commit 4bd027b0d7d4279b736c2f8774f346362d73ad9f Author: Samir Saci Date: Mon Nov 1 23:12:52 2021 +0100 first commit diff --git a/.gitignore b/.gitignore new file mode 100755 index 0000000..9228bb3 --- /dev/null +++ b/.gitignore @@ -0,0 +1,4 @@ +.dist +venv/* +App/* +.notes.txt \ No newline at end of file diff --git a/1000lines_35m_3mpng.png b/1000lines_35m_3mpng.png new file mode 100644 index 0000000..db2c4e2 Binary files /dev/null and b/1000lines_35m_3mpng.png differ diff --git a/In/df_lines.csv b/In/df_lines.csv new file mode 100644 index 0000000..6f78fac --- /dev/null +++ b/In/df_lines.csv @@ -0,0 +1,5001 @@ +,DATE,OrderNumber,SKU,PCS,ReferenceID,Location,Alley_Number,Cellule,Coord,AlleyCell +0,12/11/2018,3780678,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +1,12/11/2018,3780650,340308,1,340308,A0721204,A07,21,"[32.5, 22.5]",A0721 +2,12/11/2018,3780649,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3,12/11/2018,3780645,442025,1,442025,A0706401,A07,6,"[31.25, 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16.5]",A0413 +1057,12/7/2018,3770395,353788,1,353788,A0906503,A09,6,"[24, 10.5]",A0906 +1058,12/7/2018,3770395,353789,1,353789,A1002402,A10,2,"[20.75, 6.0]",A1002 +1059,12/7/2018,3770395,353790,1,353790,A0906103,A09,6,"[24, 10.5]",A0906 +1060,12/7/2018,3770395,353792,1,353792,A0905302,A09,5,"[26, 10.5]",A0905 +1061,12/7/2018,3770395,353793,1,353793,A1022402,A10,22,"[20.75, 22.5]",A1022 +1062,12/7/2018,3770395,366684,1,366684,A0109101,A01,9,"[52.0, 13.5]",A0109 +1063,12/7/2018,3770395,389092,1,389092,A0312104,A03,12,"[44.25, 15.0]",A0312 +1064,12/7/2018,3770395,398768,1,398768,A0308503,A03,8,"[44.25, 12.0]",A0308 +1065,12/7/2018,3770377,372410,1,372410,A0513302,A05,13,"[39.0, 16.5]",A0513 +1066,12/7/2018,3770349,292954,1,292954,A0416201,A04,16,"[41.0, 18.0]",A0416 +1067,12/7/2018,3770348,387351,1,387351,A0310208,A03,10,"[44.25, 13.5]",A0310 +1068,12/7/2018,3770308,253464,1,253464,A0507401,A05,7,"[39.0, 12.0]",A0507 +1069,12/7/2018,3770221,445070,1,445070,A0921501,A09,21,"[26, 22.5]",A0921 +1070,12/7/2018,3770195,290863,1,290863,A1011204,A10,11,"[22.75, 15.0]",A1011 +1071,12/7/2018,3770195,433414,1,433414,A0304207,A03,4,"[44.25, 9.0]",A0304 +1072,12/7/2018,3769941,453965,1,453965,A1019401,A10,19,"[22.75, 21.0]",A1019 +1073,12/7/2018,3769941,453966,1,453966,A1120202,A11,20,"[15.25, 21.0]",A1120 +1074,12/7/2018,3769941,453967,1,453967,A1120203,A11,20,"[15.25, 21.0]",A1120 +1075,12/7/2018,3769941,458561,1,458561,A1001203,A10,1,"[22.75, 6.0]",A1001 +1076,12/7/2018,3769813,408363,1,408363,A0207102,A02,7,"[48.75, 12.0]",A0207 +1077,12/7/2018,3769773,450075,3,450075,A0916101,A09,16,"[24, 18.0]",A0916 +1078,12/7/2018,3769773,465577,1,465577,A1004103,A10,4,"[20.75, 9.0]",A1004 +1079,12/7/2018,3769637,292954,1,292954,A0416201,A04,16,"[41.0, 18.0]",A0416 +1080,12/7/2018,3769637,295842,1,295842,A0206505,A02,6,"[47.5, 10.5]",A0206 +1081,12/7/2018,3768910,308581,3,308581,A0816404,A08,16,"[28.0, 18.0]",A0816 +1082,12/9/2018,3774964,445070,1,445070,A0921501,A09,21,"[26, 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9.0]",A0503 +1506,12/12/2018,3783622,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +1507,12/12/2018,3783622,402695,1,402695,A0314408,A03,14,"[44.25, 16.5]",A0314 +1508,12/12/2018,3783627,135079,1,135079,A0614404,A06,14,"[34.5, 16.5]",A0614 +1509,12/12/2018,3783627,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +1510,12/12/2018,3783627,402701,1,402701,A0311308,A03,11,"[45.5, 15.0]",A0311 +1511,12/12/2018,3783544,348799,1,348799,A1009503,A10,9,"[22.75, 13.5]",A1009 +1512,12/12/2018,3783585,438436,1,438436,A0413102,A04,13,"[42.25, 16.5]",A0413 +1513,12/12/2018,3783541,358961,1,358961,A0908101,A09,8,"[24, 12.0]",A0908 +1514,12/12/2018,3783541,398710,1,398710,A0508402,A05,8,"[37.75, 12.0]",A0508 +1515,12/12/2018,3783541,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +1516,12/12/2018,3783500,348799,1,348799,A1009503,A10,9,"[22.75, 13.5]",A1009 +1517,12/12/2018,3783458,281102,1,281102,A0602101,A06,2,"[34.5, 6.0]",A0602 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21.0]",A1119 +1531,12/12/2018,3785242,432239,1,432239,A0322108,A03,22,"[44.25, 22.5]",A0322 +1532,12/12/2018,3785242,434113,1,434113,A0407202,A04,7,"[42.25, 12.0]",A0407 +1533,12/12/2018,3785211,424784,1,424784,A0516102,A05,16,"[37.75, 18.0]",A0516 +1534,12/12/2018,3785192,263738,1,263738,A0412503,A04,12,"[41.0, 15.0]",A0412 +1535,12/12/2018,3785166,362502,1,362502,A0708401,A07,8,"[31.25, 12.0]",A0708 +1536,12/12/2018,3785064,454369,1,454369,A0608204,A06,8,"[34.5, 12.0]",A0608 +1537,12/12/2018,3785032,398668,1,398668,A0214304,A02,14,"[47.5, 16.5]",A0214 +1538,12/12/2018,3784995,442946,1,442946,A0309308,A03,9,"[45.5, 13.5]",A0309 +1539,12/12/2018,3785017,308519,1,308519,A0520203,A05,20,"[37.75, 21.0]",A0520 +1540,12/12/2018,3784987,253464,1,253464,A0507401,A05,7,"[39.0, 12.0]",A0507 +1541,12/12/2018,3784928,263738,1,263738,A0412503,A04,12,"[41.0, 15.0]",A0412 +1542,12/12/2018,3784890,425976,1,425976,A0302305,A03,2,"[44.25, 6.0]",A0302 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15.0]",A0311 +1556,12/12/2018,3784536,425499,1,425499,A0306502,A03,6,"[44.25, 10.5]",A0306 +1557,12/12/2018,3784411,395246,1,395246,A0707504,A07,7,"[32.5, 12.0]",A0707 +1558,12/12/2018,3784362,292714,1,292714,A0410402,A04,10,"[41.0, 13.5]",A0410 +1559,12/12/2018,3784362,295842,1,295842,A0206505,A02,6,"[47.5, 10.5]",A0206 +1560,12/12/2018,3784362,303893,1,303893,A0904401,A09,4,"[24, 9.0]",A0904 +1561,12/12/2018,3784362,465577,1,465577,A1004103,A10,4,"[20.75, 9.0]",A1004 +1562,12/12/2018,3784355,459353,1,459353,A1016502,A10,16,"[20.75, 18.0]",A1016 +1563,12/12/2018,3784200,427206,1,427206,A0308406,A03,8,"[44.25, 12.0]",A0308 +1564,12/12/2018,3784144,401696,1,401696,A0422502,A04,22,"[41.0, 22.5]",A0422 +1565,12/12/2018,3784093,348799,1,348799,A1009503,A10,9,"[22.75, 13.5]",A1009 +1566,12/12/2018,3784086,436454,1,436454,A0216106,A02,16,"[47.5, 18.0]",A0216 +1567,12/12/2018,3784078,446739,1,446739,A1010202,A10,10,"[20.75, 13.5]",A1010 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15.0]",A0912 +1581,12/12/2018,3783897,309462,8,309462,A1107203,A11,7,"[19.5, 12.0]",A1107 +1582,12/12/2018,3783897,432239,1,432239,A0322108,A03,22,"[44.25, 22.5]",A0322 +1583,12/12/2018,3783897,434113,1,434113,A0407202,A04,7,"[42.25, 12.0]",A0407 +1584,12/12/2018,3783857,440471,1,440471,A1008101,A10,8,"[20.75, 12.0]",A1008 +1585,12/12/2018,3783857,440473,1,440473,A1008203,A10,8,"[20.75, 12.0]",A1008 +1586,12/12/2018,3783855,348815,1,348815,A0904101,A09,4,"[24, 9.0]",A0904 +1587,12/12/2018,3783846,423147,1,423147,A1008302,A10,8,"[20.75, 12.0]",A1008 +1588,12/12/2018,3783837,345960,1,345960,A0204401,A02,4,"[47.5, 9.0]",A0204 +1589,12/12/2018,3783836,436724,1,436724,A0411302,A04,11,"[42.25, 15.0]",A0411 +1590,12/12/2018,3783764,309462,8,309462,A1107203,A11,7,"[19.5, 12.0]",A1107 +1591,12/12/2018,3783764,432239,1,432239,A0322108,A03,22,"[44.25, 22.5]",A0322 +1592,12/12/2018,3783764,434117,1,434117,A0406301,A04,6,"[41.0, 10.5]",A0406 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21.0]",A1119 +1606,12/12/2018,3783704,445009,1,445009,A0621402,A06,21,"[35.75, 22.5]",A0621 +1607,12/12/2018,3783703,465577,1,465577,A1004103,A10,4,"[20.75, 9.0]",A1004 +1608,12/12/2018,3783692,263731,1,263731,A0412203,A04,12,"[41.0, 15.0]",A0412 +1609,12/12/2018,3783681,440456,1,440456,A0513101,A05,13,"[39.0, 16.5]",A0513 +1610,12/12/2018,3783674,290863,1,290863,A1011204,A10,11,"[22.75, 15.0]",A1011 +1611,12/12/2018,3783674,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +1612,12/12/2018,3783674,426516,1,426516,A0304302,A03,4,"[44.25, 9.0]",A0304 +1613,12/12/2018,3783664,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +1614,12/12/2018,3783659,254222,1,254222,A0719102,A07,19,"[32.5, 21.0]",A0719 +1615,12/12/2018,3783659,395298,2,395298,A1104103,A11,4,"[15.25, 9.0]",A1104 +1616,12/12/2018,3783659,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +1617,12/12/2018,3783659,441820,2,441820,A0512304,A05,12,"[37.75, 15.0]",A0512 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12.0]",A1108 +1631,12/12/2018,3783459,351052,1,351052,A0714301,A07,14,"[31.25, 16.5]",A0714 +1632,12/12/2018,3783457,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +1633,12/12/2018,3783440,459988,1,459988,A0722403,A07,22,"[31.25, 22.5]",A0722 +1634,12/12/2018,3788865,371177,1,371177,A0320508,A03,20,"[44.25, 21.0]",A0320 +1635,12/12/2018,3788861,444228,1,444228,A0910201,A09,10,"[24, 13.5]",A0910 +1636,12/12/2018,3788784,454369,1,454369,A0608204,A06,8,"[34.5, 12.0]",A0608 +1637,12/12/2018,3788777,423112,1,423112,A1004402,A10,4,"[20.75, 9.0]",A1004 +1638,12/12/2018,3788766,308519,2,308519,A0520203,A05,20,"[37.75, 21.0]",A0520 +1639,12/12/2018,3788764,254222,1,254222,A0719102,A07,19,"[32.5, 21.0]",A0719 +1640,12/12/2018,3788765,348799,1,348799,A1009503,A10,9,"[22.75, 13.5]",A1009 +1641,12/12/2018,3788723,364969,2,364969,A0518404,A05,18,"[37.75, 19.5]",A0518 +1642,12/12/2018,3788691,440471,1,440471,A1008101,A10,8,"[20.75, 12.0]",A1008 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+1668,12/12/2018,3788267,465577,1,465577,A1004103,A10,4,"[20.75, 9.0]",A1004 +1669,12/12/2018,3787989,450075,1,450075,A0916101,A09,16,"[24, 18.0]",A0916 +1670,12/12/2018,3788001,250825,1,250825,A0613504,A06,13,"[35.75, 16.5]",A0613 +1671,12/12/2018,3788001,273496,1,273496,A0612301,A06,12,"[34.5, 15.0]",A0612 +1672,12/12/2018,3788001,362501,1,362501,A0708304,A07,8,"[31.25, 12.0]",A0708 +1673,12/12/2018,3787967,461527,1,461527,A0313306,A03,13,"[45.5, 16.5]",A0313 +1674,12/12/2018,3787908,366684,1,366684,A0109101,A01,9,"[52.0, 13.5]",A0109 +1675,12/12/2018,3787767,348799,1,348799,A1009503,A10,9,"[22.75, 13.5]",A1009 +1676,12/12/2018,3787566,452652,1,452652,A0406302,A04,6,"[41.0, 10.5]",A0406 +1677,12/12/2018,3787263,372105,1,372105,A1022104,A10,22,"[20.75, 22.5]",A1022 +1678,12/12/2018,3787067,311661,1,311661,A1005303,A10,5,"[22.75, 10.5]",A1005 +1679,12/12/2018,3787021,331637,1,331637,A0917403,A09,17,"[26, 19.5]",A0917 +1680,12/12/2018,3786972,348791,1,348791,A0902203,A09,2,"[24, 6.0]",A0902 +1681,12/12/2018,3786972,348799,1,348799,A1009503,A10,9,"[22.75, 13.5]",A1009 +1682,12/12/2018,3786949,335349,1,335349,A1002203,A10,2,"[20.75, 6.0]",A1002 +1683,12/12/2018,3786943,348799,1,348799,A1009503,A10,9,"[22.75, 13.5]",A1009 +1684,12/12/2018,3786922,263736,1,263736,A0406401,A04,6,"[41.0, 10.5]",A0406 +1685,12/12/2018,3786845,452652,1,452652,A0406302,A04,6,"[41.0, 10.5]",A0406 +1686,12/12/2018,3786777,290863,1,290863,A1011204,A10,11,"[22.75, 15.0]",A1011 +1687,12/12/2018,3786769,348799,1,348799,A1009503,A10,9,"[22.75, 13.5]",A1009 +1688,12/12/2018,3786495,353789,1,353789,A1002402,A10,2,"[20.75, 6.0]",A1002 +1689,12/12/2018,3786455,397515,1,397515,A1009403,A10,9,"[22.75, 13.5]",A1009 +1690,12/12/2018,3786455,423129,1,423129,A1012104,A10,12,"[20.75, 15.0]",A1012 +1691,12/12/2018,3786403,263738,1,263738,A0412503,A04,12,"[41.0, 15.0]",A0412 +1692,12/12/2018,3786363,290863,1,290863,A1011204,A10,11,"[22.75, 15.0]",A1011 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22.5]",A0921 +1706,12/12/2018,3786069,366664,2,366664,A0514201,A05,14,"[37.75, 16.5]",A0514 +1707,12/12/2018,3785107,452652,1,452652,A0406302,A04,6,"[41.0, 10.5]",A0406 +1708,12/12/2018,3784357,453963,2,453963,A1120101,A11,20,"[15.25, 21.0]",A1120 +1709,12/12/2018,3784357,453965,3,453965,A1019401,A10,19,"[22.75, 21.0]",A1019 +1710,12/12/2018,3784357,453966,1,453966,A1120202,A11,20,"[15.25, 21.0]",A1120 +1711,12/12/2018,3784357,453967,1,453967,A1120203,A11,20,"[15.25, 21.0]",A1120 +1712,12/12/2018,3784357,458561,1,458561,A1001203,A10,1,"[22.75, 6.0]",A1001 +1713,12/12/2018,3784139,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +1714,12/12/2018,3784083,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +1715,12/12/2018,3783995,348799,1,348799,A1009503,A10,9,"[22.75, 13.5]",A1009 +1716,12/12/2018,3783996,398666,1,398666,A0214202,A02,14,"[47.5, 16.5]",A0214 +1717,12/12/2018,3783986,391080,2,391080,A1010104,A10,10,"[20.75, 13.5]",A1010 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9.0]",A1004 +2065,12/12/2018,3785578,102233,1,102233,A0321206,A03,21,"[45.5, 22.5]",A0321 +2066,12/12/2018,3785578,122001,1,122001,A0321407,A03,21,"[45.5, 22.5]",A0321 +2067,12/12/2018,3785578,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +2068,12/12/2018,3785440,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +2069,12/12/2018,3785063,348799,1,348799,A1009503,A10,9,"[22.75, 13.5]",A1009 +2070,12/12/2018,3785063,366619,1,366619,A0912204,A09,12,"[24, 15.0]",A0912 +2071,12/12/2018,3785031,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +2072,12/12/2018,3785031,402695,1,402695,A0314408,A03,14,"[44.25, 16.5]",A0314 +2073,12/12/2018,3783948,333163,1,333163,A0208305,A02,8,"[47.5, 12.0]",A0208 +2074,12/12/2018,3783948,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +2075,12/12/2018,3783890,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +2076,12/12/2018,3780143,445129,1,445129,A0312408,A03,12,"[44.25, 15.0]",A0312 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21.0]",A0920 +2090,12/12/2018,3787732,450077,1,450077,A0920204,A09,20,"[24, 21.0]",A0920 +2091,12/12/2018,3787526,294281,1,294281,A0401203,A04,1,"[42.25, 6.0]",A0401 +2092,12/12/2018,3787386,335932,2,335932,A1006101,A10,6,"[20.75, 10.5]",A1006 +2093,12/12/2018,3787365,351023,1,351023,A0910202,A09,10,"[24, 13.5]",A0910 +2094,12/12/2018,3787339,396484,1,396484,A0504302,A05,4,"[37.75, 9.0]",A0504 +2095,12/12/2018,3787218,444228,1,444228,A0910201,A09,10,"[24, 13.5]",A0910 +2096,12/12/2018,3787020,348799,1,348799,A1009503,A10,9,"[22.75, 13.5]",A1009 +2097,12/12/2018,3786967,370814,1,370814,A0910103,A09,10,"[24, 13.5]",A0910 +2098,12/12/2018,3786958,458574,1,458574,A0715401,A07,15,"[32.5, 18.0]",A0715 +2099,12/12/2018,3786930,425969,1,425969,A0304507,A03,4,"[44.25, 9.0]",A0304 +2100,12/12/2018,3786888,439893,1,439893,A1005502,A10,5,"[22.75, 10.5]",A1005 +2101,12/12/2018,3786741,335349,1,335349,A1002203,A10,2,"[20.75, 6.0]",A1002 +2102,12/4/2018,3759605,452650,1,452650,A0901304,A09,1,"[26, 6.0]",A0901 +2103,12/4/2018,3759470,311355,1,311355,A0814101,A08,14,"[28.0, 16.5]",A0814 +2104,12/4/2018,3759474,439893,1,439893,A1005502,A10,5,"[22.75, 10.5]",A1005 +2105,12/4/2018,3759462,295842,1,295842,A0206505,A02,6,"[47.5, 10.5]",A0206 +2106,12/4/2018,3759459,303893,1,303893,A0904401,A09,4,"[24, 9.0]",A0904 +2107,12/4/2018,3759461,397511,1,397511,A1010403,A10,10,"[20.75, 13.5]",A1010 +2108,12/4/2018,3759461,397516,1,397516,A1010101,A10,10,"[20.75, 13.5]",A1010 +2109,12/4/2018,3759444,389086,1,389086,A0311406,A03,11,"[45.5, 15.0]",A0311 +2110,12/4/2018,3759445,263738,1,263738,A0412503,A04,12,"[41.0, 15.0]",A0412 +2111,12/4/2018,3759438,440469,2,440469,A1007401,A10,7,"[22.75, 12.0]",A1007 +2112,12/4/2018,3759438,440473,2,440473,A1008203,A10,8,"[20.75, 12.0]",A1008 +2113,12/4/2018,3759438,440474,2,440474,A1008301,A10,8,"[20.75, 12.0]",A1008 +2114,12/4/2018,3759411,438916,1,438916,A0316503,A03,16,"[44.25, 18.0]",A0316 +2115,12/4/2018,3759411,450078,1,450078,A0904104,A09,4,"[24, 9.0]",A0904 +2116,12/4/2018,3759411,461527,1,461527,A0313306,A03,13,"[45.5, 16.5]",A0313 +2117,12/4/2018,3759381,366684,1,366684,A0109101,A01,9,"[52.0, 13.5]",A0109 +2118,12/4/2018,3759353,292954,1,292954,A0416201,A04,16,"[41.0, 18.0]",A0416 +2119,12/4/2018,3759347,206888,1,206888,A0403503,A04,3,"[42.25, 9.0]",A0403 +2120,12/4/2018,3759347,290863,3,290863,A1011204,A10,11,"[22.75, 15.0]",A1011 +2121,12/4/2018,3759347,404884,1,404884,A0308402,A03,8,"[44.25, 12.0]",A0308 +2122,12/4/2018,3759302,425587,1,425587,A0305504,A03,5,"[45.5, 10.5]",A0305 +2123,12/4/2018,3759300,397390,1,397390,A0802404,A08,2,"[28.0, 6.0]",A0802 +2124,12/4/2018,3759290,348799,1,348799,A1009503,A10,9,"[22.75, 13.5]",A1009 +2125,12/4/2018,3759282,439926,1,439926,A1006503,A10,6,"[20.75, 10.5]",A1006 +2126,12/4/2018,3759282,439927,1,439927,A1006504,A10,6,"[20.75, 10.5]",A1006 +2127,12/4/2018,3759285,306461,1,306461,A0905101,A09,5,"[26, 10.5]",A0905 +2128,12/4/2018,3759269,371177,1,371177,A0320508,A03,20,"[44.25, 21.0]",A0320 +2129,12/4/2018,3759265,263736,1,263736,A0406401,A04,6,"[41.0, 10.5]",A0406 +2130,12/4/2018,3759264,404163,1,404163,A0902403,A09,2,"[24, 6.0]",A0902 +2131,12/4/2018,3759253,452650,1,452650,A0901304,A09,1,"[26, 6.0]",A0901 +2132,12/4/2018,3759235,263738,1,263738,A0412503,A04,12,"[41.0, 15.0]",A0412 +2133,12/4/2018,3759229,259767,1,259767,A0911101,A09,11,"[26, 15.0]",A0911 +2134,12/4/2018,3759227,409017,1,409017,A0221403,A02,21,"[48.75, 22.5]",A0221 +2135,12/4/2018,3759215,348791,1,348791,A0902203,A09,2,"[24, 6.0]",A0902 +2136,12/4/2018,3759210,348815,1,348815,A0904101,A09,4,"[24, 9.0]",A0904 +2137,12/4/2018,3759209,288152,2,288152,A0613503,A06,13,"[35.75, 16.5]",A0613 +2138,12/4/2018,3759209,362501,2,362501,A0708304,A07,8,"[31.25, 12.0]",A0708 +2139,12/4/2018,3759201,466405,1,466405,A1007503,A10,7,"[22.75, 12.0]",A1007 +2140,12/4/2018,3759186,348816,1,348816,A0908303,A09,8,"[24, 12.0]",A0908 +2141,12/4/2018,3759178,348791,1,348791,A0902203,A09,2,"[24, 6.0]",A0902 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12.0]",A1007 +2335,12/13/2018,3797401,295842,1,295842,A0206505,A02,6,"[47.5, 10.5]",A0206 +2336,12/13/2018,3797401,353788,1,353788,A0906503,A09,6,"[24, 10.5]",A0906 +2337,12/13/2018,3797401,376117,1,376117,A0804103,A08,4,"[28.0, 9.0]",A0804 +2338,12/13/2018,3797401,448504,1,448504,A0220503,A02,20,"[47.5, 21.0]",A0220 +2339,12/13/2018,3797401,465577,1,465577,A1004103,A10,4,"[20.75, 9.0]",A1004 +2340,12/13/2018,3796845,206223,1,206223,A0901103,A09,1,"[26, 6.0]",A0901 +2341,12/13/2018,3796542,372105,1,372105,A1022104,A10,22,"[20.75, 22.5]",A1022 +2342,12/13/2018,3796536,341956,1,341956,A1019201,A10,19,"[22.75, 21.0]",A1019 +2343,12/13/2018,3796529,445071,1,445071,A1019503,A10,19,"[22.75, 21.0]",A1019 +2344,12/13/2018,3796516,370819,1,370819,A0803102,A08,3,"[29.25, 9.0]",A0803 +2345,12/13/2018,3796500,452659,1,452659,A0908204,A09,8,"[24, 12.0]",A0908 +2346,12/13/2018,3796451,465577,1,465577,A1004103,A10,4,"[20.75, 9.0]",A1004 +2347,12/13/2018,3796443,446855,1,446855,A0919201,A09,19,"[26, 21.0]",A0919 +2348,12/13/2018,3796444,366682,1,366682,A0104403,A01,4,"[50.75, 9.0]",A0104 +2349,12/13/2018,3796440,348792,1,348792,A0902404,A09,2,"[24, 6.0]",A0902 +2350,12/13/2018,3796390,388041,1,388041,A0804403,A08,4,"[28.0, 9.0]",A0804 +2351,12/13/2018,3796226,424782,1,424782,A1015504,A10,15,"[22.75, 18.0]",A1015 +2352,12/13/2018,3796226,446856,1,446856,A0902401,A09,2,"[24, 6.0]",A0902 +2353,12/13/2018,3796226,449733,1,449733,A0918104,A09,18,"[24, 19.5]",A0918 +2354,12/13/2018,3794908,434122,1,434122,A1106403,A11,6,"[15.25, 10.5]",A1106 +2355,12/13/2018,3794908,450401,1,450401,A1115302,A11,15,"[19.5, 18.0]",A1115 +2356,12/13/2018,3794905,439926,1,439926,A1006503,A10,6,"[20.75, 10.5]",A1006 +2357,12/13/2018,3794905,440469,1,440469,A1007401,A10,7,"[22.75, 12.0]",A1007 +2358,12/13/2018,3794900,340387,1,340387,A0920103,A09,20,"[24, 21.0]",A0920 +2359,12/13/2018,3794712,318275,1,318275,A0908403,A09,8,"[24, 12.0]",A0908 +2360,12/13/2018,3794641,348799,1,348799,A1009503,A10,9,"[22.75, 13.5]",A1009 +2361,12/13/2018,3794638,449733,1,449733,A0918104,A09,18,"[24, 19.5]",A0918 +2362,12/13/2018,3794633,366659,1,366659,A0510402,A05,10,"[37.75, 13.5]",A0510 +2363,12/13/2018,3794633,466406,1,466406,A1007501,A10,7,"[22.75, 12.0]",A1007 +2364,12/13/2018,3794632,450077,1,450077,A0920204,A09,20,"[24, 21.0]",A0920 +2365,12/13/2018,3794629,353789,1,353789,A1002402,A10,2,"[20.75, 6.0]",A1002 +2366,12/13/2018,3794626,408363,1,408363,A0207102,A02,7,"[48.75, 12.0]",A0207 +2367,12/13/2018,3794624,339781,1,339781,A0918102,A09,18,"[24, 19.5]",A0918 +2368,12/13/2018,3794624,439925,1,439925,A1006501,A10,6,"[20.75, 10.5]",A1006 +2369,12/13/2018,3794619,452650,1,452650,A0901304,A09,1,"[26, 6.0]",A0901 +2370,12/13/2018,3794618,335349,1,335349,A1002203,A10,2,"[20.75, 6.0]",A1002 +2371,12/13/2018,3794615,459353,1,459353,A1016502,A10,16,"[20.75, 18.0]",A1016 +2372,12/13/2018,3794613,351391,1,351391,A0812503,A08,12,"[28.0, 15.0]",A0812 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13.5]",A0409 +2386,12/13/2018,3794530,452652,1,452652,A0406302,A04,6,"[41.0, 10.5]",A0406 +2387,12/13/2018,3794527,348799,1,348799,A1009503,A10,9,"[22.75, 13.5]",A1009 +2388,12/13/2018,3794519,440469,1,440469,A1007401,A10,7,"[22.75, 12.0]",A1007 +2389,12/13/2018,3794519,440470,1,440470,A1007403,A10,7,"[22.75, 12.0]",A1007 +2390,12/13/2018,3794519,440471,1,440471,A1008101,A10,8,"[20.75, 12.0]",A1008 +2391,12/13/2018,3794519,440472,1,440472,A1008102,A10,8,"[20.75, 12.0]",A1008 +2392,12/13/2018,3794519,440473,1,440473,A1008203,A10,8,"[20.75, 12.0]",A1008 +2393,12/13/2018,3794519,440474,1,440474,A1008301,A10,8,"[20.75, 12.0]",A1008 +2394,12/13/2018,3794476,424782,1,424782,A1015504,A10,15,"[22.75, 18.0]",A1015 +2395,12/13/2018,3794450,402543,1,402543,A1103502,A11,3,"[19.5, 9.0]",A1103 +2396,12/13/2018,3794447,465577,1,465577,A1004103,A10,4,"[20.75, 9.0]",A1004 +2397,12/13/2018,3794432,424784,3,424784,A0516102,A05,16,"[37.75, 18.0]",A0516 +2398,12/13/2018,3794433,388041,1,388041,A0804403,A08,4,"[28.0, 9.0]",A0804 +2399,12/13/2018,3794420,351391,1,351391,A0812503,A08,12,"[28.0, 15.0]",A0812 +2400,12/13/2018,3794388,351391,1,351391,A0812503,A08,12,"[28.0, 15.0]",A0812 +2401,12/13/2018,3794360,401730,1,401730,A0412404,A04,12,"[41.0, 15.0]",A0412 +2402,12/13/2018,3794360,434122,1,434122,A1106403,A11,6,"[15.25, 10.5]",A1106 +2403,12/13/2018,3794360,450401,1,450401,A1115302,A11,15,"[19.5, 18.0]",A1115 +2404,12/13/2018,3794349,288152,2,288152,A0613503,A06,13,"[35.75, 16.5]",A0613 +2405,12/13/2018,3794334,348799,1,348799,A1009503,A10,9,"[22.75, 13.5]",A1009 +2406,12/13/2018,3794307,335346,1,335346,A1011303,A10,11,"[22.75, 15.0]",A1011 +2407,12/13/2018,3794304,439926,1,439926,A1006503,A10,6,"[20.75, 10.5]",A1006 +2408,12/13/2018,3794304,440471,1,440471,A1008101,A10,8,"[20.75, 12.0]",A1008 +2409,12/13/2018,3794293,276870,1,276870,A0913203,A09,13,"[26, 16.5]",A0913 +2410,12/13/2018,3794293,339781,1,339781,A0918102,A09,18,"[24, 19.5]",A0918 +2411,12/13/2018,3794288,448369,1,448369,A0714404,A07,14,"[31.25, 16.5]",A0714 +2412,12/13/2018,3794288,458561,1,458561,A1001203,A10,1,"[22.75, 6.0]",A1001 +2413,12/13/2018,3794281,348799,1,348799,A1009503,A10,9,"[22.75, 13.5]",A1009 +2414,12/13/2018,3794281,348815,1,348815,A0904101,A09,4,"[24, 9.0]",A0904 +2415,12/13/2018,3794279,335346,1,335346,A1011303,A10,11,"[22.75, 15.0]",A1011 +2416,12/13/2018,3794279,434289,1,434289,A0714202,A07,14,"[31.25, 16.5]",A0714 +2417,12/13/2018,3794279,453966,2,453966,A1120202,A11,20,"[15.25, 21.0]",A1120 +2418,12/13/2018,3794279,458561,1,458561,A1001203,A10,1,"[22.75, 6.0]",A1001 +2419,12/13/2018,3794279,462114,1,462114,A1012304,A10,12,"[20.75, 15.0]",A1012 +2420,12/13/2018,3794264,423112,1,423112,A1004402,A10,4,"[20.75, 9.0]",A1004 +2421,12/13/2018,3794263,348799,1,348799,A1009503,A10,9,"[22.75, 13.5]",A1009 +2422,12/13/2018,3794256,444228,1,444228,A0910201,A09,10,"[24, 13.5]",A0910 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+2436,12/5/2018,3761775,402179,1,402179,A0619403,A06,19,"[35.75, 21.0]",A0619 +2437,12/5/2018,3761515,167719,1,167719,A0318506,A03,18,"[44.25, 19.5]",A0318 +2438,12/5/2018,3761515,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +2439,12/5/2018,3762942,419201,1,419201,A0503201,A05,3,"[39.0, 9.0]",A0503 +2440,12/5/2018,3762886,445070,1,445070,A0921501,A09,21,"[26, 22.5]",A0921 +2441,12/5/2018,3762833,311355,1,311355,A0814101,A08,14,"[28.0, 16.5]",A0814 +2442,12/5/2018,3762562,311355,1,311355,A0814101,A08,14,"[28.0, 16.5]",A0814 +2443,12/5/2018,3762559,281129,1,281129,A0605104,A06,5,"[35.75, 10.5]",A0605 +2444,12/5/2018,3762458,311355,1,311355,A0814101,A08,14,"[28.0, 16.5]",A0814 +2445,12/5/2018,3762372,459353,2,459353,A1016502,A10,16,"[20.75, 18.0]",A1016 +2446,12/5/2018,3762329,366682,1,366682,A0104403,A01,4,"[50.75, 9.0]",A0104 +2447,12/5/2018,3762277,253469,1,253469,A0604504,A06,4,"[34.5, 9.0]",A0604 +2448,12/5/2018,3762113,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +2449,12/5/2018,3762113,454548,1,454548,A0608201,A06,8,"[34.5, 12.0]",A0608 +2450,12/5/2018,3762110,332941,1,332941,A1017403,A10,17,"[22.75, 19.5]",A1017 +2451,12/5/2018,3762106,258929,1,258929,A0321508,A03,21,"[45.5, 22.5]",A0321 +2452,12/5/2018,3762106,353793,1,353793,A1022402,A10,22,"[20.75, 22.5]",A1022 +2453,12/5/2018,3762106,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +2454,12/5/2018,3762106,442024,1,442024,A0722203,A07,22,"[31.25, 22.5]",A0722 +2455,12/5/2018,3762076,367593,1,367593,A0701204,A07,1,"[32.5, 6.0]",A0701 +2456,12/5/2018,3762060,290863,1,290863,A1011204,A10,11,"[22.75, 15.0]",A1011 +2457,12/5/2018,3762060,387709,1,387709,A0404402,A04,4,"[41.0, 9.0]",A0404 +2458,12/5/2018,3762060,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +2459,12/5/2018,3762060,428271,1,428271,A0312305,A03,12,"[44.25, 15.0]",A0312 +2460,12/5/2018,3762060,452968,1,452968,A0619101,A06,19,"[35.75, 21.0]",A0619 +2461,12/5/2018,3762047,335345,1,335345,A1007502,A10,7,"[22.75, 12.0]",A1007 +2462,12/5/2018,3761943,437987,1,437987,A0507101,A05,7,"[39.0, 12.0]",A0507 +2463,12/5/2018,3761905,290540,1,290540,A0206308,A02,6,"[47.5, 10.5]",A0206 +2464,12/5/2018,3763251,440736,1,440736,A1013401,A10,13,"[22.75, 16.5]",A1013 +2465,12/5/2018,3763083,440736,1,440736,A1013401,A10,13,"[22.75, 16.5]",A1013 +2466,12/5/2018,3762039,179875,1,179875,A0322103,A03,22,"[44.25, 22.5]",A0322 +2467,12/5/2018,3762039,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +2468,12/5/2018,3763625,353788,1,353788,A0906503,A09,6,"[24, 10.5]",A0906 +2469,12/5/2018,3763598,450077,1,450077,A0920204,A09,20,"[24, 21.0]",A0920 +2470,12/5/2018,3763599,397345,1,397345,A0914202,A09,14,"[24, 16.5]",A0914 +2471,12/5/2018,3763595,466405,1,466405,A1007503,A10,7,"[22.75, 12.0]",A1007 +2472,12/5/2018,3763592,450078,1,450078,A0904104,A09,4,"[24, 9.0]",A0904 +2473,12/5/2018,3763588,445070,1,445070,A0921501,A09,21,"[26, 22.5]",A0921 +2474,12/5/2018,3763587,403935,1,403935,A0103104,A01,3,"[52.0, 9.0]",A0103 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21.0]",A1119 +2605,12/11/2018,3779888,402695,1,402695,A0314408,A03,14,"[44.25, 16.5]",A0314 +2606,12/11/2018,3779888,423113,2,423113,A1009102,A10,9,"[22.75, 13.5]",A1009 +2607,12/11/2018,3779888,426706,1,426706,A0513402,A05,13,"[39.0, 16.5]",A0513 +2608,12/11/2018,3779888,452650,1,452650,A0901304,A09,1,"[26, 6.0]",A0901 +2609,12/11/2018,3779883,263738,1,263738,A0412503,A04,12,"[41.0, 15.0]",A0412 +2610,12/11/2018,3779880,428395,1,428395,A0317205,A03,17,"[45.5, 19.5]",A0317 +2611,12/11/2018,3779879,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +2612,12/11/2018,3779877,420032,1,420032,A0901202,A09,1,"[26, 6.0]",A0901 +2613,12/11/2018,3779868,449733,1,449733,A0918104,A09,18,"[24, 19.5]",A0918 +2614,12/11/2018,3779864,361736,1,361736,A0208404,A02,8,"[47.5, 12.0]",A0208 +2615,12/11/2018,3779863,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +2616,12/11/2018,3781651,351391,1,351391,A0812503,A08,12,"[28.0, 15.0]",A0812 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16.5]",A0714 +2630,12/11/2018,3781381,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +2631,12/11/2018,3781338,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +2632,12/11/2018,3781287,404163,1,404163,A0902403,A09,2,"[24, 6.0]",A0902 +2633,12/11/2018,3781287,465577,1,465577,A1004103,A10,4,"[20.75, 9.0]",A1004 +2634,12/11/2018,3781238,118609,1,118609,A0322501,A03,22,"[44.25, 22.5]",A0322 +2635,12/11/2018,3781238,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +2636,12/11/2018,3781183,396484,1,396484,A0504302,A05,4,"[37.75, 9.0]",A0504 +2637,12/11/2018,3781191,338809,1,338809,A0604302,A06,4,"[34.5, 9.0]",A0604 +2638,12/11/2018,3781148,223437,1,223437,A0717103,A07,17,"[32.5, 19.5]",A0717 +2639,12/11/2018,3781148,358958,1,358958,A0915101,A09,15,"[26, 18.0]",A0915 +2640,12/11/2018,3781131,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +2641,12/11/2018,3781095,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 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9.0]",A1004 +2655,12/11/2018,3780818,436723,1,436723,A0410504,A04,10,"[41.0, 13.5]",A0410 +2656,12/11/2018,3780789,452968,1,452968,A0619101,A06,19,"[35.75, 21.0]",A0619 +2657,12/11/2018,3780789,465577,1,465577,A1004103,A10,4,"[20.75, 9.0]",A1004 +2658,12/11/2018,3780680,387761,1,387761,A0707303,A07,7,"[32.5, 12.0]",A0707 +2659,12/11/2018,3780700,460832,2,460832,A0415404,A04,15,"[42.25, 18.0]",A0415 +2660,12/11/2018,3780700,465577,1,465577,A1004103,A10,4,"[20.75, 9.0]",A1004 +2661,12/11/2018,3780664,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +2662,12/11/2018,3780664,445009,1,445009,A0621402,A06,21,"[35.75, 22.5]",A0621 +2663,12/11/2018,3780654,424786,1,424786,A1014403,A10,14,"[20.75, 16.5]",A1014 +2664,12/11/2018,3780654,445071,1,445071,A1019503,A10,19,"[22.75, 21.0]",A1019 +2665,12/11/2018,3780639,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +2666,12/11/2018,3780594,397512,1,397512,A1001501,A10,1,"[22.75, 6.0]",A1001 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15.0]",A0911 +2680,12/11/2018,3781673,263736,1,263736,A0406401,A04,6,"[41.0, 10.5]",A0406 +2681,12/11/2018,3781670,348799,1,348799,A1009503,A10,9,"[22.75, 13.5]",A1009 +2682,12/11/2018,3781671,348799,1,348799,A1009503,A10,9,"[22.75, 13.5]",A1009 +2683,12/11/2018,3781666,428272,1,428272,A0702402,A07,2,"[31.25, 6.0]",A0702 +2684,12/11/2018,3781665,453966,2,453966,A1120202,A11,20,"[15.25, 21.0]",A1120 +2685,12/11/2018,3781665,458561,1,458561,A1001203,A10,1,"[22.75, 6.0]",A1001 +2686,12/11/2018,3781665,462114,1,462114,A1012304,A10,12,"[20.75, 15.0]",A1012 +2687,12/11/2018,3781664,202889,1,202889,A0914502,A09,14,"[24, 16.5]",A0914 +2688,12/11/2018,3781656,263738,1,263738,A0412503,A04,12,"[41.0, 