UPDATE `assets` SET `LastUpdate` = NOW(), `Fund` = 'classic' WHERE `LastUpdate` IS NULL AND `Fund` IS  NULL;

IssuePrice -> Емисионна цена
RedemptionPriceNow -> до 1 г. -- Цена на обратно изкупуване
RedemptionPriceOne -> от 1 до 2 г.
RedemptionPriceTwo -> над 2 г.
Shares -> Брой дялове в обращение
NetValue -> Нетна стойност на активите /лева/
ProfitabilityYearBegin -> Доходност от началото на годината
ProfitabilityBegin -> Доходност от началото на публичното предлагане
ProfitabilitYear -> Доходност за последните 12 месеца
Deviation -> Стандартно отклконение

INSERT INTO `assets` (
`PostDate`,
`IssuePrice`,
`RedemptionPriceNow`,
`RedemptionPriceOne`,
`RedemptionPriceTwo`,
`Shares`,
`NetValue`,
`ProfitabilityYearBegin`,
`ProfitabilityBegin`,
`ProfitabilitYear`,
`Deviation`
) VALUES
('2007-10-09','1.001','0','0','0','0','0','0','0','0','0'),
('2007-10-11','0.9996','0.9986','0.9936','0.9886','699300.6993','698343.63','-0.0014','-0.0552','-0.0014','0'),
('2007-10-16','1.0014','1.0004','0.9954','0.9904','699300.6993','699588.3','0.0004','0.0105','0.0004','0'),
('2007-10-18','1.0063','1.0053','1.0003','0.9952','700499.0216','704177.07','0.0053','0.1282','0.0053','0'),
('2007-10-23','1.002','1.001','0.996','0.991','710436.416','711133.46','0.001','0.0175','0.001','0'),
('2007-10-25','1.0029','1.0019','0.9969','0.9919','710436.416','711799.77','0.0019','0.0306','0.0019','0'),
('2007-10-30','1.0066','1.0056','1.0006','0.9955','710436.416','714384','0.0056','0.0755','0.0056','0'),
('2007-11-01','1.0043','1.0033','0.9983','0.9933','710436.416','712773.43','0.0033','0.0409','0.0033','0'),
('2007-11-06','0.9985','0.9975','0.9925','0.9875','710436.416','708660.1','-0.0025','-0.0258','-0.0025','0'),
('2007-11-08','0.9992','0.9982','0.9932','0.9882','710436.416','709159.52','-0.0018','-0.0176','-0.0018','0'),
('2007-11-13','0.9901','0.9891','0.9842','0.9792','710436.416','702700.84','-0.0109','-0.0909','-0.0109','0'),
('2007-11-15','0.99','0.989','0.9841','0.9791','710436.416','702610.7','-0.011','-0.0877','-0.011','0'),
('2007-11-20','0.9872','0.9862','0.9813','0.9763','726598.0321','716569.55','-0.0138','-0.0983','-0.0138','0'),
('2007-11-22','0.9854','0.9844','0.9795','0.9746','727813.5912','716475.95','-0.0156','-0.1064','-0.0156','0'),
('2007-11-27','0.9866','0.9856','0.9807','0.9757','727813.5912','717315.67','-0.0144','-0.0902','-0.0144','0'),
('2007-11-29','0.9905','0.9895','0.9846','0.9796','727813.5912','720178.24','-0.0105','-0.0643','-0.0105','0'),
('2007-12-04','0.994','0.993','0.988','0.9831','727813.5912','722717.36','-0.007','-0.0399','-0.007','0'),
('2007-12-06','0.9946','0.9936','0.9886','0.9837','727813.5912','723178.86','-0.0064','-0.0354','-0.0064','0'),
('2007-12-11','0.997','0.996','0.991','0.986','768030.7639','764992.49','-0.004','-0.0207','-0.004','0'),
('2007-12-13','0.9964','0.9954','0.9904','0.9854','768030.7639','764533.26','-0.0046','-0.0231','-0.0046','0'),
('2007-12-18','0.9924','0.9914','0.9864','0.9815','768030.7639','761416.39','-0.0086','-0.0401','-0.0086','0'),
