBOOKS/03_GOLD_LAYER_ETL/04_HoldingsRecords.ipynb +++ b/NOTEBOOKS/03_GOLD_LAYER_ETL/04_HoldingsRecords.ipynb @@ -5,10 +5,10 @@ "execution_count": 1, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:30:39.871809Z", - "iopub.status.busy": "2024-08-22T06:30:39.870813Z", - "iopub.status.idle": "2024-08-22T06:30:40.858288Z", - "shell.execute_reply": "2024-08-22T06:30:40.855958Z" + "iopub.execute_input": "2024-08-23T06:13:21.950942Z", + "iopub.status.busy": "2024-08-23T06:13:21.950942Z", + "iopub.status.idle": "2024-08-23T06:13:22.965692Z", + "shell.execute_reply": "2024-08-23T06:13:22.965692Z" } }, "outputs": [], @@ -24,10 +24,10 @@ "execution_count": 2, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:30:40.868650Z", - "iopub.status.busy": "2024-08-22T06:30:40.867636Z", - "iopub.status.idle": "2024-08-22T06:30:40.878756Z", - "shell.execute_reply": "2024-08-22T06:30:40.877743Z" + "iopub.execute_input": "2024-08-23T06:13:22.971596Z", + "iopub.status.busy": "2024-08-23T06:13:22.971596Z", + "iopub.status.idle": "2024-08-23T06:13:22.986219Z", + "shell.execute_reply": "2024-08-23T06:13:22.986219Z" } }, "outputs": [], @@ -54,10 +54,10 @@ "execution_count": 3, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:30:40.888360Z", - "iopub.status.busy": "2024-08-22T06:30:40.887369Z", - "iopub.status.idle": "2024-08-22T06:30:40.937378Z", - "shell.execute_reply": "2024-08-22T06:30:40.936437Z" + "iopub.execute_input": "2024-08-23T06:13:22.987930Z", + "iopub.status.busy": "2024-08-23T06:13:22.987930Z", + "iopub.status.idle": "2024-08-23T06:13:23.035542Z", + "shell.execute_reply": "2024-08-23T06:13:23.035542Z" } }, "outputs": [ @@ -81,10 +81,10 @@ "execution_count": 4, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:30:40.944383Z", - "iopub.status.busy": "2024-08-22T06:30:40.943373Z", - "iopub.status.idle": "2024-08-22T06:30:40.962473Z", - "shell.execute_reply": "2024-08-22T06:30:40.961576Z" + "iopub.execute_input": "2024-08-23T06:13:23.035542Z", + "iopub.status.busy": "2024-08-23T06:13:23.035542Z", + "iopub.status.idle": "2024-08-23T06:13:23.062620Z", + "shell.execute_reply": "2024-08-23T06:13:23.062620Z" } }, "outputs": [], @@ -102,10 +102,10 @@ "execution_count": 5, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:30:40.968020Z", - "iopub.status.busy": "2024-08-22T06:30:40.967021Z", - "iopub.status.idle": "2024-08-22T06:30:41.058867Z", - "shell.execute_reply": "2024-08-22T06:30:41.058867Z" + "iopub.execute_input": "2024-08-23T06:13:23.067128Z", + "iopub.status.busy": "2024-08-23T06:13:23.067128Z", + "iopub.status.idle": "2024-08-23T06:13:23.156432Z", + "shell.execute_reply": "2024-08-23T06:13:23.155082Z" } }, "outputs": [], @@ -127,10 +127,10 @@ "execution_count": 6, "metadata": { "execution": { - "iopub.execute_input": "2024-08-22T06:30:41.063890Z", - "iopub.status.busy": "2024-08-22T06:30:41.063890Z", - "iopub.status.idle": "2024-08-22T06:30:41.087058Z", - "shell.execute_reply": "2024-08-22T06:30:41.086038Z" + "iopub.execute_input": "2024-08-23T06:13:23.156432Z", + "iopub.status.busy": "2024-08-23T06:13:23.156432Z", + "iopub.status.idle": "2024-08-23T06:13:23.188253Z", + "shell.execute_reply": "2024-08-23T06:13:23.187214Z" } }, "outputs": [ diff --git a/NOTEBOOKS/04_PRESENTATION_LAYER/01_PriceTrands.ipynb b/NOTEBOOKS/04_PRESENTATION_LAYER/01_PriceTrands.ipynb index 42d1b83e..ba7bfcc4 100644 --- a/NOTEBOOKS/04_PRESENTATION_LAYER/01_PriceTrands.ipynb +++ b/NOTEBOOKS/04_PRESENTATION_LAYER/01_PriceTrands.ipynb @@ -15,10 +15,10 @@ "title": "" }, "execution": { - "iopub.execute_input": "2024-08-19T06:45:20.033796Z", - "iopub.status.busy": "2024-08-19T06:45:20.033796Z", - "iopub.status.idle": "2024-08-19T06:45:20.704579Z", - "shell.execute_reply": "2024-08-19T06:45:20.704272Z" + "iopub.execute_input": "2024-08-23T06:16:31.684078Z", + "iopub.status.busy": "2024-08-23T06:16:31.684078Z", + "iopub.status.idle": "2024-08-23T06:16:33.467871Z", + "shell.execute_reply": "2024-08-23T06:16:33.467871Z" } }, "outputs": [], @@ -33,7 +33,14 @@ { "cell_type": "code", "execution_count": 2, - "metadata": {}, + "metadata": { + "execution": { + "iopub.execute_input": "2024-08-23T06:16:33.467871Z", + "iopub.status.busy": "2024-08-23T06:16:33.467871Z", + "iopub.status.idle": "2024-08-23T06:16:33.485928Z", + "shell.execute_reply": "2024-08-23T06:16:33.485928Z" + } + }, "outputs": [], "source": [ "# Instantiate GlobalPath\n", @@ -56,10 +63,10 @@ "title": "" }, "execution": { - "iopub.execute_input": "2024-08-19T06:45:20.707626Z", - "iopub.status.busy": "2024-08-19T06:45:20.706585Z", - "iopub.status.idle": "2024-08-19T06:45:20.723942Z", - "shell.execute_reply": "2024-08-19T06:45:20.723942Z" + "iopub.execute_input": "2024-08-23T06:16:33.492946Z", + "iopub.status.busy": "2024-08-23T06:16:33.492946Z", + "iopub.status.idle": "2024-08-23T06:16:33.532827Z", + "shell.execute_reply": "2024-08-23T06:16:33.532827Z" } }, "outputs": [ @@ -68,21 +75,21 @@ "output_type": "stream", "text": [ "\n", - "RangeIndex: 1583 entries, 0 to 1582\n", + "RangeIndex: 1586 entries, 0 to 1585\n", "Data columns (total 9 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", - " 0 date 1583 non-null datetime64[ns]\n", - " 1 open 1583 non-null float64 \n", - " 2 high 1583 non-null float64 \n", - " 3 low 1583 non-null float64 \n", - " 4 close 1583 non-null float64 \n", - " 5 holding 1583 non-null float64 \n", - " 6 pnl 1583 non-null float64 \n", - " 7 pnl_percentage 1583 non-null float64 \n", - " 8 moving_avg 1554 non-null float64 \n", + " 0 date 1586 non-null datetime64[ns]\n", + " 1 open 1586 non-null float64 \n", + " 2 high 1586 non-null float64 \n", + " 3 low 1586 non-null float64 \n", + " 4 close 1586 non-null float64 \n", + " 5 holding 1586 non-null float64 \n", + " 6 pnl 1586 non-null float64 \n", + " 7 pnl_percentage 1586 non-null float64 \n", + " 8 moving_avg 1557 non-null float64 \n", "dtypes: datetime64[ns](1), float64(8)\n", - "memory usage: 111.4 KB\n" + "memory usage: 111.6 KB\n" ] } ], @@ -122,16 +129,16 @@ "title": "" }, "execution": { - "iopub.execute_input": "2024-08-19T06:45:20.726947Z", - "iopub.status.busy": "2024-08-19T06:45:20.726947Z", - "iopub.status.idle": "2024-08-19T06:45:21.160867Z", - "shell.execute_reply": "2024-08-19T06:45:21.159997Z" + "iopub.execute_input": "2024-08-23T06:16:33.597706Z", + "iopub.status.busy": "2024-08-23T06:16:33.597706Z", + "iopub.status.idle": "2024-08-23T06:16:34.721933Z", + "shell.execute_reply": "2024-08-23T06:16:34.721933Z" } }, "outputs": [ { "data": { - "image/png": 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", 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", 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" ] @@ -200,16 +207,16 @@ "title": "" }, "execution": { - "iopub.execute_input": "2024-08-19T06:45:21.162873Z", - "iopub.status.busy": "2024-08-19T06:45:21.162873Z", - "iopub.status.idle": "2024-08-19T06:45:21.539753Z", - "shell.execute_reply": "2024-08-19T06:45:21.539753Z" + "iopub.execute_input": "2024-08-23T06:16:34.721933Z", + "iopub.status.busy": "2024-08-23T06:16:34.721933Z", + "iopub.status.idle": "2024-08-23T06:16:35.606520Z", + "shell.execute_reply": "2024-08-23T06:16:35.606520Z" } }, "outputs": [ { "data": { - "image/png": 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"text/plain": [ "
" ] diff --git a/NOTEBOOKS/04_PRESENTATION_LAYER/02_ProfitLoss.ipynb b/NOTEBOOKS/04_PRESENTATION_LAYER/02_ProfitLoss.ipynb index 4f8f7f05..c3f16c50 100644 --- a/NOTEBOOKS/04_PRESENTATION_LAYER/02_ProfitLoss.ipynb +++ b/NOTEBOOKS/04_PRESENTATION_LAYER/02_ProfitLoss.ipynb @@ -2,8 +2,15 @@ "cells": [ { "cell_type": "code", - "execution_count": 21, - "metadata": {}, + "execution_count": 1, + "metadata": { + "execution": { + "iopub.execute_input": "2024-08-23T06:16:39.854214Z", + "iopub.status.busy": "2024-08-23T06:16:39.854214Z", + "iopub.status.idle": "2024-08-23T06:16:40.649632Z", + "shell.execute_reply": "2024-08-23T06:16:40.649632Z" + } + }, "outputs": [ { "name": "stdout", @@ -49,8 +56,15 @@ }, { "cell_type": "code", - "execution_count": 22, - "metadata": {}, + "execution_count": 2, + "metadata": { + "execution": { + "iopub.execute_input": "2024-08-23T06:16:40.652141Z", + "iopub.status.busy": "2024-08-23T06:16:40.652141Z", + "iopub.status.idle": "2024-08-23T06:16:40.727154Z", + "shell.execute_reply": "2024-08-23T06:16:40.727154Z" + } + }, "outputs": [ { "name": "stdout", @@ -102,9 +116,9 @@ " result.append(group_dict)\n", "\n", "output = {\n", - " \"invested\": df[\"open_amount\"].sum(),\n", - " \"sold\": df[\"close_amount\"].sum(),\n", - " \"pnl\": df[\"pnl_amount\"].sum(),\n", + " \"invested\": round(df[\"open_amount\"].sum(), 2),\n", + " \"sold\": round(df[\"close_amount\"].sum(), 2),\n", + " \"pnl\": round(df[\"pnl_amount\"].sum(), 2),\n", " \"data\": result,\n", "}\n", "\n", diff --git a/NOTEBOOKS/runner.py b/NOTEBOOKS/runner.py index 7015ad93..f2526ef5 100644 --- a/NOTEBOOKS/runner.py +++ b/NOTEBOOKS/runner.py @@ -14,8 +14,9 @@ def run_notebooks_in_folder(folder_path): executes each one, and updates the notebooks in place. """ # Find all .ipynb files in the folder and its subdirectories - for notebook_path in shorted([str(a) for a in pathlib.Path(folder_path).glob("*ETL/*.ipynb")]): - print(f"Running notebook: {notebook_path}") + notebook_paths = pathlib.Path(folder_path).glob("**/*.ipynb") + for run_id,notebook_path in enumerate(notebook_paths): + print(f"Running notebook: #{run_id} - {notebook_path}") run_notebook(notebook_path)