15.0]",A0412 +2689,12/11/2018,3781647,440469,2,440469,A1007401,A10,7,"[22.75, 12.0]",A1007 +2690,12/11/2018,3781647,440471,1,440471,A1008101,A10,8,"[20.75, 12.0]",A1008 +2691,12/11/2018,3781647,440473,1,440473,A1008203,A10,8,"[20.75, 12.0]",A1008 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13.5]",A0909 +2705,12/11/2018,3781597,440194,1,440194,A1106204,A11,6,"[15.25, 10.5]",A1106 +2706,12/11/2018,3781595,401696,1,401696,A0422502,A04,22,"[41.0, 22.5]",A0422 +2707,12/11/2018,3781593,348815,1,348815,A0904101,A09,4,"[24, 9.0]",A0904 +2708,12/11/2018,3781591,446855,1,446855,A0919201,A09,19,"[26, 21.0]",A0919 +2709,12/11/2018,3781589,370790,1,370790,A0902301,A09,2,"[24, 6.0]",A0902 +2710,12/11/2018,3781589,397345,1,397345,A0914202,A09,14,"[24, 16.5]",A0914 +2711,12/11/2018,3781587,294281,1,294281,A0401203,A04,1,"[42.25, 6.0]",A0401 +2712,12/11/2018,3781581,353792,1,353792,A0905302,A09,5,"[26, 10.5]",A0905 +2713,12/11/2018,3781579,419208,1,419208,A0503301,A05,3,"[39.0, 9.0]",A0503 +2714,12/11/2018,3781572,370817,1,370817,A0910502,A09,10,"[24, 13.5]",A0910 +2715,12/11/2018,3781562,348799,1,348799,A1009503,A10,9,"[22.75, 13.5]",A1009 +2716,12/11/2018,3781559,366659,1,366659,A0510402,A05,10,"[37.75, 13.5]",A0510 +2717,12/11/2018,3781559,466406,1,466406,A1007501,A10,7,"[22.75, 12.0]",A1007 +2718,12/11/2018,3781553,309462,8,309462,A1107203,A11,7,"[19.5, 12.0]",A1107 +2719,12/11/2018,3781553,432234,1,432234,A0407103,A04,7,"[42.25, 12.0]",A0407 +2720,12/11/2018,3781542,397506,1,397506,A1013402,A10,13,"[22.75, 16.5]",A1013 +2721,12/11/2018,3781542,397512,1,397512,A1001501,A10,1,"[22.75, 6.0]",A1001 +2722,12/11/2018,3781534,446844,1,446844,A0218507,A02,18,"[47.5, 19.5]",A0218 +2723,12/11/2018,3781526,372326,1,372326,A0308408,A03,8,"[44.25, 12.0]",A0308 +2724,12/11/2018,3781527,290863,1,290863,A1011204,A10,11,"[22.75, 15.0]",A1011 +2725,12/11/2018,3781519,308519,1,308519,A0520203,A05,20,"[37.75, 21.0]",A0520 +2726,12/11/2018,3781516,348799,1,348799,A1009503,A10,9,"[22.75, 13.5]",A1009 +2727,12/11/2018,3781506,322432,1,322432,A0912401,A09,12,"[24, 15.0]",A0912 +2728,12/11/2018,3781506,349072,1,349072,A1019304,A10,19,"[22.75, 21.0]",A1019 +2729,12/11/2018,3781503,295842,1,295842,A0206505,A02,6,"[47.5, 10.5]",A0206 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10.5]",A0706 +2743,12/11/2018,3781327,466974,1,466974,A1107204,A11,7,"[19.5, 12.0]",A1107 +2744,12/11/2018,3781322,425499,1,425499,A0306502,A03,6,"[44.25, 10.5]",A0306 +2745,12/11/2018,3781292,299903,1,299903,A0311105,A03,11,"[45.5, 15.0]",A0311 +2746,12/11/2018,3781231,419208,1,419208,A0503301,A05,3,"[39.0, 9.0]",A0503 +2747,12/11/2018,3781076,302739,2,302739,A0703201,A07,3,"[32.5, 9.0]",A0703 +2748,12/11/2018,3781076,362501,1,362501,A0708304,A07,8,"[31.25, 12.0]",A0708 +2749,12/11/2018,3781076,362502,1,362502,A0708401,A07,8,"[31.25, 12.0]",A0708 +2750,12/11/2018,3780933,344980,1,344980,A0410303,A04,10,"[41.0, 13.5]",A0410 +2751,12/11/2018,3780873,346868,1,346868,A0214302,A02,14,"[47.5, 16.5]",A0214 +2752,12/11/2018,3780800,295842,1,295842,A0206505,A02,6,"[47.5, 10.5]",A0206 +2753,12/11/2018,3780703,263956,1,263956,A0206501,A02,6,"[47.5, 10.5]",A0206 +2754,12/11/2018,3780697,458224,1,458224,A0404103,A04,4,"[41.0, 9.0]",A0404 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10.5]",A1005 +3116,12/7/2018,3770301,351391,1,351391,A0812503,A08,12,"[28.0, 15.0]",A0812 +3117,12/7/2018,3770301,452652,1,452652,A0406302,A04,6,"[41.0, 10.5]",A0406 +3118,12/7/2018,3770294,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3119,12/7/2018,3770294,464707,1,464707,A0321403,A03,21,"[45.5, 22.5]",A0321 +3120,12/7/2018,3770298,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3121,12/7/2018,3770291,353793,1,353793,A1022402,A10,22,"[20.75, 22.5]",A1022 +3122,12/7/2018,3770291,419201,1,419201,A0503201,A05,3,"[39.0, 9.0]",A0503 +3123,12/7/2018,3770291,422249,1,422249,A1115201,A11,15,"[19.5, 18.0]",A1115 +3124,12/7/2018,3770289,280053,1,280053,A0715204,A07,15,"[32.5, 18.0]",A0715 +3125,12/7/2018,3770289,329167,1,329167,A1106504,A11,6,"[15.25, 10.5]",A1106 +3126,12/7/2018,3770289,354785,1,354785,A1102101,A11,2,"[15.25, 6.0]",A1102 +3127,12/7/2018,3770289,440530,1,440530,A1002101,A10,2,"[20.75, 6.0]",A1002 +3128,12/7/2018,3770286,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3129,12/7/2018,3770286,402695,1,402695,A0314408,A03,14,"[44.25, 16.5]",A0314 +3130,12/7/2018,3770286,421584,1,421584,A0319105,A03,19,"[45.5, 21.0]",A0319 +3131,12/7/2018,3770277,344082,1,344082,A0203404,A02,3,"[48.75, 9.0]",A0203 +3132,12/7/2018,3770277,398717,1,398717,A0603404,A06,3,"[35.75, 9.0]",A0603 +3133,12/7/2018,3770269,458569,1,458569,A0714304,A07,14,"[31.25, 16.5]",A0714 +3134,12/7/2018,3770270,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3135,12/7/2018,3770268,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3136,12/7/2018,3770268,441483,1,441483,A0320505,A03,20,"[44.25, 21.0]",A0320 +3137,12/7/2018,3770216,412061,1,412061,A0702301,A07,2,"[31.25, 6.0]",A0702 +3138,12/7/2018,3770216,458550,1,458550,A0916103,A09,16,"[24, 18.0]",A0916 +3139,12/7/2018,3770216,460834,1,460834,A1119203,A11,19,"[19.5, 21.0]",A1119 +3140,12/7/2018,3770215,255370,1,255370,A0201104,A02,1,"[48.75, 6.0]",A0201 +3141,12/7/2018,3770215,465577,1,465577,A1004103,A10,4,"[20.75, 9.0]",A1004 +3142,12/7/2018,3770206,465577,1,465577,A1004103,A10,4,"[20.75, 9.0]",A1004 +3143,12/7/2018,3770187,452623,1,452623,A0621204,A06,21,"[35.75, 22.5]",A0621 +3144,12/7/2018,3770188,264229,1,264229,A0107502,A01,7,"[52.0, 12.0]",A0107 +3145,12/7/2018,3770188,409906,1,409906,A1108303,A11,8,"[15.25, 12.0]",A1108 +3146,12/7/2018,3770188,465577,1,465577,A1004103,A10,4,"[20.75, 9.0]",A1004 +3147,12/7/2018,3770186,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3148,12/7/2018,3770186,465708,1,465708,A1004502,A10,4,"[20.75, 9.0]",A1004 +3149,12/7/2018,3770182,459353,1,459353,A1016502,A10,16,"[20.75, 18.0]",A1016 +3150,12/7/2018,3770181,242622,1,242622,A0401501,A04,1,"[42.25, 6.0]",A0401 +3151,12/7/2018,3770181,290863,1,290863,A1011204,A10,11,"[22.75, 15.0]",A1011 +3152,12/7/2018,3770181,399013,1,399013,A0422404,A04,22,"[41.0, 22.5]",A0422 +3153,12/7/2018,3770180,280057,2,280057,A0717403,A07,17,"[32.5, 19.5]",A0717 +3154,12/7/2018,3770180,340306,1,340306,A0721304,A07,21,"[32.5, 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21.0]",A1019 +3194,12/7/2018,3769879,465577,1,465577,A1004103,A10,4,"[20.75, 9.0]",A1004 +3195,12/7/2018,3769698,250826,2,250826,A0612401,A06,12,"[34.5, 15.0]",A0612 +3196,12/7/2018,3769361,465577,1,465577,A1004103,A10,4,"[20.75, 9.0]",A1004 +3197,12/7/2018,3768906,422249,1,422249,A1115201,A11,15,"[19.5, 18.0]",A1115 +3198,12/7/2018,3768961,299865,1,299865,A0412501,A04,12,"[41.0, 15.0]",A0412 +3199,12/7/2018,3768895,280051,1,280051,A0717101,A07,17,"[32.5, 19.5]",A0717 +3200,12/7/2018,3768887,434127,1,434127,A0801403,A08,1,"[29.25, 6.0]",A0801 +3201,12/7/2018,3768887,445070,1,445070,A0921501,A09,21,"[26, 22.5]",A0921 +3202,12/7/2018,3768857,290863,1,290863,A1011204,A10,11,"[22.75, 15.0]",A1011 +3203,12/7/2018,3768857,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3204,12/7/2018,3768810,450075,1,450075,A0916101,A09,16,"[24, 18.0]",A0916 +3205,12/7/2018,3768803,353788,1,353788,A0906503,A09,6,"[24, 10.5]",A0906 +3206,12/7/2018,3768803,450075,1,450075,A0916101,A09,16,"[24, 18.0]",A0916 +3207,12/7/2018,3768774,453963,1,453963,A1120101,A11,20,"[15.25, 21.0]",A1120 +3208,12/7/2018,3768774,453965,1,453965,A1019401,A10,19,"[22.75, 21.0]",A1019 +3209,12/7/2018,3768733,439893,1,439893,A1005502,A10,5,"[22.75, 10.5]",A1005 +3210,12/7/2018,3768733,452652,1,452652,A0406302,A04,6,"[41.0, 10.5]",A0406 +3211,12/7/2018,3768677,449320,1,449320,A0713101,A07,13,"[32.5, 16.5]",A0713 +3212,12/7/2018,3768659,373845,1,373845,A1113203,A11,13,"[19.5, 16.5]",A1113 +3213,12/7/2018,3768655,340306,1,340306,A0721304,A07,21,"[32.5, 22.5]",A0721 +3214,12/7/2018,3768647,370784,1,370784,A1014504,A10,14,"[20.75, 16.5]",A1014 +3215,12/7/2018,3768522,372952,3,372952,A0103204,A01,3,"[52.0, 9.0]",A0103 +3216,12/7/2018,3768522,465577,1,465577,A1004103,A10,4,"[20.75, 9.0]",A1004 +3217,12/7/2018,3768507,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3218,12/7/2018,3768507,465577,1,465577,A1004103,A10,4,"[20.75, 9.0]",A1004 +3219,12/7/2018,3768371,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3220,12/7/2018,3768371,402695,1,402695,A0314408,A03,14,"[44.25, 16.5]",A0314 +3221,12/7/2018,3768335,170747,1,170747,A0322503,A03,22,"[44.25, 22.5]",A0322 +3222,12/7/2018,3768335,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3223,12/7/2018,3768263,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3224,12/7/2018,3767871,396484,1,396484,A0504302,A05,4,"[37.75, 9.0]",A0504 +3225,12/7/2018,3767798,411107,1,411107,A0614103,A06,14,"[34.5, 16.5]",A0614 +3226,12/7/2018,3767767,299850,1,299850,A0610103,A06,10,"[34.5, 13.5]",A0610 +3227,12/7/2018,3767755,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3228,12/7/2018,3770980,348791,1,348791,A0902203,A09,2,"[24, 6.0]",A0902 +3229,12/7/2018,3770980,370781,1,370781,A1008402,A10,8,"[20.75, 12.0]",A1008 +3230,12/7/2018,3770980,370790,1,370790,A0902301,A09,2,"[24, 6.0]",A0902 +3231,12/7/2018,3770968,423112,1,423112,A1004402,A10,4,"[20.75, 9.0]",A1004 +3232,12/7/2018,3770969,450078,1,450078,A0904104,A09,4,"[24, 9.0]",A0904 +3233,12/7/2018,3770952,264149,1,264149,A0911204,A09,11,"[26, 15.0]",A0911 +3234,12/7/2018,3770952,446856,1,446856,A0902401,A09,2,"[24, 6.0]",A0902 +3235,12/7/2018,3770952,449733,1,449733,A0918104,A09,18,"[24, 19.5]",A0918 +3236,12/7/2018,3770950,366683,1,366683,A0104501,A01,4,"[50.75, 9.0]",A0104 +3237,12/7/2018,3770950,465577,1,465577,A1004103,A10,4,"[20.75, 9.0]",A1004 +3238,12/7/2018,3770943,322439,1,322439,A0918401,A09,18,"[24, 19.5]",A0918 +3239,12/7/2018,3770930,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3240,12/7/2018,3770932,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3241,12/7/2018,3770932,434190,1,434190,A0307407,A03,7,"[45.5, 12.0]",A0307 +3242,12/7/2018,3770920,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3243,12/7/2018,3770920,402695,1,402695,A0314408,A03,14,"[44.25, 16.5]",A0314 +3244,12/7/2018,3770927,427602,1,427602,A1002201,A10,2,"[20.75, 6.0]",A1002 +3245,12/7/2018,3770917,408367,1,408367,A0101403,A01,1,"[52.0, 6.0]",A0101 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16.5]",A0714 +3297,12/13/2018,3802879,372093,1,372093,A1001201,A10,1,"[22.75, 6.0]",A1001 +3298,12/13/2018,3802877,335952,1,335952,A1011301,A10,11,"[22.75, 15.0]",A1011 +3299,12/13/2018,3802872,366684,1,366684,A0109101,A01,9,"[52.0, 13.5]",A0109 +3300,12/13/2018,3802871,445070,1,445070,A0921501,A09,21,"[26, 22.5]",A0921 +3301,12/13/2018,3802855,332260,1,332260,A0101204,A01,1,"[52.0, 6.0]",A0101 +3302,12/13/2018,3802855,465577,1,465577,A1004103,A10,4,"[20.75, 9.0]",A1004 +3303,12/13/2018,3802850,398060,1,398060,A0514101,A05,14,"[37.75, 16.5]",A0514 +3304,12/13/2018,3802838,253469,1,253469,A0604504,A06,4,"[34.5, 9.0]",A0604 +3305,12/13/2018,3802824,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3306,12/13/2018,3802823,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3307,12/13/2018,3802707,330661,1,330661,A0802104,A08,2,"[28.0, 6.0]",A0802 +3308,12/13/2018,3802707,347599,1,347599,A0913402,A09,13,"[26, 16.5]",A0913 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12.0]",A1008 +3322,12/13/2018,3802656,424782,1,424782,A1015504,A10,15,"[22.75, 18.0]",A1015 +3323,12/13/2018,3802631,419201,1,419201,A0503201,A05,3,"[39.0, 9.0]",A0503 +3324,12/13/2018,3802580,263736,2,263736,A0406401,A04,6,"[41.0, 10.5]",A0406 +3325,12/13/2018,3802580,325908,1,325908,A0222402,A02,22,"[47.5, 22.5]",A0222 +3326,12/13/2018,3802580,362101,1,362101,A0608504,A06,8,"[34.5, 12.0]",A0608 +3327,12/13/2018,3802580,465577,1,465577,A1004103,A10,4,"[20.75, 9.0]",A1004 +3328,12/13/2018,3802538,444802,1,444802,A0307104,A03,7,"[45.5, 12.0]",A0307 +3329,12/13/2018,3802456,319773,1,319773,A0804101,A08,4,"[28.0, 9.0]",A0804 +3330,12/13/2018,3802377,351391,1,351391,A0812503,A08,12,"[28.0, 15.0]",A0812 +3331,12/13/2018,3802345,366659,1,366659,A0510402,A05,10,"[37.75, 13.5]",A0510 +3332,12/13/2018,3802345,466406,1,466406,A1007501,A10,7,"[22.75, 12.0]",A1007 +3333,12/13/2018,3802331,372093,1,372093,A1001201,A10,1,"[22.75, 6.0]",A1001 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21.0]",A0920 +3347,12/13/2018,3802199,465577,1,465577,A1004103,A10,4,"[20.75, 9.0]",A1004 +3348,12/13/2018,3802170,263417,1,263417,A0204503,A02,4,"[47.5, 9.0]",A0204 +3349,12/13/2018,3802170,342555,1,342555,A0208201,A02,8,"[47.5, 12.0]",A0208 +3350,12/13/2018,3802170,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3351,12/13/2018,3802170,465577,1,465577,A1004103,A10,4,"[20.75, 9.0]",A1004 +3352,12/13/2018,3802169,352261,1,352261,A1003201,A10,3,"[22.75, 9.0]",A1003 +3353,12/13/2018,3802169,452968,1,452968,A0619101,A06,19,"[35.75, 21.0]",A0619 +3354,12/13/2018,3802165,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3355,12/13/2018,3802161,370817,1,370817,A0910502,A09,10,"[24, 13.5]",A0910 +3356,12/13/2018,3802161,423112,1,423112,A1004402,A10,4,"[20.75, 9.0]",A1004 +3357,12/13/2018,3802156,445070,1,445070,A0921501,A09,21,"[26, 22.5]",A0921 +3358,12/13/2018,3802159,372173,1,372173,A0318403,A03,18,"[44.25, 19.5]",A0318 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15.0]",A0412 +3694,12/3/2018,3756744,348814,1,348814,A0908102,A09,8,"[24, 12.0]",A0908 +3695,12/3/2018,3756647,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3696,12/3/2018,3756298,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3697,12/3/2018,3756298,402695,1,402695,A0314408,A03,14,"[44.25, 16.5]",A0314 +3698,12/3/2018,3756269,254222,1,254222,A0719102,A07,19,"[32.5, 21.0]",A0719 +3699,12/3/2018,3756272,424784,2,424784,A0516102,A05,16,"[37.75, 18.0]",A0516 +3700,12/3/2018,3756177,311355,1,311355,A0814101,A08,14,"[28.0, 16.5]",A0814 +3701,12/3/2018,3756177,444228,1,444228,A0910201,A09,10,"[24, 13.5]",A0910 +3702,12/3/2018,3756157,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3703,12/3/2018,3756161,264151,1,264151,A0911302,A09,11,"[26, 15.0]",A0911 +3704,12/3/2018,3756132,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3705,12/3/2018,3755977,452968,1,452968,A0619101,A06,19,"[35.75, 21.0]",A0619 +3706,12/3/2018,3755641,348799,1,348799,A1009503,A10,9,"[22.75, 13.5]",A1009 +3707,12/3/2018,3755631,422249,1,422249,A1115201,A11,15,"[19.5, 18.0]",A1115 +3708,12/3/2018,3755605,439926,1,439926,A1006503,A10,6,"[20.75, 10.5]",A1006 +3709,12/3/2018,3755605,439927,1,439927,A1006504,A10,6,"[20.75, 10.5]",A1006 +3710,12/3/2018,3755588,370816,1,370816,A0910404,A09,10,"[24, 13.5]",A0910 +3711,12/3/2018,3755588,370817,1,370817,A0910502,A09,10,"[24, 13.5]",A0910 +3712,12/3/2018,3755585,351391,1,351391,A0812503,A08,12,"[28.0, 15.0]",A0812 +3713,12/3/2018,3755575,442223,1,442223,A1004201,A10,4,"[20.75, 