('2007-12-20','0.9913','0.9903','0.9853','0.9804','768030.7639','760546.36','-0.0097','-0.044','-0.0097','0'),
('2008-01-02','0.9919','0.9909','0.9859','0.981','768030.7639','761023.16','0','-0.0356','-0.0091','0'),
('2008-01-03','0.9948','0.9938','0.9888','0.9839','768030.7639','763250.48','0.0029','-0.0241','-0.0062','0'),
('2008-01-08','0.9912','0.9902','0.9852','0.9803','768030.7639','760499.21','-0.0007','-0.036','-0.0098','0'),
('2008-01-10','0.99','0.989','0.9841','0.9791','768030.7639','759557.83','-0.0019','-0.0396','-0.011','0'),
('2008-01-15','0.9833','0.9823','0.9774','0.9725','768030.7639','754401.33','-0.0087','-0.0602','-0.0177','0'),
('2008-01-17','0.98','0.979','0.9741','0.9692','772098.6984','755916.6','-0.012','-0.0698','-0.021','0'),
('2008-01-22','0.9607','0.9597','0.9548','0.9501','772098.6984','740991.28','-0.0315','-0.1255','-0.0403','0'),
('2008-01-24','0.9563','0.966','0.9612','0.9563','772098.6984','745833.65','-0.0251','-0.1048','-0.034','0'),
('2008-01-29','0.9667','0.9657','0.9609','0.956','772098.6984','745622.94','-0.0254','-0.1015','-0.0343','0'),
('2008-01-31','0.9657','0.9647','0.9599','0.9551','772098.6984','744874.72','-0.0264','-0.1027','-0.0353','0'),
('2008-02-05','0.9696','0.9686','0.9638','0.9589','772098.6984','747863.4','-0.0225','-0.0883','-0.0314','0'),
('2008-02-07','0.968','0.967','0.9622','0.9573','772098.6984','746588.53','-0.0241','-0.0913','-0.033','0'),
('2008-02-12','0.9681','0.9671','0.9623','0.9574','772098.6984','746693.49','-0.024','-0.0877','-0.0329','0'),
('2008-02-14','0.9696','0.9686','0.9638','0.9589','772098.6984','747844.19','-0.0225','-0.0826','-0.0314','0'),
('2008-02-19','0.9689','0.9679','0.9631','0.9582','772098.6984','747331.59','-0.0232','-0.0815','-0.0321','0'),
('2008-02-21','0.9678','0.9668','0.962','0.9571','772098.6984','746439.33','-0.0243','-0.0831','-0.0332','0'),
('2008-02-26','0.969','0.968','0.9632','0.9583','772098.6984','747364.58','-0.0231','-0.0776','-0.032','0'),
('2008-02-28','0.9695','0.9685','0.9637','0.9588','772098.6984','747804.6','-0.0226','-0.0754','-0.0315','0'),
('2008-03-04','0.9678','0.9668','0.962','0.9571','772098.6984','747475.23','-0.0243','-0.0769','-0.0332','0'),
('2008-03-06','0.9664','0.9654','0.9606','0.9557','772098.6984','745385.16','-0.0257','-0.0791','-0.0346','0'),
('2008-03-11','0.9613','0.9603','0.9555','0.9507','772098.6984','741431.09','-0.0309','-0.0877','-0.0397','0'),
('2008-03-13','0.9639','0.9629','0.9581','0.9533','772098.6984','743421.25','-0.0283','-0.0812','-0.0371','0'),
('2008-03-18','0.9604','0.9594','0.9546','0.9498','772098.6984','740767.23','-0.0318','-0.0861','-0.0406','0'),
('2008-03-20','0.9552','0.9542','0.9494','0.9447','772098.6984','736705.88','-0.037','-0.0958','-0.0458','0'),
('2008-03-25','0.9525','0.9515','0.9467','0.942','772098.6984','734629.89','-0.0398','-0.0985','-0.0485','0'),
('2008-03-27','0.9541','0.9531','0.9483','0.9436','772098.6984','735854.47','-0.0381','-0.0943','-0.0469','0'),