9.0]",A1004 +3714,12/3/2018,3755575,454369,1,454369,A0608204,A06,8,"[34.5, 12.0]",A0608 +3715,12/3/2018,3755564,348799,1,348799,A1009503,A10,9,"[22.75, 13.5]",A1009 +3716,12/3/2018,3755566,370781,1,370781,A1008402,A10,8,"[20.75, 12.0]",A1008 +3717,12/3/2018,3755189,348799,1,348799,A1009503,A10,9,"[22.75, 13.5]",A1009 +3718,12/3/2018,3755190,406455,2,406455,A0822102,A08,22,"[28.0, 22.5]",A0822 +3719,12/3/2018,3755186,348799,2,348799,A1009503,A10,9,"[22.75, 13.5]",A1009 +3720,12/3/2018,3755187,408363,1,408363,A0207102,A02,7,"[48.75, 12.0]",A0207 +3721,12/3/2018,3755182,433414,1,433414,A0304207,A03,4,"[44.25, 9.0]",A0304 +3722,12/3/2018,3755169,306457,1,306457,A0904503,A09,4,"[24, 9.0]",A0904 +3723,12/3/2018,3755169,331628,1,331628,A1020402,A10,20,"[20.75, 21.0]",A1020 +3724,12/3/2018,3755022,263736,1,263736,A0406401,A04,6,"[41.0, 10.5]",A0406 +3725,12/3/2018,3754997,353789,1,353789,A1002402,A10,2,"[20.75, 6.0]",A1002 +3726,12/3/2018,3754997,370818,1,370818,A0911303,A09,11,"[26, 15.0]",A0911 +3727,12/3/2018,3754992,348791,1,348791,A0902203,A09,2,"[24, 6.0]",A0902 +3728,12/3/2018,3754988,348799,1,348799,A1009503,A10,9,"[22.75, 13.5]",A1009 +3729,12/3/2018,3754956,444228,1,444228,A0910201,A09,10,"[24, 13.5]",A0910 +3730,12/3/2018,3754952,267283,1,267283,A0809104,A08,9,"[29.25, 13.5]",A0809 +3731,12/3/2018,3754952,267288,1,267288,A0809301,A08,9,"[29.25, 13.5]",A0809 +3732,12/3/2018,3754952,439405,1,439405,A0403203,A04,3,"[42.25, 9.0]",A0403 +3733,12/3/2018,3754950,353789,1,353789,A1002402,A10,2,"[20.75, 6.0]",A1002 +3734,12/3/2018,3754950,353793,1,353793,A1022402,A10,22,"[20.75, 22.5]",A1022 +3735,12/3/2018,3754950,370815,1,370815,A0910204,A09,10,"[24, 13.5]",A0910 +3736,12/3/2018,3754938,263738,1,263738,A0412503,A04,12,"[41.0, 15.0]",A0412 +3737,12/3/2018,3754940,403849,1,403849,A0308201,A03,8,"[44.25, 12.0]",A0308 +3738,12/3/2018,3754934,366681,1,366681,A0104402,A01,4,"[50.75, 9.0]",A0104 +3739,12/3/2018,3754924,366659,1,366659,A0510402,A05,10,"[37.75, 13.5]",A0510 +3740,12/3/2018,3754924,466406,1,466406,A1007501,A10,7,"[22.75, 12.0]",A1007 +3741,12/3/2018,3754919,351391,1,351391,A0812503,A08,12,"[28.0, 15.0]",A0812 +3742,12/3/2018,3754919,434125,1,434125,A0912502,A09,12,"[24, 15.0]",A0912 +3743,12/3/2018,3754910,370818,1,370818,A0911303,A09,11,"[26, 15.0]",A0911 +3744,12/3/2018,3754905,419207,1,419207,A0503203,A05,3,"[39.0, 9.0]",A0503 +3745,12/3/2018,3754902,461527,1,461527,A0313306,A03,13,"[45.5, 16.5]",A0313 +3746,12/3/2018,3754899,260229,1,260229,A0920303,A09,20,"[24, 21.0]",A0920 +3747,12/3/2018,3754804,459353,1,459353,A1016502,A10,16,"[20.75, 18.0]",A1016 +3748,12/3/2018,3754794,422249,1,422249,A1115201,A11,15,"[19.5, 18.0]",A1115 +3749,12/3/2018,3754794,439893,1,439893,A1005502,A10,5,"[22.75, 10.5]",A1005 +3750,12/3/2018,3754789,348799,1,348799,A1009503,A10,9,"[22.75, 13.5]",A1009 +3751,12/3/2018,3754786,310358,1,310358,A1103102,A11,3,"[19.5, 9.0]",A1103 +3752,12/3/2018,3754786,387091,1,387091,A0609201,A06,9,"[35.75, 13.5]",A0609 +3753,12/3/2018,3754786,452603,1,452603,A1006403,A10,6,"[20.75, 10.5]",A1006 +3754,12/3/2018,3754781,440530,1,440530,A1002101,A10,2,"[20.75, 6.0]",A1002 +3755,12/3/2018,3754780,348799,1,348799,A1009503,A10,9,"[22.75, 13.5]",A1009 +3756,12/3/2018,3754769,308519,2,308519,A0520203,A05,20,"[37.75, 21.0]",A0520 +3757,12/3/2018,3754747,441092,6,441092,A1006402,A10,6,"[20.75, 10.5]",A1006 +3758,12/3/2018,3754752,348799,1,348799,A1009503,A10,9,"[22.75, 13.5]",A1009 +3759,12/3/2018,3754727,348799,1,348799,A1009503,A10,9,"[22.75, 13.5]",A1009 +3760,12/3/2018,3754720,440469,1,440469,A1007401,A10,7,"[22.75, 12.0]",A1007 +3761,12/3/2018,3754720,440470,1,440470,A1007403,A10,7,"[22.75, 12.0]",A1007 +3762,12/3/2018,3754703,450078,1,450078,A0904104,A09,4,"[24, 9.0]",A0904 +3763,12/3/2018,3754691,263738,1,263738,A0412503,A04,12,"[41.0, 15.0]",A0412 +3764,12/3/2018,3754679,353788,1,353788,A0906503,A09,6,"[24, 10.5]",A0906 +3765,12/3/2018,3754680,370781,1,370781,A1008402,A10,8,"[20.75, 12.0]",A1008 +3766,12/3/2018,3754667,366684,1,366684,A0109101,A01,9,"[52.0, 13.5]",A0109 +3767,12/14/2018,3806400,295842,1,295842,A0206505,A02,6,"[47.5, 10.5]",A0206 +3768,12/14/2018,3806376,348799,1,348799,A1009503,A10,9,"[22.75, 13.5]",A1009 +3769,12/14/2018,3806238,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3770,12/14/2018,3806238,457090,1,457090,A0520403,A05,20,"[37.75, 21.0]",A0520 +3771,12/14/2018,3806239,290863,1,290863,A1011204,A10,11,"[22.75, 15.0]",A1011 +3772,12/14/2018,3806235,339211,1,339211,A0614203,A06,14,"[34.5, 16.5]",A0614 +3773,12/14/2018,3806233,465577,1,465577,A1004103,A10,4,"[20.75, 9.0]",A1004 +3774,12/14/2018,3806224,290863,2,290863,A1011204,A10,11,"[22.75, 15.0]",A1011 +3775,12/14/2018,3806224,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3776,12/14/2018,3806224,465577,1,465577,A1004103,A10,4,"[20.75, 9.0]",A1004 +3777,12/14/2018,3806217,18849,1,18849,A0615301,A06,15,"[35.75, 18.0]",A0615 +3778,12/14/2018,3806217,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3779,12/14/2018,3806217,440530,1,440530,A1002101,A10,2,"[20.75, 6.0]",A1002 +3780,12/14/2018,3806216,370816,1,370816,A0910404,A09,10,"[24, 13.5]",A0910 +3781,12/14/2018,3806216,423129,1,423129,A1012104,A10,12,"[20.75, 15.0]",A1012 +3782,12/14/2018,3806213,332917,1,332917,A0503404,A05,3,"[39.0, 9.0]",A0503 +3783,12/14/2018,3806212,342555,1,342555,A0208201,A02,8,"[47.5, 12.0]",A0208 +3784,12/14/2018,3806205,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3785,12/14/2018,3806202,419201,1,419201,A0503201,A05,3,"[39.0, 9.0]",A0503 +3786,12/14/2018,3806196,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3787,12/14/2018,3806196,464707,1,464707,A0321403,A03,21,"[45.5, 22.5]",A0321 +3788,12/14/2018,3806193,345534,1,345534,A0316203,A03,16,"[44.25, 18.0]",A0316 +3789,12/14/2018,3806193,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3790,12/14/2018,3806169,445070,1,445070,A0921501,A09,21,"[26, 22.5]",A0921 +3791,12/14/2018,3806163,353789,1,353789,A1002402,A10,2,"[20.75, 6.0]",A1002 +3792,12/14/2018,3806164,330863,1,330863,A1002502,A10,2,"[20.75, 6.0]",A1002 +3793,12/14/2018,3806126,426687,1,426687,A0610504,A06,10,"[34.5, 13.5]",A0610 +3794,12/14/2018,3806119,465577,1,465577,A1004103,A10,4,"[20.75, 9.0]",A1004 +3795,12/14/2018,3806118,466405,2,466405,A1007503,A10,7,"[22.75, 12.0]",A1007 +3796,12/14/2018,3806118,466406,1,466406,A1007501,A10,7,"[22.75, 12.0]",A1007 +3797,12/14/2018,3806108,399610,1,399610,A1011202,A10,11,"[22.75, 15.0]",A1011 +3798,12/14/2018,3806105,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3799,12/14/2018,3806099,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3800,12/14/2018,3806080,440472,1,440472,A1008102,A10,8,"[20.75, 12.0]",A1008 +3801,12/14/2018,3806081,366659,2,366659,A0510402,A05,10,"[37.75, 13.5]",A0510 +3802,12/14/2018,3806081,466406,2,466406,A1007501,A10,7,"[22.75, 12.0]",A1007 +3803,12/14/2018,3806078,388041,1,388041,A0804403,A08,4,"[28.0, 9.0]",A0804 +3804,12/14/2018,3806073,259769,1,259769,A0911103,A09,11,"[26, 15.0]",A0911 +3805,12/14/2018,3806073,335952,1,335952,A1011301,A10,11,"[22.75, 15.0]",A1011 +3806,12/14/2018,3806067,436724,1,436724,A0411302,A04,11,"[42.25, 15.0]",A0411 +3807,12/14/2018,3806067,465577,1,465577,A1004103,A10,4,"[20.75, 9.0]",A1004 +3808,12/14/2018,3806053,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3809,12/14/2018,3806047,254222,1,254222,A0719102,A07,19,"[32.5, 21.0]",A0719 +3810,12/14/2018,3806044,339212,1,339212,A0612403,A06,12,"[34.5, 15.0]",A0612 +3811,12/14/2018,3806044,342555,1,342555,A0208201,A02,8,"[47.5, 12.0]",A0208 +3812,12/14/2018,3806034,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3813,12/14/2018,3806029,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3814,12/14/2018,3806023,350078,1,350078,A0512403,A05,12,"[37.75, 15.0]",A0512 +3815,12/14/2018,3806023,441092,1,441092,A1006402,A10,6,"[20.75, 10.5]",A1006 +3816,12/14/2018,3806024,423112,2,423112,A1004402,A10,4,"[20.75, 9.0]",A1004 +3817,12/14/2018,3806024,423129,1,423129,A1012104,A10,12,"[20.75, 15.0]",A1012 +3818,12/14/2018,3806000,340101,1,340101,A0719403,A07,19,"[32.5, 21.0]",A0719 +3819,12/14/2018,3806000,366661,1,366661,A0510503,A05,10,"[37.75, 13.5]",A0510 +3820,12/14/2018,3806000,466405,1,466405,A1007503,A10,7,"[22.75, 12.0]",A1007 +3821,12/14/2018,3806000,466406,1,466406,A1007501,A10,7,"[22.75, 12.0]",A1007 +3822,12/14/2018,3805834,441092,1,441092,A1006402,A10,6,"[20.75, 10.5]",A1006 +3823,12/14/2018,3805836,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3824,12/14/2018,3805824,303826,2,303826,A0610404,A06,10,"[34.5, 13.5]",A0610 +3825,12/14/2018,3805827,179874,1,179874,A0321404,A03,21,"[45.5, 22.5]",A0321 +3826,12/14/2018,3805827,179875,1,179875,A0322103,A03,22,"[44.25, 22.5]",A0322 +3827,12/14/2018,3805827,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3828,12/14/2018,3805798,444228,1,444228,A0910201,A09,10,"[24, 13.5]",A0910 +3829,12/14/2018,3805800,404160,1,404160,A0911203,A09,11,"[26, 15.0]",A0911 +3830,12/14/2018,3805800,450077,1,450077,A0920204,A09,20,"[24, 21.0]",A0920 +3831,12/14/2018,3805768,370781,1,370781,A1008402,A10,8,"[20.75, 12.0]",A1008 +3832,12/14/2018,3805768,370812,1,370812,A0905502,A09,5,"[26, 10.5]",A0905 +3833,12/14/2018,3805768,423147,1,423147,A1008302,A10,8,"[20.75, 12.0]",A1008 +3834,12/14/2018,3805752,231197,1,231197,A0619503,A06,19,"[35.75, 21.0]",A0619 +3835,12/14/2018,3805694,263738,1,263738,A0412503,A04,12,"[41.0, 15.0]",A0412 +3836,12/14/2018,3805692,366684,1,366684,A0109101,A01,9,"[52.0, 13.5]",A0109 +3837,12/14/2018,3805603,342555,1,342555,A0208201,A02,8,"[47.5, 12.0]",A0208 +3838,12/14/2018,3805633,342555,5,342555,A0208201,A02,8,"[47.5, 12.0]",A0208 +3839,12/14/2018,3805633,465577,1,465577,A1004103,A10,4,"[20.75, 9.0]",A1004 +3840,12/14/2018,3805574,431861,1,431861,A0701202,A07,1,"[32.5, 6.0]",A0701 +3841,12/14/2018,3805528,449048,2,449048,A0714204,A07,14,"[31.25, 16.5]",A0714 +3842,12/14/2018,3805492,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3843,12/14/2018,3805470,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3844,12/14/2018,3805470,445009,1,445009,A0621402,A06,21,"[35.75, 22.5]",A0621 +3845,12/14/2018,3805449,465577,1,465577,A1004103,A10,4,"[20.75, 9.0]",A1004 +3846,12/14/2018,3805443,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3847,12/14/2018,3805443,464707,1,464707,A0321403,A03,21,"[45.5, 22.5]",A0321 +3848,12/14/2018,3805441,307785,1,307785,A0220203,A02,20,"[47.5, 21.0]",A0220 +3849,12/14/2018,3805441,465577,1,465577,A1004103,A10,4,"[20.75, 9.0]",A1004 +3850,12/14/2018,3805434,454548,1,454548,A0608201,A06,8,"[34.5, 12.0]",A0608 +3851,12/14/2018,3805436,459988,1,459988,A0722403,A07,22,"[31.25, 22.5]",A0722 +3852,12/14/2018,3805431,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3853,12/14/2018,3805431,465577,1,465577,A1004103,A10,4,"[20.75, 9.0]",A1004 +3854,12/14/2018,3805367,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3855,12/14/2018,3805363,465577,1,465577,A1004103,A10,4,"[20.75, 9.0]",A1004 +3856,12/14/2018,3805357,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3857,12/14/2018,3805343,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3858,12/14/2018,3805311,458573,1,458573,A0716201,A07,16,"[31.25, 18.0]",A0716 +3859,12/14/2018,3805292,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3860,12/14/2018,3805292,402695,1,402695,A0314408,A03,14,"[44.25, 16.5]",A0314 +3861,12/14/2018,3805287,309462,5,309462,A1107203,A11,7,"[19.5, 12.0]",A1107 +3862,12/14/2018,3805287,330857,1,330857,A0622403,A06,22,"[34.5, 22.5]",A0622 +3863,12/14/2018,3805287,432234,1,432234,A0407103,A04,7,"[42.25, 12.0]",A0407 +3864,12/14/2018,3805287,465577,1,465577,A1004103,A10,4,"[20.75, 9.0]",A1004 +3865,12/14/2018,3805262,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3866,12/14/2018,3805262,445009,1,445009,A0621402,A06,21,"[35.75, 22.5]",A0621 +3867,12/14/2018,3805259,253469,1,253469,A0604504,A06,4,"[34.5, 9.0]",A0604 +3868,12/14/2018,3805253,335349,1,335349,A1002203,A10,2,"[20.75, 6.0]",A1002 +3869,12/14/2018,3805253,442023,1,442023,A0702503,A07,2,"[31.25, 6.0]",A0702 +3870,12/14/2018,3805205,263738,1,263738,A0412503,A04,12,"[41.0, 15.0]",A0412 +3871,12/14/2018,3805131,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 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18.0]",A0516 +3885,12/14/2018,3804471,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3886,12/14/2018,3804190,348799,1,348799,A1009503,A10,9,"[22.75, 13.5]",A1009 +3887,12/14/2018,3804180,437821,1,437821,A0617503,A06,17,"[35.75, 19.5]",A0617 +3888,12/14/2018,3804157,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3889,12/14/2018,3804157,452873,1,452873,A0520304,A05,20,"[37.75, 21.0]",A0520 +3890,12/14/2018,3804153,365944,1,365944,A0609301,A06,9,"[35.75, 13.5]",A0609 +3891,12/14/2018,3804153,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3892,12/14/2018,3804139,465577,1,465577,A1004103,A10,4,"[20.75, 9.0]",A1004 +3893,12/14/2018,3804131,432234,1,432234,A0407103,A04,7,"[42.25, 12.0]",A0407 +3894,12/14/2018,3804131,434113,1,434113,A0407202,A04,7,"[42.25, 12.0]",A0407 +3895,12/14/2018,3804127,346413,1,346413,A0701502,A07,1,"[32.5, 6.0]",A0701 +3896,12/14/2018,3808806,263738,1,263738,A0412503,A04,12,"[41.0, 15.0]",A0412 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10.5]",A1106 +3923,12/10/2018,3776668,355811,1,355811,A1007202,A10,7,"[22.75, 12.0]",A1007 +3924,12/10/2018,3776661,425969,1,425969,A0304507,A03,4,"[44.25, 9.0]",A0304 +3925,12/10/2018,3776652,202889,1,202889,A0914502,A09,14,"[24, 16.5]",A0914 +3926,12/10/2018,3776652,366659,1,366659,A0510402,A05,10,"[37.75, 13.5]",A0510 +3927,12/10/2018,3776652,466406,1,466406,A1007501,A10,7,"[22.75, 12.0]",A1007 +3928,12/10/2018,3776640,452650,1,452650,A0901304,A09,1,"[26, 6.0]",A0901 +3929,12/10/2018,3776549,450075,1,450075,A0916101,A09,16,"[24, 18.0]",A0916 +3930,12/10/2018,3777862,348799,1,348799,A1009503,A10,9,"[22.75, 13.5]",A1009 +3931,12/10/2018,3777847,395248,1,395248,A0710101,A07,10,"[31.25, 13.5]",A0710 +3932,12/10/2018,3777849,419201,1,419201,A0503201,A05,3,"[39.0, 9.0]",A0503 +3933,12/10/2018,3777840,461527,1,461527,A0313306,A03,13,"[45.5, 16.5]",A0313 +3934,12/10/2018,3777842,452650,1,452650,A0901304,A09,1,"[26, 6.0]",A0901 +3935,12/10/2018,3777842,452652,1,452652,A0406302,A04,6,"[41.0, 10.5]",A0406 +3936,12/10/2018,3777833,335350,1,335350,A1017501,A10,17,"[22.75, 19.5]",A1017 +3937,12/10/2018,3777822,450075,1,450075,A0916101,A09,16,"[24, 18.0]",A0916 +3938,12/10/2018,3777819,348815,1,348815,A0904101,A09,4,"[24, 9.0]",A0904 +3939,12/10/2018,3777789,263736,1,263736,A0406401,A04,6,"[41.0, 10.5]",A0406 +3940,12/10/2018,3777790,351391,1,351391,A0812503,A08,12,"[28.0, 15.0]",A0812 +3941,12/10/2018,3777787,348815,1,348815,A0904101,A09,4,"[24, 9.0]",A0904 +3942,12/10/2018,3777787,397345,1,397345,A0914202,A09,14,"[24, 16.5]",A0914 +3943,12/10/2018,3777785,427755,1,427755,A0202206,A02,2,"[47.5, 