('2008-04-01','0.9501','0.9492','0.9445','0.9397','772098.6984','732890.26','-0.0421','-0.0993','-0.0508','0'),
('2008-04-03','0.9492','0.9483','0.9436','0.9388','772098.6984','732210.55','-0.043','-0.0999','-0.0517','0'),
('2008-04-08','0.9491','0.9482','0.9435','0.9387','772098.6984','732108.22','-0.0431','-0.0976','-0.0518','0'),
('2008-04-10','0.9502','0.9493','0.9446','0.9398','772098.6984','732990.11','-0.042','-0.0946','-0.0507','0'),
('2008-04-15','0.9466','0.9457','0.941','0.9362','772098.6984','730172.33','-0.0456','-0.0987','-0.0543','0'),
('2008-04-17','0.9453','0.9444','0.9397','0.935','772098.6984','729178.73','-0.0469','-0.1001','-0.0556','0'),
('2008-04-22','0.9458','0.9449','0.9402','0.9355','772098.6984','729551.97','-0.0464','-0.0969','-0.0551','0'),
('2008-04-24','0.9436','0.9427','0.938','0.9333','772098.6984','727843.29','-0.0486','-0.0997','-0.0573','0'),
('2008-04-29','0.9448','0.9439','0.9392','0.9345','772098.6984','728784.93','-0.0474','-0.0955','-0.0561','0'),
('2008-05-08','0.945','0.9441','0.9493','0.9347','772098.6984','728907.96','-0.0472','-0.0914','-0.0559','0'),
('2008-05-13','0.9628','0.9618','0.957','0.9522','772098.6984','742633.73','-0.0294','-0.0615','-0.0382','0'),
('2008-05-15','0.9614','0.9604','0.9556','0.9508','772098.6984','741527.2','-0.0308','-0.0632','-0.0396','0'),
('2008-05-20','0.9767','0.9757','0.9708','0.9659','772098.6984','753357.07','-0.0153','-0.0381','-0.0243','0'),
('2008-05-22','0.9735','0.9725','0.9676','0.9628','772098.6984','750904.47','-0.0186','-0.0427','-0.0275','0'),
('2008-05-27','0.9675','0.9665','0.9617','0.9568','772098.6984','746254.71','-0.0246','-0.0509','-0.0335','0'),
('2008-05-29','0.9727','0.9717','0.9668','0.962','772098.6984','750276.53','-0.0194','-0.0427','-0.0283','0'),
('2008-06-03','0.9707','0.9697','0.9649','0.96','772098.6984','748702.54','-0.0214','-0.0448','-0.0303','0'),
('2008-06-05','0.9699','0.9689','0.9641','0.9592','772098.6984','748114.93','-0.0222','-0.0456','-0.0311','0'),
('2008-06-10','0.9654','0.9644','0.9596','0.9548','772098.6984','744634.01','-0.0267','-0.0511','-0.0356','0'),
('2008-06-17','0.965','0.964','0.9592','0.9544','765698.6984','738100.18','-0.0271','-0.0504','-0.036','0'),
('2008-06-19','0.965','0.964','0.9592','0.9544','765698.6984','738116.93','-0.0271','-0.05','-0.036','0'),
('2008-06-24','0.9572','0.9562','0.9514','0.9466','765698.6984','732189.6','-0.035','-0.0596','-0.0438','0'),
('2008-06-26','0.9583','0.9573','0.9525','0.9477','765698.6984','732970.85','-0.0339','-0.0577','-0.0427','0'),
('2008-07-01','0.9563','0.9553','0.9505','0.9457','765698.6984','731480.5','-0.0359','-0.0593','-0.0447','0'),
('2008-07-03','0.9528','0.9518','0.947','0.9423','765698.6984','728783.84','-0.0395','-0.0635','-0.0482','0'),
('2008-07-08','0.9524','0.9514','0.9466','0.9419','765698.6984','728449.44','-0.0399','-0.0629','-0.0486','0'),
('2008-07-10','0.9535','0.9525','0.9477','0.943','765698.6984','729342.45','-0.0388','-0.061','-0.0475','0'),
('2008-07-15','0.9496','0.9487','0.944','0.9392','765698.6984','726417.05','-0.0426','-0.0648','-0.0513','0'),
('2008-07-17','0.9476','0.9467','0.942','0.9372','765698.6984','724884.11','-0.0446','-0.0668','-0.0533','0'),
('2008-07-22','0.9486','0.9477','0.943','0.9382','765698.6984','725675.44','-0.0436','-0.0645','-0.0523','0'),
('2008-07-24','0.9496','0.9487','0.944','0.9392','765698.6984','726390.89','-0.0426','-0.0629','-0.0513','0'),
('2008-07-29','0.9477','0.9468','0.9421','0.9373','765698.6984','724958.32','-0.0445','-0.0641','-0.0532','0'),
('2008-07-31','0.9481','0.9472','0.9425','0.9377','1219428.782','1154988.3','-0.0441','-0.0633','-0.0528','0'),
('2008-08-05','0.9481','0.9472','0.9425','0.9377','1219428.782','1155015.84','-0.0441','-0.0623','-0.0528','0'),
('2008-08-07','0.9481','0.9472','0.9425','0.9377','1219428.782','1155023.46','-0.0441','-0.0619','-0.0528','0'),
('2008-08-12','0.9503','0.9494','0.9447','0.9399','1219428.782','1157728.91','-0.0419','-0.0584','-0.0506','0'),
('2008-08-14','0.9511','0.9501','0.9453','0.9406','1219428.782','1158561.32','-0.0412','-0.0572','-0.0499','0'),
('2008-08-19','0.9517','0.9507','0.9459','0.9412','1219428.782','1159349.12','-0.0406','-0.0557','-0.0493','0'),
('2008-08-21','0.9521','0.9511','0.9463','0.9416','1219428.782','1159852.18','-0.0402','-0.0549','-0.0489','0'),
('2008-08-26','0.9515','0.9505','0.9457','0.941','1219428.782','1159062.85','-0.0408','-0.0548','-0.0495','0'),
('2008-08-28','0.9528','0.9518','0.947','0.9423','1219428.782','1160696.73','-0.0395','-0.053','-0.0482','0'),
('2008-09-02','0.9513','0.9503','0.9455','0.9408','1219428.782','1158764.29','-0.041','-0.0539','-0.0497','0'),
('2008-09-04','0.9511','0.9501','0.9453','0.9406','1219428.782','1158556.01','-0.0412','-0.0538','-0.0499','0'),
('2008-09-09','0.953','0.952','0.9472','0.9425','1219428.782','1160899.04','-0.0393','-0.051','-0.048','0'),
('2008-09-11','0.952','0.951','0.9462','0.9415','1219428.782','1159695.15','-0.0403','-0.0518','-0.049','0'),
('2008-09-16','0.9422','0.9413','0.9366','0.9319','1219428.782','1147877.3','-0.0501','-0.0611','-0.0587','0'),
('2008-09-18','0.9336','0.9327','0.928','0.9234','1219428.782','1137348.36','-0.0587','-0.0697','-0.0673','0'),
('2008-09-23','0.9359','0.935','0.9303','0.9257','1219428.782','1140153.69','-0.0564','-0.0664','-0.065','0'),
('2008-09-25','0.9366','0.9357','0.931','0.9263','1219428.782','1141051.56','-0.0557','-0.0653','-0.0643','0'),
('2008-09-30','0.9249','0.924','0.9194','0.9148','1219428.782','1126785.48','-0.0675','-0.0762','-0.076','0'),
('2008-10-02','0.9243','0.9234','0.9188','0.9142','1219428.782','1126013.79','-0.0681','-0.0764','-0.0766','0'),
('2008-10-07','0.9015','0.9006','0.8961','0.8916','1219428.782','1098250.52','-0.0911','-0.0979','-0.0994','0'),
('2008-10-09','0.902','0.9011','0.8966','0.8921','1219428.782','1098825.99','-0.0906','-0.0969','-0.0989','0'),
('2008-10-14','0.9091','0.9082','0.9037','0.8991','1219428.782','1107529.48','-0.0835','-0.0888','-0.0918','0'),