6.0]",A0202 +3944,12/10/2018,3777779,434287,1,434287,A0714102,A07,14,"[31.25, 16.5]",A0714 +3945,12/10/2018,3777767,458574,1,458574,A0715401,A07,15,"[32.5, 18.0]",A0715 +3946,12/10/2018,3777751,318273,1,318273,A0904102,A09,4,"[24, 9.0]",A0904 +3947,12/10/2018,3777749,434122,1,434122,A1106403,A11,6,"[15.25, 10.5]",A1106 +3948,12/10/2018,3777749,450401,1,450401,A1115302,A11,15,"[19.5, 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16.5]",A0914 +3962,12/10/2018,3777706,439893,1,439893,A1005502,A10,5,"[22.75, 10.5]",A1005 +3963,12/10/2018,3777705,348799,1,348799,A1009503,A10,9,"[22.75, 13.5]",A1009 +3964,12/10/2018,3777703,330863,1,330863,A1002502,A10,2,"[20.75, 6.0]",A1002 +3965,12/10/2018,3777703,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3966,12/10/2018,3777700,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +3967,12/10/2018,3777700,445637,1,445637,A0718303,A07,18,"[31.25, 19.5]",A0718 +3968,12/10/2018,3777693,408363,1,408363,A0207102,A02,7,"[48.75, 12.0]",A0207 +3969,12/10/2018,3777694,370816,1,370816,A0910404,A09,10,"[24, 13.5]",A0910 +3970,12/10/2018,3777694,449733,1,449733,A0918104,A09,18,"[24, 19.5]",A0918 +3971,12/10/2018,3777690,325908,1,325908,A0222402,A02,22,"[47.5, 22.5]",A0222 +3972,12/10/2018,3777690,365951,3,365951,A1111103,A11,11,"[19.5, 15.0]",A1111 +3973,12/10/2018,3777690,391525,1,391525,A1005102,A10,5,"[22.75, 10.5]",A1005 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16.5]",A0714 +3987,12/10/2018,3777623,452650,1,452650,A0901304,A09,1,"[26, 6.0]",A0901 +3988,12/10/2018,3777616,423112,1,423112,A1004402,A10,4,"[20.75, 9.0]",A1004 +3989,12/10/2018,3777614,444228,1,444228,A0910201,A09,10,"[24, 13.5]",A0910 +3990,12/10/2018,3777615,436723,1,436723,A0410504,A04,10,"[41.0, 13.5]",A0410 +3991,12/10/2018,3777603,449733,1,449733,A0918104,A09,18,"[24, 19.5]",A0918 +3992,12/10/2018,3777583,402179,1,402179,A0619403,A06,19,"[35.75, 21.0]",A0619 +3993,12/10/2018,3777583,442439,1,442439,A0711102,A07,11,"[32.5, 15.0]",A0711 +3994,12/10/2018,3777571,465577,1,465577,A1004103,A10,4,"[20.75, 9.0]",A1004 +3995,12/10/2018,3777568,419207,1,419207,A0503203,A05,3,"[39.0, 9.0]",A0503 +3996,12/10/2018,3777553,366684,1,366684,A0109101,A01,9,"[52.0, 13.5]",A0109 +3997,12/10/2018,3777551,353788,1,353788,A0906503,A09,6,"[24, 10.5]",A0906 +3998,12/10/2018,3777545,290863,1,290863,A1011204,A10,11,"[22.75, 15.0]",A1011 +3999,12/10/2018,3777544,373516,1,373516,A0513204,A05,13,"[39.0, 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9.0]",A0203 +4345,12/15/2018,3811173,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +4346,12/15/2018,3811171,240821,1,240821,A0616201,A06,16,"[34.5, 18.0]",A0616 +4347,12/15/2018,3811171,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +4348,12/15/2018,3811171,459891,2,459891,A0916202,A09,16,"[24, 18.0]",A0916 +4349,12/15/2018,3811167,374648,1,374648,A0317501,A03,17,"[45.5, 19.5]",A0317 +4350,12/15/2018,3811161,353746,1,353746,A0721101,A07,21,"[32.5, 22.5]",A0721 +4351,12/15/2018,3811888,388043,1,388043,A0909402,A09,9,"[26, 13.5]",A0909 +4352,12/15/2018,3811958,406455,1,406455,A0822102,A08,22,"[28.0, 22.5]",A0822 +4353,12/15/2018,3811958,457000,1,457000,A0618104,A06,18,"[34.5, 19.5]",A0618 +4354,12/15/2018,3811832,423147,1,423147,A1008302,A10,8,"[20.75, 12.0]",A1008 +4355,12/15/2018,3811832,440470,1,440470,A1007403,A10,7,"[22.75, 12.0]",A1007 +4356,12/15/2018,3811832,440473,1,440473,A1008203,A10,8,"[20.75, 12.0]",A1008 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9.0]",A0503 +4370,12/15/2018,3811130,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +4371,12/15/2018,3811131,363998,1,363998,A0613402,A06,13,"[35.75, 16.5]",A0613 +4372,12/15/2018,3811131,413328,1,413328,A0614104,A06,14,"[34.5, 16.5]",A0614 +4373,12/15/2018,3811120,406546,1,406546,A0414204,A04,14,"[41.0, 16.5]",A0414 +4374,12/15/2018,3811120,422249,1,422249,A1115201,A11,15,"[19.5, 18.0]",A1115 +4375,12/15/2018,3811100,465577,1,465577,A1004103,A10,4,"[20.75, 9.0]",A1004 +4376,12/15/2018,3811084,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +4377,12/15/2018,3811087,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +4378,12/15/2018,3811081,387612,1,387612,A1111302,A11,11,"[19.5, 15.0]",A1111 +4379,12/15/2018,3811081,441232,1,441232,A0507302,A05,7,"[39.0, 12.0]",A0507 +4380,12/15/2018,3811078,465577,1,465577,A1004103,A10,4,"[20.75, 9.0]",A1004 +4381,12/15/2018,3811075,290863,1,290863,A1011204,A10,11,"[22.75, 15.0]",A1011 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9.0]",A0103 +4395,12/15/2018,3810996,353788,1,353788,A0906503,A09,6,"[24, 10.5]",A0906 +4396,12/15/2018,3810978,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +4397,12/15/2018,3810972,348799,1,348799,A1009503,A10,9,"[22.75, 13.5]",A1009 +4398,12/15/2018,3810968,452650,1,452650,A0901304,A09,1,"[26, 6.0]",A0901 +4399,12/15/2018,3810967,308581,1,308581,A0816404,A08,16,"[28.0, 18.0]",A0816 +4400,12/15/2018,3810967,405350,1,405350,A0220507,A02,20,"[47.5, 21.0]",A0220 +4401,12/15/2018,3810967,449048,1,449048,A0714204,A07,14,"[31.25, 16.5]",A0714 +4402,12/15/2018,3810955,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +4403,12/15/2018,3810953,392713,1,392713,A0510501,A05,10,"[37.75, 13.5]",A0510 +4404,12/15/2018,3810953,404111,1,404111,A0710401,A07,10,"[31.25, 13.5]",A0710 +4405,12/15/2018,3810953,426686,1,426686,A0610502,A06,10,"[34.5, 13.5]",A0610 +4406,12/15/2018,3810930,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 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6.0]",A1002 +4420,12/15/2018,3810905,449048,1,449048,A0714204,A07,14,"[31.25, 16.5]",A0714 +4421,12/15/2018,3810903,449048,3,449048,A0714204,A07,14,"[31.25, 16.5]",A0714 +4422,12/15/2018,3810894,459988,1,459988,A0722403,A07,22,"[31.25, 22.5]",A0722 +4423,12/15/2018,3810895,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +4424,12/15/2018,3810886,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +4425,12/15/2018,3810877,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +4426,12/15/2018,3810867,335345,1,335345,A1007502,A10,7,"[22.75, 12.0]",A1007 +4427,12/16/2018,3814424,447663,1,447663,A1020501,A10,20,"[20.75, 21.0]",A1020 +4428,12/16/2018,3814419,303894,1,303894,A0306402,A03,6,"[44.25, 10.5]",A0306 +4429,12/16/2018,3814372,264149,1,264149,A0911204,A09,11,"[26, 15.0]",A0911 +4430,12/16/2018,3814372,335930,1,335930,A0915404,A09,15,"[26, 18.0]",A0915 +4431,12/16/2018,3814372,340386,1,340386,A0920102,A09,20,"[24, 21.0]",A0920 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21.0]",A1119 +4445,12/16/2018,3814206,465577,1,465577,A1004103,A10,4,"[20.75, 9.0]",A1004 +4446,12/16/2018,3814209,348799,1,348799,A1009503,A10,9,"[22.75, 13.5]",A1009 +4447,12/16/2018,3814203,435623,1,435623,A0715104,A07,15,"[32.5, 18.0]",A0715 +4448,12/16/2018,3813895,366684,1,366684,A0109101,A01,9,"[52.0, 13.5]",A0109 +4449,12/16/2018,3813895,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +4450,12/16/2018,3813895,464707,1,464707,A0321403,A03,21,"[45.5, 22.5]",A0321 +4451,12/16/2018,3813895,465577,1,465577,A1004103,A10,4,"[20.75, 9.0]",A1004 +4452,12/16/2018,3813679,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +4453,12/16/2018,3813679,402695,1,402695,A0314408,A03,14,"[44.25, 16.5]",A0314 +4454,12/16/2018,3813680,419604,1,419604,A0219101,A02,19,"[48.75, 21.0]",A0219 +4455,12/16/2018,3813680,465577,1,465577,A1004103,A10,4,"[20.75, 9.0]",A1004 +4456,12/16/2018,3813678,263956,1,263956,A0206501,A02,6,"[47.5, 10.5]",A0206 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21.0]",A0319 +4470,12/16/2018,3813404,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +4471,12/16/2018,3813404,445009,1,445009,A0621402,A06,21,"[35.75, 22.5]",A0621 +4472,12/16/2018,3813399,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +4473,12/16/2018,3812923,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +4474,12/16/2018,3812923,445637,1,445637,A0718303,A07,18,"[31.25, 19.5]",A0718 +4475,12/16/2018,3812798,344984,1,344984,A0204406,A02,4,"[47.5, 9.0]",A0204 +4476,12/16/2018,3814792,436454,1,436454,A0216106,A02,16,"[47.5, 18.0]",A0216 +4477,12/16/2018,3814815,424782,1,424782,A1015504,A10,15,"[22.75, 18.0]",A1015 +4478,12/16/2018,3814682,446856,1,446856,A0902401,A09,2,"[24, 6.0]",A0902 +4479,12/16/2018,3814313,419219,1,419219,A0506401,A05,6,"[37.75, 10.5]",A0506 +4480,12/16/2018,3814313,422581,1,422581,A0307404,A03,7,"[45.5, 12.0]",A0307 +4481,12/16/2018,3814313,458569,1,458569,A0714304,A07,14,"[31.25, 16.5]",A0714 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21.0]",A1119 +4495,12/16/2018,3814110,425828,1,425828,A0309303,A03,9,"[45.5, 13.5]",A0309 +4496,12/16/2018,3814077,281108,1,281108,A0602104,A06,2,"[34.5, 6.0]",A0602 +4497,12/16/2018,3814077,432239,1,432239,A0322108,A03,22,"[44.25, 22.5]",A0322 +4498,12/16/2018,3814072,349867,1,349867,A0719104,A07,19,"[32.5, 21.0]",A0719 +4499,12/16/2018,3814062,388049,1,388049,A0913103,A09,13,"[26, 16.5]",A0913 +4500,12/16/2018,3814063,374648,1,374648,A0317501,A03,17,"[45.5, 19.5]",A0317 +4501,12/16/2018,3814054,389086,1,389086,A0311406,A03,11,"[45.5, 15.0]",A0311 +4502,12/16/2018,3814054,446403,1,446403,A0216308,A02,16,"[47.5, 18.0]",A0216 +4503,12/16/2018,3814054,465577,1,465577,A1004103,A10,4,"[20.75, 9.0]",A1004 +4504,12/16/2018,3814028,403382,2,403382,A0202202,A02,2,"[47.5, 6.0]",A0202 +4505,12/16/2018,3814028,465577,1,465577,A1004103,A10,4,"[20.75, 9.0]",A1004 +4506,12/16/2018,3814020,330863,2,330863,A1002502,A10,2,"[20.75, 6.0]",A1002 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21.0]",A1119 +4533,12/16/2018,3813960,290329,3,290329,A1003101,A10,3,"[22.75, 9.0]",A1003 +4534,12/16/2018,3813890,458569,1,458569,A0714304,A07,14,"[31.25, 16.5]",A0714 +4535,12/16/2018,3813840,319764,1,319764,A0913403,A09,13,"[26, 16.5]",A0913 +4536,12/16/2018,3813840,319773,1,319773,A0804101,A08,4,"[28.0, 9.0]",A0804 +4537,12/16/2018,3813840,450078,1,450078,A0904104,A09,4,"[24, 9.0]",A0904 +4538,12/16/2018,3813840,461527,1,461527,A0313306,A03,13,"[45.5, 16.5]",A0313 +4539,12/16/2018,3813810,453963,1,453963,A1120101,A11,20,"[15.25, 21.0]",A1120 +4540,12/16/2018,3813810,453965,1,453965,A1019401,A10,19,"[22.75, 21.0]",A1019 +4541,12/16/2018,3813573,440469,1,440469,A1007401,A10,7,"[22.75, 12.0]",A1007 +4542,12/16/2018,3813573,440471,1,440471,A1008101,A10,8,"[20.75, 12.0]",A1008 +4543,12/16/2018,3813573,440473,1,440473,A1008203,A10,8,"[20.75, 12.0]",A1008 +4544,12/16/2018,3813573,440474,1,440474,A1008301,A10,8,"[20.75, 12.0]",A1008 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18.0]",A1016 +4558,12/16/2018,3815421,308519,1,308519,A0520203,A05,20,"[37.75, 21.0]",A0520 +4559,12/16/2018,3815397,263738,1,263738,A0412503,A04,12,"[41.0, 15.0]",A0412 +4560,12/16/2018,3815396,361603,1,361603,A0202103,A02,2,"[47.5, 6.0]",A0202 +4561,12/16/2018,3815383,264229,1,264229,A0107502,A01,7,"[52.0, 12.0]",A0107 +4562,12/16/2018,3815383,409906,1,409906,A1108303,A11,8,"[15.25, 12.0]",A1108 +4563,12/16/2018,3815380,421829,1,421829,A0604101,A06,4,"[34.5, 9.0]",A0604 +4564,12/16/2018,3815340,344980,1,344980,A0410303,A04,10,"[41.0, 13.5]",A0410 +4565,12/16/2018,3815330,348815,1,348815,A0904101,A09,4,"[24, 9.0]",A0904 +4566,12/16/2018,3815330,397345,1,397345,A0914202,A09,14,"[24, 16.5]",A0914 +4567,12/16/2018,3815329,432236,1,432236,A0316507,A03,16,"[44.25, 18.0]",A0316 +4568,12/16/2018,3815315,389086,1,389086,A0311406,A03,11,"[45.5, 15.0]",A0311 +4569,12/16/2018,3815315,448097,1,448097,A0220103,A02,20,"[47.5, 21.0]",A0220 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19.5]",A0917 +4583,12/16/2018,3815159,348799,1,348799,A1009503,A10,9,"[22.75, 13.5]",A1009 +4584,12/16/2018,3815130,329167,2,329167,A1106504,A11,6,"[15.25, 10.5]",A1106 +4585,12/16/2018,3815130,355811,1,355811,A1007202,A10,7,"[22.75, 12.0]",A1007 +4586,12/16/2018,3815128,348799,1,348799,A1009503,A10,9,"[22.75, 13.5]",A1009 +4587,12/16/2018,3815129,402179,1,402179,A0619403,A06,19,"[35.75, 21.0]",A0619 +4588,12/16/2018,3815124,354785,1,354785,A1102101,A11,2,"[15.25, 6.0]",A1102 +4589,12/16/2018,3815124,387495,1,387495,A0510203,A05,10,"[37.75, 13.5]",A0510 +4590,12/16/2018,3815124,450098,1,450098,A0705203,A07,5,"[32.5, 10.5]",A0705 +4591,12/16/2018,3815122,340387,1,340387,A0920103,A09,20,"[24, 21.0]",A0920 +4592,12/16/2018,3815121,442946,1,442946,A0309308,A03,9,"[45.5, 13.5]",A0309 +4593,12/16/2018,3815112,452650,1,452650,A0901304,A09,1,"[26, 6.0]",A0901 +4594,12/16/2018,3815112,455434,1,455434,A0317503,A03,17,"[45.5, 19.5]",A0317 +4595,12/16/2018,3815096,452652,1,452652,A0406302,A04,6,"[41.0, 10.5]",A0406 +4596,12/16/2018,3815080,348799,1,348799,A1009503,A10,9,"[22.75, 13.5]",A1009 +4597,12/16/2018,3815080,348815,1,348815,A0904101,A09,4,"[24, 9.0]",A0904 +4598,12/16/2018,3815080,348816,1,348816,A0908303,A09,8,"[24, 12.0]",A0908 +4599,12/16/2018,3815081,308581,1,308581,A0816404,A08,16,"[28.0, 18.0]",A0816 +4600,12/16/2018,3815081,405351,1,405351,A0220408,A02,20,"[47.5, 21.0]",A0220 +4601,12/16/2018,3815079,191910,1,191910,A0908402,A09,8,"[24, 12.0]",A0908 +4602,12/16/2018,3815072,329167,2,329167,A1106504,A11,6,"[15.25, 10.5]",A1106 +4603,12/16/2018,3815072,355811,1,355811,A1007202,A10,7,"[22.75, 12.0]",A1007 +4604,12/1/2018,3753043,459918,1,459918,A1107304,A11,7,"[19.5, 12.0]",A1107 +4605,12/1/2018,3753044,399573,1,399573,A1119504,A11,19,"[19.5, 21.0]",A1119 +4606,12/1/2018,3753044,434756,1,434756,A0318502,A03,18,"[44.25, 19.5]",A0318 +4607,12/1/2018,3753033,202889,1,202889,A0914502,A09,14,"[24, 16.5]",A0914 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+4997,12/2/2018,3755285,263738,1,263738,A0412503,A04,12,"[41.0, 15.0]",A0412 +4998,12/2/2018,3755283,450077,1,450077,A0920204,A09,20,"[24, 21.0]",A0920 +4999,12/2/2018,3755281,371177,1,371177,A0320508,A03,20,"[44.25, 21.0]",A0320 diff --git a/LICENSE b/LICENSE new file mode 100644 index 0000000..55d4830 --- /dev/null +++ b/LICENSE @@ -0,0 +1,21 @@ +MIT License + +Copyright (c) 2021 Samir Saci + +Permission is hereby granted, free of charge, to any person obtaining a copy +of this software and associated documentation files (the "Software"), to deal +in the Software without restriction, including without limitation the rights +to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +copies of the Software, and to permit persons to whom the Software is +furnished to do so, subject to the following conditions: + +The above copyright notice and this permission notice shall be included in all +copies or substantial portions of the Software. + +THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +SOFTWARE. diff --git a/README.md b/README.md new file mode 100644 index 0000000..c1846f6 --- /dev/null +++ b/README.md @@ -0,0 +1,174 @@ +# Automate ABC Analysis & Product Segmentation with Streamlit πŸ“ˆ +*A statistical methodology to segment your products based on turnover and demand variability using an automated solution with a web application designed with the framework Streamlit* + +