('2008-10-16','0.901','0.9001','0.8956','0.8911','1219428.782','1097660.47','-0.0916','-0.0962','-0.0986','0'),
('2008-10-21','0.9062','0.9053','0.9008','0.8962','1219428.782','1103896.06','-0.0864','-0.09','-0.0951','0'),
('2008-10-23','0.9022','0.9013','0.8968','0.8923','1219428.782','1099018.48','-0.0904','-0.0934','-0.1035','0'),
('2008-10-28','0.898','0.8971','0.8926','0.8971','1219428.782','1093891.12','-0.0947','-0.0962','-0.1038','0'),
('2008-10-30','0.8971','0.8962','0.8917','0.8872','1219428.782','1092893.17','-0.0956','-0.0965','-0.1055','0'),
('2008-11-04','0.8854','0.8845','0.8801','0.8757','1219428.782','1078585.63','-0.1074','-0.1062','-0.1204','0'),
('2008-11-06','0.8848','0.8839','0.8795','0.8751','1219428.782','1077886.16','-0.108','-0.1063','-0.119','0'),
('2008-11-11','0.8808','0.8799','0.8755','0.8711','1219428.782','1072998.06','-0.112','-0.1087','-0.1179','0'),
('2008-11-13','0.8736','0.8727','0.8683','0.864','1219428.782','1064198.4','-0.1193','-0.1147','-0.1257','0'),
('2008-11-18','0.8585','0.8576','0.8533','0.849','1219428.782','1045730.84','-0.1345','-0.127','-0.1329','0'),
('2008-11-20','0.8566','0.8557','0.8514','0.8471','1219428.782','1043484.11','-0.1364','-0.1281','-0.1348','0'),
('2008-11-25','0.8636','0.8627','0.8584','0.8541','1219428.782','1051985.34','-0.1294','-0.1205','-0.1252','0'),
('2008-11-27','0.8629','0.862','0.8577','0.8534','1219428.782','1051186.65','-0.1301','-0.1205','-0.1243','0'),
('2008-12-02','0.8635','0.8626','0.8583','0.854','1219428.782','1051850.31','-0.1295','-0.1187','-0.1248','0'),
('2008-12-04','0.8657','0.8648','0.8605','0.8562','1219428.782','1054609.08','-0.1273','-0.1163','-0.126','0'),
('2008-12-09','0.8658','0.8649','0.8606','0.8563','1219428.782','1054680.07','-0.1272','-0.1149','-0.129','0'),
('2008-12-11','0.8604','0.8595','0.8552','0.8509','1219428.782','1048108.84','-0.1326','-0.119','-0.135','0'),
('2008-12-16','0.8595','0.8586','0.8543','0.85','1219428.782','1047043.31','-0.1335','-0.1185','-0.138','0'),
('2008-12-18','0.8598','0.8589','0.8546','0.8503','1219428.782','1047334.5','-0.1332','-0.1178','-0.1371','0'),
('2008-12-23','0.8636','0.8627','0.8584','0.8541','1219428.782','1052019.41','-0.1294','-0.1134','-0.1298','0'),
('2009-01-06','0.859','0.8581','0.8538','0.8495','1219428.782','1046358.27','0','-0.1139','-0.1335','0'),
('2009-01-08','0.8495','0.8487','0.8445','0.8402','1219428.782','1034968.12','-0.011','-0.1211','-0.1435','0'),
('2009-01-13','0.8543','0.8534','0.8491','0.8449','1209667.166','1032360.67','-0.0055','-0.1161','-0.1413','0'),
('2009-01-15','0.8468','0.846','0.8418','0.8375','1209667.166','1023333.63','-0.0141','-0.1216','-0.1456','0'),
('2009-01-20','0.8454','0.8446','0.8404','0.8362','1209667.166','1021715.2','-0.0157','-0.1215','-0.146','0'),
('2009-01-22','0.8442','0.8434','0.8392','0.835','1209667.166','1020176.48','-0.0171','-0.1219','-0.1414','0'),
('2009-01-27','0.8426','0.8418','0.8376','0.8334','1209667.166','1018284.47','-0.019','-0.122','-0.1401','0'),
('2009-01-29','0.8415','0.8407','0.8365','0.8323','1209667.166','1017005.39','-0.0203','-0.1224','-0.124','0'),
('2009-02-03','0.8367','0.8359','0.8317','0.8275','1209667.166','1011220.71','-0.0259','-0.125','-0.1347','0'),
('2009-02-05','0.8371','0.8363','0.8321','0.8279','1209667.166','1011653.39','-0.0254','-0.1242','-0.134','0'),
('2009-02-10','0.8361','0.8353','0.8311','0.8269','1209667.166','1010376.52','-0.0266','-0.1238','-0.1341','0'),
('2009-02-12','0.8366','0.8358','0.8316','0.8274','1209667.166','1011033.33','-0.026','-0.123','-0.1371','0'),
('2009-02-17','0.8378','0.837','0.8328','0.8286','2991822.556','2504230.79','-0.0246','-0.1209','-0.1344','0'),
('2009-02-19','0.837','0.8362','0.832','0.8278','4717928.709','3945084.19','-0.0255','-0.1211','-0.1354','0'),
('2009-02-24','0.8369','0.8361','0.8319','0.8277','4717928.709','3944519.4','-0.0256','-0.12','-0.1368','0'),
('2009-02-26','0.8373','0.8365','0.8323','0.8281','4717928.709','3946353.59','-0.0252','-0.1193','-0.1358','0'),
('2009-03-05','0.8345','0.8337','0.8295','0.8254','1205599.231','1005077.96','-0.0284','-0.1199','-0.1377','0'),
('2009-03-10','0.836','0.8352','0.831','0.8268','3019859.267','2522219.97','-0.0267','-0.1177','-0.1372','0'),
('2009-03-12','0.8368','0.836','0.8318','0.8276','3019859.267','2524585.82','-0.0258','-0.1167','-0.1368','0'),
('2009-03-17','0.835','0.8342','0.83','0.8259','3019859.267','2519033.92','-0.0279','-0.117','-0.1372','0'),
('2009-03-19','0.8348','0.834','0.8298','0.8257','3019859.267','2518706.63','-0.0281','-0.1167','-0.1361','0'),
('2009-03-24','0.836','0.8352','0.831','0.8268','3907075.484','3263074.54','-0.0267','-0.1148','-0.1303','0'),
('2009-03-26','0.8377','0.8369','0.8327','0.8285','3907075.484','3269740.56','-0.0247','-0.1132','-0.1309','0'),
('2009-03-31','0.8366','0.8358','0.8316','0.8274','1205599.231','1007625.97','-0.026','-0.113','-0.1288','0'),
('2009-04-02','0.8399','0.8391','0.8349','0.8307','1205599.231','1011657.94','-0.0221','-0.1103','-0.1206','0'),
('2009-04-07','0.8414','0.8406','0.8364','0.8322','3946354.44','3317130.54','-0.0204','-0.1083','-0.1166','0'),
('2009-04-09','0.8412','0.8412','0.8362','0.832','3946354.44','3316384.53','-0.0206','-0.1081','-0.1182','0'),
('2009-04-14','0.8418','0.841','0.8368','0.8326','3946354.44','3319063.81','-0.0199','-0.1067','-0.114','0'),
('2009-04-16','0.8426','0.8418','0.8376','0.8334','3946354.44','3322221.01','-0.019','-0.1058','-0.1123','0'),
('2009-04-21','0.844','0.8432','0.839','0.8348','3946354.44','3327559.76','-0.0174','-0.104','-0.1107','0'),
('2009-04-23','0.845','0.8442','0.84','0.8358','3946354.44','3331342.43','-0.0162','-0.103','-0.1107','0'),
('2009-04-28','0.8437','0.8429','0.8387','0.8345','3946354.44','3326523.62','-0.0177','-0.103','-0.1087','0'),
('2009-04-30','0.8503','0.8495','0.8453','0.841','1205599.231','1024147.11','-0.01','-0.0982','-0.1005','0'),
('2009-05-07','0.8553','0.8544','0.8501','0.8459','1205599.231','1030061.62','-0.0043','-0.0938','-0.0958','0'),