+ +

+ +Product segmentation refers to the activity of grouping products that have similar characteristics and serve a similar market. It is usually related to marketing _(Sales Categories)_ or manufacturing _(Production Processes)_. However as a **Supply Chaine Engineer** your focus is not on the product itself but more on the complexity of managing its flow. + +Your want to understand the sales volumes distribution (fast/slow movers) and demand variability to optimize your production, storage and delivery operations to ensure the best service level by considering: +- The highest contribution to your total volume: ABC Analysis +- The most unstable demand: Demand Variability + +I have designed this **Streamlit App** to provide a tool to **Supply Chain Engineers** for Product Segmentation, with a focus on retail products, of their portofolio considering the complexity of the demand and the volumes contribution of each item. + +### Understand the theory behind πŸ“œ +In this [Medium Article](https://towardsdatascience.com/product-segmentation-for-retail-with-python-c85cc0930f9a), you can find details about the theory used to build this tool. + +# Access the application πŸ–₯️ +> Access it here: [Product Segmentation for Retail](https://share.streamlit.io/samirsaci/segmentation/main/segmentation.py) + +## **Step 0: Why should you use it?** +This Streamlit Web Application has been designed for Supply Chain Engineers to support them in their Inventory Management. It will help you to automate product segmentation using statistics. + +## **Step 1: What do you want to do?** +You have two ways to use this application: +- πŸ–₯️ Look at the results computed by the model using the pre-loaded dataset: in that case you just need to scroll to see the visuals and the analyses +OR +- πŸ’Ύ Upload your dataset of sales records that includes columns related to: + - **Item master data** + _For example: SKU ID, Category, Sub-Category, Store ID_ + - **Date of the sales**: + _For example: Day, Week, Month, Year_ + - **Quantity or value**: this measure will be used for the ABC analysis + _For example: units, cartons, pallets or euros/dollars/your local currency_ + +## **Step 2: Prepare the analysis** + +### **1. πŸ’Ύ Upload your dataset of sales records** +

+ +

+ +πŸ’‘ _Please make sure that you dataset format is csv with a file size lower than 200MB. If you want to increase the size, you'd better copy this repository and deploy the app locally following the instructions below._ + +### **2. πŸ“… [Parameters] select the columns for the date (day, week, year) and the values (quantity, $)** +

+ +

+ +πŸ’‘ _If you have several columns for the date (day, week, month) and for the values (quantity, amount) you can use only one column per category for each run of calculation._ + +### **3. πŸ“‰ [Parameters] select all the columns you want to keep in the analysis** +

+ +

+ +πŸ’‘ _This step will basically help you to remove the columns that you do not need for your analysis to increase the speed of computation and reduce the usage of ressources._ + +### **4. 🏬 [Parameters] select all the related to product master data (SKU ID, FAMILIY, CATEGORY, STORE LOCATION)** +

+ +

+ +πŸ’‘ _In this step you will show at what granularity you want to do your analysis. For example it can be at:_ + - _Item, Store level: that means the same item in two stores will represent two SKU_ + - _Item ID level: that means you group the sales of your item in all stores_ + +### **5. πŸ›οΈ [Parameters] select one feature you want to use for analysis by family** +

+ +

+ +πŸ’‘ _This feature will be used to plot the repartition of (A, B, C) product by family_ + +### **6. πŸ–±οΈ Click on Start Calculation? to launch the analysis** +

+ +

+ +πŸ’‘ _This feature will be used to plot the repartition of (A, B, C) product by family_ + +# Get insights about your sales records πŸ’‘ + +### **Pareto Analysis** + +

+ +

+ +**INSIGHTS:** +1. How many SKU represent 80% of your total sales? +2. How much sales represent 20% of your SKUs? + +_For more information about the theory behind the pareto law and its application in Supply Chain Management: [Pareto Principle for Warehouse Layout Optimization](https://towardsdatascience.com/reduce-warehouse-space-with-the-pareto-principle-using-python-e722a6babe0e)_ + +### **ABC Analysis with Demand Variability** + +

+ +

+ +**QUESTIONS: WHAT IS THE PROPORTION OF?** +1. **LOW IMPORTANCE SKUS**: C references +2. **STABLE DEMAND SKUS**: A and B SKUs with a coefficient of variation below 1 +3. **HIGH IMPORTANCE SKUS**: A and B SKUS with a high coefficient of variation + +Your inventory management strategies will be impacted by this split: +- A minimum effort should be put in **LOW IMPORTANCE SKUS** +- Automated rules with a moderate attention for **STABLE SKUS** +- Complex replenishment rules and careful attention for **HIGH IMPORTANCE SKUS** + + +_For more information: [Medium Article](https://towardsdatascience.com/product-segmentation-for-retail-with-python-c85cc0930f9a)_ + +

+ +

+ +**QUESTIONS:** +1. What is the split of SKUS by FAMILY? +2. What is the split of SKUS by ABC class in each FAMILY? + + +### **Normality Test** + +

+ +

+ +**QUESTION:** +- Which SKUs have a sales distribution that follows a normal distribution? + +Many inventory rules and safety stock formula can be used only if the sales distribution of your item is following a normal distribution. Thefore, it's better to know the % of your portofolio that can be managed easily. + +_For more information: [Inventory Management for Retail β€” Stochastic Demand](https://towardsdatascience.com/inventory-management-for-retail-stochastic-demand-3020a43d1c14)_ + + +# Build the application locally πŸ—οΈ + +## **Build a python local environment (recommanded)** + +### Then install **virtualenv** using pip3 + + sudo pip3 install virtualenv + +### Now create a virtual environment + + virtualenv venv + +### Active your virtual environment + + source venv/bin/activate + +## Launch Streamlit πŸš€ + +### Install all dependencies needed using requirements.txt + + pip install -r requirements.txt + +### Run the application + + streamlit run segmentation.py + +### Click on the Network URL in the shell +

+ +

+ +> -> Enjoy! +# About me πŸ€“ +Senior Supply Chain Engineer with an international experience working on Logistics and Transportation operations. \ +Have a look at my portfolio: [Data Science for Supply Chain Portfolio](https://samirsaci.com) \ +Data Science for WarehousingπŸ“¦, Transportation 🚚 and Demand Forecasting πŸ“ˆ diff --git a/app.py b/app.py new file mode 100755 index 0000000..163441c --- /dev/null +++ b/app.py @@ -0,0 +1,124 @@ +import pandas as pd +import numpy as np +import plotly.express as px +from utils.routing.distances import ( + distance_picking, + next_location +) +from utils.routing.routes import ( + create_picking_route +) +from utils.batch.mapping_batch import ( + orderlines_mapping, + locations_listing +) +from utils.cluster.mapping_cluster import ( + df_mapping +) +from utils.batch.simulation_batch import ( + simulation_wave, + simulate_batch +) +from utils.cluster.simulation_cluster import( + loop_wave, + simulation_cluster, + create_dataframe, + process_methods +) +from utils.results.plot import ( + plot_simulation1, + plot_simulation2 +) +import streamlit as st +from streamlit import caching + +# Set page configuration +st.set_page_config(page_title ="Improve Warehouse Productivity using Order Batching", + initial_sidebar_state="expanded", + layout='wide', + page_icon="πŸ›’") + +# Set up the page +@st.cache(persist=False, + allow_output_mutation=True, + suppress_st_warning=True, + show_spinner= True) +# Preparation of data +def load(filename, n): + df_orderlines = pd.read_csv(IN + filename).head(n) + return df_orderlines + + +# Alley Coordinates on y-axis +y_low, y_high = 5.5, 50 +# Origin Location +origin_loc = [0, y_low] +# Distance Threshold (m) +distance_threshold = 35 +distance_list = [1] + [i for i in range(5, 100, 5)] +IN = 'In/' +# Store Results by WaveID +list_wid, list_dst, list_route, list_ord, list_lines, list_pcs, list_monomult = [], [], [], [], [], [], [] +list_results = [list_wid, list_dst, list_route, list_ord, list_lines, list_pcs, list_monomult] # Group in list +# Store Results by Simulation (Order_number) +list_ordnum , list_dstw = [], [] + +# Simulation 1: Order Batch +# SCOPE SIZE +st.header("**πŸ₯‡ Impact of the wave size in orders (Orders/Wave) **") +st.subheader(''' + πŸ› οΈ HOW MANY ORDER LINES DO YOU WANT TO INCLUDE IN YOUR ANALYSIS? + ''') +col1, col2 = st.beta_columns(2) +with col1: + n = st.slider( + 'SIMULATION 1 SCOPE (THOUSDAND ORDERS)', 1, 200 , value = 5) +with col2: + lines_number = 1000 * n + st.write('''πŸ› οΈ{:,} \ + order lines'''.format(lines_number)) +# SIMULATION PARAMETERS +st.subheader(''' + πŸ› οΈ SIMULATE ORDER PICKING BY WAVE OF N ORDERS PER WAVE WITH N IN [N_MIN, N_MAX] ''') +col_11 , col_22 = st.beta_columns(2) +with col_11: + n1 = st.slider( + 'SIMULATION 1: N_MIN (ORDERS/WAVE)', 0, 20 , value = 1) + n2 = st.slider( + 'SIMULATION 1: N_MAX (ORDERS/WAVE)', n1 + 1, 20 , value = int(np.max([n1+1 , 10]))) +with col_22: + st.write('''[N_MIN, N_MAX] = [{:,}, {:,}]'''.format(n1, n2)) +# START CALCULATION +start_1= False +if st.checkbox('SIMULATION 1: START CALCULATION',key='show', value=False): + start_1 = True +# Calculation +if start_1: + df_orderlines = load('df_lines.csv', lines_number) + df_waves, df_results = simulate_batch(n1, n2, y_low, y_high, origin_loc, lines_number, df_orderlines) + plot_simulation1(df_results, lines_number) + +# Simulation 2: Order Batch using Spatial Clustering +# SCOPE SIZE +st.header("**πŸ₯ˆ Impact of the wave size in orders (Orders/Wave) **") +st.subheader(''' + πŸ› οΈ HOW MANY ORDER LINES DO YOU WANT TO INCLUDE IN YOUR ANALYSIS? + ''') +col1, col2 = st.beta_columns(2) +with col1: + n_ = st.slider( + 'SIMULATION 2 SCOPE (THOUSDAND ORDERS)', 1, 200 , value = 5) +with col2: + lines_2 = 1000 * n_ + st.write('''πŸ› οΈ{:,} \ + order lines'''.format(lines_number)) +# START CALCULATION +start_2 = False +if st.checkbox('SIMULATION 2: START CALCULATION',key='show_2', value=False): + start_2 = True +# Calculation +if start_2: + df_orderlines = load('df_lines.csv', lines_2) + df_reswave, df_results = simulation_cluster(y_low, y_high, df_orderlines, list_results, n1, n2, + distance_threshold) + plot_simulation2(df_reswave, lines_2, distance_threshold) \ No newline at end of file diff --git a/notes.txt b/notes.txt new file mode 100644 index 0000000..809ec5a --- /dev/null +++ b/notes.txt @@ -0,0 +1,41 @@ +# Example Artefact +https://github.com/MaximeLutel/streamlit_prophet +https://streamlit.io/gallery?category=model-building-training +- The Math of the Prophet +https://medium.com/future-vision/the-math-of-prophet-46864fa9c55a + +# INSTALL NODE +https://docs.microsoft.com/fr-fr/windows/dev-environment/javascript/nodejs-on-wsl + + +# Ubuntu WSL VS Code +https://code.visualstudio.com/docs/remote/wsl +- Donner les droits admins pour ecrire et dl des librairies +sudo chown -R samirs streamlit_prophet + +# Move local directory of Windows to Local Linux +mkdir app +cp -R /mnt/c/Data/62-\ Projects/24-\ Articles/25-\ Improve\ Warehouse\ Productivity/App ~/app +cd ~/App +code . + +# Github +git config --global user.email "samir.saci@outlook.com" +git config --global user.name "Samir Saci" +git remote add origin 'https://github.com/samirsaci/segmentation.git' +git push -u origin main + +# Install pipenv +pip install virtualenv +python3.8 -m virtualenv venv +source venv/bin/activate + +# Activate Streamlit +streamlit run segmentation.py --server.address 0.0.0.0 +streamlit run app.py --server.address 0.0.0.0 + +# SEGMENTATION TO DO + 1) FAMILY = F(SKU SCOPE) + 2) ITEM = ITEM LIST - FAMILY + +C:\Data\62- Projects\24- Articles\25- Improve Warehouse Productivity\App \ No newline at end of file diff --git a/requirements.txt b/requirements.txt new file mode 100644 index 0000000..6d5a987 --- /dev/null +++ b/requirements.txt @@ -0,0 +1,93 @@ +absl-py==0.15.0 +altair==4.1.0 +argon2-cffi==21.1.0 +astor==0.8.1 +attrs==21.2.0 +backcall==0.2.0 +backports.zoneinfo==0.2.1 +base58==2.1.1 +bleach==4.1.0 +blinker==1.4 +cachetools==4.2.4 +certifi==2021.10.8 +cffi==1.15.0 +charset-normalizer==2.0.7 +click==8.0.3 +cycler==0.11.0 +debugpy==1.5.1 +decorator==5.1.0 +defusedxml==0.7.1 +entrypoints==0.3 +et-xmlfile==1.1.0 +gitdb==4.0.9 +GitPython==3.1.24 +idna==3.3 +ipykernel==6.4.2 +ipython==7.29.0 +ipython-genutils==0.2.0 +ipywidgets==7.6.5 +jedi==0.18.0 +Jinja2==3.0.2 +jsonschema==4.1.2 +jupyter-client==7.0.6 +jupyter-core==4.9.1 +jupyterlab-pygments==0.1.2 +jupyterlab-widgets==1.0.2 +kiwisolver==1.3.2 +MarkupSafe==2.0.1 +matplotlib==3.4.3 +matplotlib-inline==0.1.3 +mistune==0.8.4 +nbclient==0.5.4 +nbconvert==6.2.0 +nbformat==5.1.3 +nest-asyncio==1.5.1 +notebook==6.4.5 +numpy==1.21.3 +openpyxl==3.0.9 +ortools==9.1.9490 +packaging==21.2 +pandas==1.3.4 +pandocfilters==1.5.0 +parso==0.8.2 +pexpect==4.8.0 +pickleshare==0.7.5 +Pillow==8.4.0 +plotly==5.3.1 +prometheus-client==0.12.0 +prompt-toolkit==3.0.21 +protobuf==3.19.1 +ptyprocess==0.7.0 +pyarrow==6.0.0 +pycparser==2.20 +pydeck==0.7.1 +Pygments==2.10.0 +pyparsing==2.4.7 +pyrsistent==0.18.0 +python-dateutil==2.8.2 +pytz==2021.3 +pytz-deprecation-shim==0.1.0.post0 +PyYAML==6.0 +pyzmq==22.3.0 +requests==2.26.0 +scipy==1.7.1 +Send2Trash==1.8.0 +six==1.16.0 +smmap==5.0.0 +streamlit==0.77.0 +tenacity==8.0.1 +terminado==0.12.1 +testpath==0.5.0 +toml==0.10.2 +toolz==0.11.1 +tornado==6.1 +traitlets==5.1.1 +typing-extensions==3.10.0.2 +tzdata==2021.5 +tzlocal==4.1 +urllib3==1.26.7 +validators==0.18.2 +watchdog==2.1.6 +wcwidth==0.2.5 +webencodings==0.5.1 +widgetsnbextension==3.5.2 diff --git a/static/img/1000lines_batch.png b/static/img/1000lines_batch.png new file mode 100644 index 0000000..812f710 Binary files /dev/null and b/static/img/1000lines_batch.png differ diff --git a/static/img/1000lines_distance35m_methods.png b/static/img/1000lines_distance35m_methods.png new file mode 100644 index 0000000..3afd7d9 Binary files /dev/null and b/static/img/1000lines_distance35m_methods.png differ diff --git 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df_orderlines['OrderNumber'].map(dict_map) + # Grouping Orders by Wave of orders_number + df_orderlines['WaveID'] = (df_orderlines.OrderID%orders_number == 0).shift(1).fillna(0).cumsum() + # Counting number of Waves + waves_number = df_orderlines.WaveID.max() + 1 + return df_orderlines, waves_number + +def locations_listing(df_orderlines, wave_id): + '''Getting storage locations to cover for a wave of orders''' + df = df_orderlines[df_orderlines.WaveID == wave_id] + # Create coordinates listing + list_locs = list(df['Coord'].apply(lambda t: literal_eval(t)).values) + list_locs.sort() + # List of unique coordinates + list_locs = list(k for k,_ in itertools.groupby(list_locs)) + n_locs = len(list_locs) + return list_locs, n_locs \ No newline at end of file diff --git a/utils/batch/simulation_batch.py b/utils/batch/simulation_batch.py new file mode 100644 index 0000000..86bfd51 --- /dev/null +++ b/utils/batch/simulation_batch.py @@ -0,0 +1,41 @@ +from utils.batch.mapping_batch import * +from utils.cluster.mapping_cluster import * +from utils.routing.routes import * + +def simulation_wave(y_low, y_high, origin_loc, orders_number, df_orderlines, list_wid, list_dst, list_route, list_ord): + ''' Simulate of total picking distance with n orders per wave''' + distance_route = 0 + # Create waves + df_orderlines, waves_number = orderlines_mapping(df_orderlines, orders_number) + for wave_id in range(waves_number): + # Listing of all locations for this wave + list_locs, n_locs, n_lines, n_pcs = locations_listing(df_orderlines, wave_id) + # Results + wave_distance, list_chemin = create_picking_route(origin_loc, list_locs, y_low, y_high) + distance_route = distance_route + wave_distance + list_wid.append(wave_id) + list_dst.append(wave_distance) + list_route.append(list_chemin) + list_ord.append(orders_number) + return list_wid, list_dst, list_route, list_ord, distance_route + +def simulate_batch(n1, n2, y_low, y_high, origin_loc, orders_number, df_orderlines): + ''' Loop with several scenarios of n orders per wave''' + # Lists for results + list_wid, list_dst, list_route, list_ord = [], [], [], [] + # Test several values of orders per wave + for orders_number in range(n1, n2 + 1): + list_wid, list_dst, list_route, list_ord, distance_route = simulation_wave(y_low, y_high, origin_loc, orders_number, + df_orderlines, list_wid, list_dst, list_route, list_ord) + print("Total distance covered for {} orders/wave: {:,} m".format(orders_number, distance_route)) + + # By Wave + df_waves = pd.DataFrame({'wave': list_wid, + 'distance': list_dst, + 'routes': list_route, + 'order_per_wave': list_ord}) + + # Results aggregate + df_results = pd.DataFrame(df_waves.groupby(['order_per_wave'])['distance'].sum()) + df_results.columns = ['distance'] + return df_waves, df_results.reset_index() \ No newline at end of file diff --git a/utils/cluster/__pycache__/clustering.cpython-38.pyc b/utils/cluster/__pycache__/clustering.cpython-38.pyc new file mode 100644 index 0000000..00ab68a Binary files /dev/null and b/utils/cluster/__pycache__/clustering.cpython-38.pyc differ diff --git a/utils/cluster/__pycache__/mapping_cluster.cpython-38.pyc b/utils/cluster/__pycache__/mapping_cluster.cpython-38.pyc new file mode 100644 index 0000000..bc7c05f Binary files /dev/null and b/utils/cluster/__pycache__/mapping_cluster.cpython-38.pyc differ diff --git a/utils/cluster/__pycache__/simulation_cluster.cpython-38.pyc b/utils/cluster/__pycache__/simulation_cluster.cpython-38.pyc new file mode 100644 index 0000000..ac23ed5 Binary files /dev/null and b/utils/cluster/__pycache__/simulation_cluster.cpython-38.pyc differ diff --git a/utils/cluster/clustering.py b/utils/cluster/clustering.py new file mode 100644 index 0000000..ccf4854 --- /dev/null +++ b/utils/cluster/clustering.py @@ -0,0 +1,98 @@ +import numpy as np +import pandas as pd +import itertools +from ast import literal_eval +import matplotlib.pyplot as plt +from scipy.cluster.vq import kmeans2, whiten +from scipy.spatial.distance import pdist +from scipy.cluster.hierarchy import ward, fcluster +from utils.routing.distances import * + +def cluster_locations(list_coord, distance_threshold, dist_method, clust_start): + ''' Step 1: Create clusters of locations''' + # Create linkage matrix + if dist_method == 'euclidian': + Z = ward(pdist(np.stack(list_coord))) + else: + Z = ward(pdist(np.stack(list_coord), metric = distance_picking_cluster)) + # Single cluster array + fclust1 = fcluster(Z, t = distance_threshold, criterion = 'distance') + return fclust1 + + +def clustering_mapping(df, distance_threshold, dist_method, orders_number, wave_start, clust_start, df_type): # clustering_loc + '''Step 2: Clustering and mapping''' + # 1. Create Clusters + list_coord, list_OrderNumber, clust_id, df = cluster_wave(df, distance_threshold, 'custom', clust_start, df_type) + clust_idmax = max(clust_id) # Last Cluster ID + # 2. Mapping Order lines + dict_map, dict_omap, df, Wave_max = lines_mapping_clst(df, list_coord, list_OrderNumber, clust_id, orders_number, wave_start) + return dict_map, dict_omap, df, Wave_max, clust_idmax + + +def cluster_wave(df, distance_threshold, dist_method, clust_start, df_type): + '''Step 3: Create waves by clusters''' + # Create Column for Clustering + if df_type == 'df_mono': + df['Coord_Cluster'] = df['Coord'] + # Mapping points + df_map = pd.DataFrame(df.groupby(['OrderNumber', 'Coord_Cluster'])['SKU'].count()).reset_index() # Here we use Coord Cluster + list_coord, list_OrderNumber = np.stack(df_map.Coord_Cluster.apply(lambda t: literal_eval(t)).values), df_map.OrderNumber.values + # Cluster picking locations + clust_id = cluster_locations(list_coord, distance_threshold, dist_method, clust_start) + clust_id = [(i + clust_start) for i in clust_id] + # List_coord + list_coord = np.stack(list_coord) + return list_coord, list_OrderNumber, clust_id, df + + +def lines_mapping(df, orders_number, wave_start): + '''Step 4: Mapping Order lines mapping without clustering ''' + # Unique order numbers list + list_orders = df.OrderNumber.unique() + # Dictionnary for mapping + dict_map = dict(zip(list_orders, [i for i in range(1, len(list_orders))])) + # Order ID mapping + df['OrderID'] = df['OrderNumber'].map(dict_map) + # Grouping Orders by Wave of orders_number + df['WaveID'] = (df.OrderID%orders_number == 0).shift(1).fillna(0).cumsum() + wave_start + # Counting number of Waves + waves_number = df.WaveID.max() + 1 + return df, waves_number + + +def lines_mapping_clst(df, list_coord, list_OrderNumber, clust_id, orders_number, wave_start): + '''Step 4: Mapping Order lines mapping with clustering ''' + # Dictionnary for mapping by cluster + dict_map = dict(zip(list_OrderNumber, clust_id)) + # Dataframe mapping + df['ClusterID'] = df['OrderNumber'].map(dict_map) + # Order by ID and mapping + df = df.sort_values(['ClusterID','OrderNumber'], ascending = True) + list_orders = list(df.OrderNumber.unique()) + # Dictionnary for order mapping + dict_omap = dict(zip(list_orders, [i for i in range(1, len(list_orders))])) + # Order ID mapping + df['OrderID'] = df['OrderNumber'].map(dict_omap) + # Create Waves: Increment when reaching orders_number or changing cluster + df['WaveID'] = wave_start + ((df.OrderID%orders_number == 0) | (df.ClusterID.diff() != 0)).shift(1).fillna(0).cumsum() + + wave_max = df.WaveID.max() + return dict_map, dict_omap, df, wave_max + + +def locations_listing(df_orderlines, wave_id): + ''' Step 5: Listing location per Wave of orders''' + + # Filter by wave_id + df = df_orderlines[df_orderlines.WaveID == wave_id] + # Create coordinates listing + list_coord = list(df['Coord'].apply(lambda t: literal_eval(t)).values) # Here we use Coord for distance + list_coord.sort() + # Get unique Unique coordinates + list_coord = list(k for k,_ in itertools.groupby(list_coord)) + n_locs = len(list_coord) + n_lines = len(df) + n_pcs = df.PCS.sum() + + return list_coord, n_locs, n_lines, n_pcs \ No newline at end of file diff --git a/utils/cluster/mapping_cluster.py b/utils/cluster/mapping_cluster.py new file mode 100644 index 0000000..261ea4d --- /dev/null +++ b/utils/cluster/mapping_cluster.py @@ -0,0 +1,37 @@ +from utils.cluster.clustering import * +from utils.process.processing import * +from utils.routing.distances import * + + +def df_mapping(df_orderlines, orders_number, distance_threshold, mono_method, multi_method): + ''' Mapping Order lines Dataframe using clustering''' + # Filter mono and multi orders + df_mono, df_multi = process_lines(df_orderlines) + wave_start = 0 + clust_start = 0 + + # Mapping for single line orders + if mono_method == 'clustering': + df_type = 'df_mono' + dict_map, dict_omap, df_mono, waves_number, clust_idmax = clustering_mapping(df_mono, distance_threshold, 'custom', + orders_number, wave_start, clust_start, df_type) + else: + df_mono, waves_number = lines_mapping(df_mono, orders_number, 0) + clust_idmax = 0 + # => Wave_start + wave_start = waves_number + clust_start = clust_idmax + + # Mapping for multi line orders + if multi_method == 'clustering': + df_type = 'df_multi' + df_multi = centroid_mapping(df_multi) + dict_map, dict_omap, df_multi, waves_number, clust_idmax = clustering_mapping(df_multi, distance_threshold, 'custom', + orders_number, wave_start, clust_start, df_type) + else: + df_multi, waves_number = lines_mapping(df_multi, orders_number, wave_start) + + # Final Concatenation + df_orderlines, waves_number = monomult_concat(df_mono, df_multi) + + return df_orderlines, waves_number \ No newline at end of file diff --git a/utils/cluster/simulation_cluster.py b/utils/cluster/simulation_cluster.py new file mode 100644 index 0000000..5a8333b --- /dev/null +++ b/utils/cluster/simulation_cluster.py @@ -0,0 +1,150 @@ +from utils.cluster.mapping_cluster import * +from utils.routing.routes import * + + +# Function +def simulation_wave(y_low, y_high, orders_number, df_orderlines, list_results, distance_threshold, mono_method, multi_method): + ''' Simulate the distance for a number of orders per wave''' + # List to store values + [list_wid, list_dst, list_route, list_ord, list_lines, list_pcs, list_monomult] = [list_results[i] for i in range(len(list_results))] + + # Variables to store total distance + distance_route = 0 + origin_loc = [0, y_low] + + # Mapping of orderlines with waves number + df_orderlines, waves_number = df_mapping(df_orderlines, orders_number, distance_threshold, mono_method, multi_method) + + # Loop + for wave_id in range(waves_number): + # Listing of all locations for this wave + list_locs, n_locs, n_lines, n_pcs = locations_listing(df_orderlines, wave_id) + # Create picking route + wave_distance, list_chemin, distance_max = create_picking_route_cluster(origin_loc, list_locs, y_low, y_high) + # Total walking distance + distance_route = distance_route + wave_distance + # Results by wave + monomult = mono_method + '-' + multi_method + + # Add the results + list_wid, list_dst, list_route, list_ord, list_lines, list_pcs, list_monomult = append_results(list_wid, list_dst, list_route, list_ord, list_lines, + list_pcs, list_monomult, wave_id, wave_distance, list_chemin, orders_number, n_lines, n_pcs, monomult) + + # List results + list_results = [list_wid, list_dst, list_route, list_ord, list_lines, list_pcs, list_monomult] + return list_results, distance_route + + +def loop_wave(y_low, y_high, df_orderlines, list_results, n1, n2, distance_threshold, mono_method, multi_method): + ''' Simulate all scenarios for each number of orders per wave''' + # Lists for records + list_ordnum, list_dstw = [], [] + lines_number = len(df_orderlines) + # Test several values of orders per wave + for orders_number in range(n1, n2): + # Scenario of orders/wave = orders_number + list_results, distance_route = simulation_wave(y_low, y_high, orders_number, df_orderlines, list_results, + distance_threshold, mono_method, multi_method) + # Append results per Wave + list_ordnum.append(orders_number) + list_dstw.append(distance_route) + print("{} orders/wave: {:,} m".format(orders_number, distance_route)) + # Output list + [list_wid, list_dst, list_route, list_ord, list_lines, list_pcs, list_monomult] = [list_results[i] for i in range(len(list_results))] + # Output results per wave + df_results, df_reswave = create_dataframe(list_wid, list_dst, list_route, list_ord, + distance_route, list_lines, list_pcs, list_monomult, list_ordnum, list_dstw) + return list_results, df_reswave + + +def simulation_cluster(y_low, y_high, df_orderlines, list_results, n1, n2, distance_threshold): + '''Simulate for three scenarios''' + # Loop_wave: Simulation 1 + mono_method, multi_method = 'normal', 'normal' + list_results, df_reswave1 = loop_wave(y_low, y_high, df_orderlines, list_results, n1, n2, + distance_threshold, mono_method, multi_method) + # Loop_wave: Simulation 2 + mono_method, multi_method = 'clustering', 'normal' + list_results, df_reswave2 = loop_wave(y_low, y_high, df_orderlines, list_results, n1, n2, + distance_threshold, mono_method, multi_method) + # Loop_wave: Simulation 3 + mono_method, multi_method = 'clustering', 'clustering' + list_results, df_reswave3 = loop_wave(y_low, y_high, df_orderlines, list_results, n1, n2, + distance_threshold, mono_method, multi_method) + + # Expand + [list_wid, list_dst, list_route, list_ord, list_lines, list_pcs, list_monomult] = [list_results[i] for i in range(len(list_results))] + lines_number = len(df_orderlines) + + # Results + df_results = pd.DataFrame({'wave_number': list_wid, + 'distance': list_dst, + 'chemins': list_route, + 'order_per_wave': list_ord, + 'lines': list_lines, + 'pcs': list_pcs, + 'mono_multi':list_monomult}) + + # Final Processing + df_reswave = process_methods(df_reswave1, df_reswave2, df_reswave3, lines_number, distance_threshold) + + return df_reswave, df_results + + +def create_dataframe(list_wid, list_dst, list_route, list_ord, distance_route, list_lines, list_pcs, list_monomult, list_ordnum, list_dstw): + ''' Create Dataframes of results''' + + # Results by Wave df + df_results = pd.DataFrame({'wave_number': list_wid, + 'distance': list_dst, + 'chemin': list_route, + 'orders_per_wave': list_ord, + 'lines': list_lines, + 'pcs': list_pcs, + 'mono_multi':list_monomult}) + # Results by Wave_ID + df_reswave = pd.DataFrame({ + 'orders_number': list_ordnum, + 'distance': list_dstw + }) + + return df_results, df_reswave + +# Append Results +def append_results(list_wid, list_dst, list_route, list_ord, list_lines, + list_pcs, list_monomult, wave_id, wave_distance, list_chemin, orders_number, n_lines, n_pcs, monomult): + + list_wid.append(wave_id) + list_dst.append(wave_distance) + list_route.append(list_chemin) + list_ord.append(orders_number) + list_lines.append(n_lines) + list_pcs.append(n_pcs) + list_monomult.append(monomult) + + return list_wid, list_dst, list_route, list_ord, list_lines, list_pcs, list_monomult + + +def process_methods(df_reswave1, df_reswave2, df_reswave3, lines_number, distance_threshold): + ''' Process the results of three methods''' + + # Concatenate two dataframes for plot + df_reswave1.rename(columns={"distance": "distance_method_1"}, inplace = True) + df_reswave2.rename(columns={"distance": "distance_method_2"}, inplace = True) + df_reswave3.rename(columns={"distance": "distance_method_3"}, inplace = True) + + df_reswave = df_reswave1.set_index('orders_number') + # Rename columns + df_reswave['distance_method_2'] = df_reswave2.set_index('orders_number')['distance_method_2'] + df_reswave['distance_method_3'] = df_reswave3.set_index('orders_number')['distance_method_3'] + + df_reswave.reset_index().plot.bar(x = 'orders_number', y = ['distance_method_1', 'distance_method_2', 'distance_method_3'], + figsize=(10, 6), color = ['black', 'red', 'blue']) + + plt.title("Picking Route Distance for {:,} Order lines / {} m distance threshold".format(lines_number, distance_threshold)) + plt.ylabel('Walking Distance (m)') + plt.xlabel('Orders per Wave (Orders/Wave)') + plt.savefig("{}lines_{}m_3mpng".format(lines_number, distance_threshold)) + plt.show() + + return df_reswave \ No newline at end of file diff --git a/utils/process/__pycache__/processing.cpython-38.pyc b/utils/process/__pycache__/processing.cpython-38.pyc new file mode 100644 index 0000000..8bfc382 Binary files /dev/null and b/utils/process/__pycache__/processing.cpython-38.pyc differ diff --git a/utils/process/processing.py b/utils/process/processing.py new file mode 100644 index 0000000..810bb44 --- /dev/null +++ b/utils/process/processing.py @@ -0,0 +1,31 @@ +import pandas as pd + +def process_lines(df_orderlines): + ''' Processing of dataframe ''' + # Mapping Order lines + df_nline = pd.DataFrame(df_orderlines.groupby(['OrderNumber'])['SKU'].count()) + + # Lists + list_ord = list(df_nline.index.astype(int).values) + list_lines = list(df_nline['SKU'].values.astype(int)) + + # Mapping + dict_nline = dict(zip(list_ord, list_lines)) + df_orderlines['N_lines'] = df_orderlines['OrderNumber'].map(dict_nline) + + # Processing + df_mono, df_multi = df_orderlines[df_orderlines['N_lines'] == 1], df_orderlines[df_orderlines['N_lines'] > 1] + del df_orderlines + + return df_mono, df_multi + +def monomult_concat(df_mono, df_multi): + ''' Concat mono-line and multi-lines orders''' + # Original Coordinate for mono + df_mono['Coord_Cluster'] = df_mono['Coord'] + # Dataframe Concatenation + df_orderlines = pd.concat([df_mono, df_multi]) + # Counting number of Waves + waves_number = df_orderlines.WaveID.max() + 1 + + return df_orderlines, waves_number \ No newline at end of file diff --git a/utils/results/__pycache__/plot.cpython-38.pyc b/utils/results/__pycache__/plot.cpython-38.pyc new file mode 100644 index 0000000..1ad4f2d Binary files /dev/null and b/utils/results/__pycache__/plot.cpython-38.pyc differ diff --git a/utils/results/plot.py b/utils/results/plot.py new file mode 100644 index 0000000..a7a2f14 --- /dev/null +++ b/utils/results/plot.py @@ -0,0 +1,31 @@ +import matplotlib.pyplot as plt +import plotly.express as px +import streamlit as st + +def plot_simulation1(df_results, lines_number): + ''' Plot simulation of batch size''' + fig = px.bar(data_frame=df_results, + width=1200, + height=600, + x = 'order_per_wave', + y = 'distance', + labels={ + 'order_per_wave': 'Wave size (Orders/Wave)', + 'distance': 'Total Picking Walking Distance (m)'}) + fig.update_traces(marker_line_width=1,marker_line_color="black") + st.write(fig) + +def plot_simulation2(df_reswave, lines_number, distance_threshold): + fig = px.bar(data_frame=df_reswave.reset_index(), + width=1200, + height=600, + x = 'orders_number', + y = ['distance_method_1', 'distance_method_2', 'distance_method_3'], + labels={ + 'orders_number': 'Wave size (Orders/Wave)', + 'distance_method_1': 'NO CLUSTERING APPLIED', + 'distance_method_2': 'CLUSTERING ON SINGLE LINE ORDERS', + 'distance_method_3': 'CLUSTERING ON SINGLE LINE AND CENTROID FOR MULTI LINE'}, barmode = "group") + fig.update_traces(marker_line_width=1, marker_line_color="black") + st.write(fig) + diff --git a/utils/routing/__pycache__/distances.cpython-38.pyc b/utils/routing/__pycache__/distances.cpython-38.pyc new file mode 100644 index 0000000..bf283a6 Binary files /dev/null and b/utils/routing/__pycache__/distances.cpython-38.pyc differ diff --git a/utils/routing/__pycache__/routes.cpython-38.pyc b/utils/routing/__pycache__/routes.cpython-38.pyc new file mode 100644 index 0000000..197be4a Binary files /dev/null and b/utils/routing/__pycache__/routes.cpython-38.pyc differ diff --git a/utils/routing/distances.py b/utils/routing/distances.py new file mode 100644 index 0000000..f3e0ac6 --- /dev/null +++ b/utils/routing/distances.py @@ -0,0 +1,84 @@ +import numpy as np +import pandas as pd +import ast +from ast import literal_eval + + +def distance_picking(Loc1, Loc2, y_low, y_high): + '''Calculate Picker Route Distance between two locations''' + # Start Point + x1, y1 = Loc1[0], Loc1[1] + # End Point + x2, y2 = Loc2[0], Loc2[1] + # Distance x-axis + distance_x = abs(x2 - x1) + # Distance y-axis + if x1 == x2: + distance_y1 = abs(y2 - y1) + distance_y2 = distance_y1 + else: + distance_y1 = (y_high - y1) + (y_high - y2) + distance_y2 = (y1 - y_low) + (y2 - y_low) + # Minimum distance on y-axis + distance_y = min(distance_y1, distance_y2) + # Total distance + distance = distance_x + distance_y + return int(distance) + +def next_location(start_loc, list_locs, y_low, y_high): + '''Find closest next location''' + # Distance to every next points candidate + list_dist = [distance_picking(start_loc, i, y_low, y_high) for i in list_locs] + # Minimum Distance + distance_next = min(list_dist) + # Location of minimum distance + index_min = list_dist.index(min(list_dist)) + next_loc = list_locs[index_min] + list_locs.remove(next_loc) + return list_locs, start_loc, next_loc, distance_next + + +def centroid(list_in): + '''Centroid function''' + x, y = [p[0] for p in list_in], [p[1] for p in list_in] + centroid = [round(sum(x) / len(list_in),2), round(sum(y) / len(list_in), 2)] + return centroid + + +def centroid_mapping(df_multi): + '''Mapping Centroids''' + # Mapping multi + df_multi['Coord'] = df_multi['Coord'].apply(literal_eval) + # Group coordinates per order + df_group = pd.DataFrame(df_multi.groupby(['OrderNumber'])['Coord'].apply(list)).reset_index() + # Calculate Centroid + df_group['Coord_Centroid'] = df_group['Coord'].apply(centroid) + # Dictionnary for mapping + list_order, list_coord = list(df_group.OrderNumber.values), list(df_group.Coord_Centroid.values) + dict_coord = dict(zip(list_order, list_coord)) + # Final mapping + df_multi['Coord_Cluster'] = df_multi['OrderNumber'].map(dict_coord).astype(str) + df_multi['Coord'] = df_multi['Coord'].astype(str) + return df_multi + +def distance_picking_cluster(point1, point2): + + y_low, y_high = 5.5, 50 + # Start Point + x1, y1 = point1[0], point1[1] + # End Point + x2, y2 = point2[0], point2[1] + # Distance x-axis + distance_x = abs(x2 - x1) + # Distance y-axis + if x1 == x2: + distance_y1 = abs(y2 - y1) + distance_y2 = distance_y1 + else: + distance_y1 = (y_high - y1) + (y_high - y2) + distance_y2 = (y1 - y_low) + (y2 - y_low) + # Minimum distance on y-axis + distance_y = min(distance_y1, distance_y2) + # Total distance + distance = distance_x + distance_y + return distance diff --git a/utils/routing/routes.py b/utils/routing/routes.py new file mode 100644 index 0000000..1b0ca68 --- /dev/null +++ b/utils/routing/routes.py @@ -0,0 +1,56 @@ +import pandas as pd +import numpy as np +import itertools +from ast import literal_eval +from utils.routing.distances import * + +def create_picking_route(origin_loc, list_locs, y_low, y_high): + '''Calculate total distance to cover for a list of locations''' + # Total distance variable + wave_distance = 0 + # Current location variable + start_loc = origin_loc + # Store routes + list_chemin = [] + list_chemin.append(start_loc) + + while len(list_locs) > 0: # Looping until all locations are picked + # Going to next location + list_locs, start_loc, next_loc, distance_next = next_location(start_loc, list_locs, y_low, y_high) + # Update start_loc + start_loc = next_loc + list_chemin.append(start_loc) + # Update distance + wave_distance = wave_distance + distance_next + + # Final distance from last storage location to origin + wave_distance = wave_distance + distance_picking(start_loc, origin_loc, y_low, y_high) + list_chemin.append(origin_loc) + + return wave_distance, list_chemin + +# Calculate total distance to cover for a list of locations +def create_picking_route_cluster(origin_loc, list_locs, y_low, y_high): + # Total distance variable + wave_distance = 0 + # Distance max + distance_max = 0 + # Current location variable + start_loc = origin_loc + # Store routes + list_chemin = [] + list_chemin.append(start_loc) + while len(list_locs) > 0: # Looping until all locations are picked + # Going to next location + list_locs, start_loc, next_loc, distance_next = next_location(start_loc, list_locs, y_low, y_high) + # Update start_loc + start_loc = next_loc + list_chemin.append(start_loc) + if distance_next > distance_max: + distance_max = distance_next + # Update distance + wave_distance = wave_distance + distance_next + # Final distance from last storage location to origin + wave_distance = wave_distance + distance_picking(start_loc, origin_loc, y_low, y_high) + list_chemin.append(origin_loc) + return wave_distance, list_chemin, distance_max \ No newline at end of file