('2009-05-12','0.8535','0.8526','0.8483','0.8441','1205599.231','1027868.14','-0.0064','-0.0942','-0.0956','0'),
('2009-05-14','0.8513','0.8504','0.8461','0.8419','1205599.231','1025239.08','-0.009','-0.0954','-0.0991','0'),
('2009-05-19','0.8544','0.8535','0.8492','0.845','1205599.231','1028925.58','-0.0054','-0.0926','-0.096','0'),
('2009-05-21','0.8544','0.8535','0.8492','0.845','1205599.231','1028945.08','-0.0054','-0.0923','-0.1126','0'),
('2009-05-26','0.8531','0.8522','0.8479','0.8437','1205599.231','1027367.89','-0.0069','-0.0924','-0.1127','0'),
('2009-05-28','0.8541','0.8532','0.8489','0.8447','1205599.231','1028578.86','-0.0057','-0.0915','-0.1256','0'),
('2009-06-02','0.8572','0.8563','0.852','0.8477','1205599.231','1032339.07','-0.0021','-0.0888','-0.1195','0'),
('2009-06-04','0.8555','0.8546','0.8503','0.8461','1205599.231','1030260.8','-0.0041','-0.0896','-0.1158','0'),
('2009-06-09','0.8699','0.869','0.8647','0.8603','1205599.231','1047703.43','0.0127','-0.0798','-0.1057','0'),
('2009-06-11','0.8694','0.8685','0.8642','0.8598','1205599.231','1047006.46','0.0121','-0.0799','-0.1044','0'),
('2009-06-16','0.8651','0.8642','0.8599','0.8556','1205599.231','1041913.52','0.0071','-0.082','-0.1081','0'),
('2009-06-18','0.8654','0.8645','0.8602','0.8559','1205599.231','1042211.91','0.0075','-0.0815','-0.1036','0'),
('2009-06-23','0.865','0.8641','0.8598','0.8555','1205599.231','1041785.74','0.007','-0.0811','-0.1036','0'),
('2009-06-25','0.8653','0.8644','0.8601','0.8558','1204383.672','1041036.33','0.0073','-0.0807','-0.1033','0'),
('2009-06-30','0.8671','0.8662','0.8619','0.8575','1204383.672','1043219.53','0.0094','-0.079','-0.0941','0'),
('2009-07-02','0.8672','0.8663','0.862','0.8576','1204383.672','1043355.08','0.0096','-0.0787','-0.0951','0'),
('2009-07-07','0.867','0.8661','0.8618','0.8574','1204383.672','1043073.47','0.0093','-0.0782','-0.0934','0'),
('2009-07-09','0.8659','0.865','0.8607','0.8564','1204383.672','1041740','0.008','-0.0787','-0.0912','0'),
('2009-07-14','0.8665','0.8656','0.8613','0.8569','1204383.672','1042543.52','0.0087','-0.0777','-0.0902','0'),
('2009-07-16','0.8673','0.8664','0.8621','0.8577','1204383.672','1043426.43','0.0097','-0.077','-0.0904','0'),
('2009-07-21','0.8693','0.8684','0.8641','0.8597','1204383.672','1045915.76','0.012','-0.0753','-0.0846','0'),
('2009-07-23','0.869','0.8681','0.8638','0.8594','1204383.672','1045482.93','0.0117','-0.0752','-0.083','0'),
('2009-07-28','0.8692','0.8683','0.864','0.8596','1204383.672','1045794.21','0.0119','-0.0746','-0.0838','0'),
('2009-07-30','0.8691','0.8682','0.8639','0.8595','1204383.672','1045695.77','0.0118','-0.0744','-0.0849','0'),
('2009-08-04','0.8734','0.8725','0.8681','0.8638','1204383.672','1050847.34','0.0168','-0.0714','-0.0785','0'),
('2009-08-06','0.8774','0.8765','0.8721','0.8677','1204383.672','1055671.55','0.0214','-0.0689','-0.0746','0'),
('2009-08-11','0.8917','0.8908','0.8863','0.8819','1204383.672','1072903.17','0.0381','-0.0603','-0.0595','0'),
('2009-08-13','0.8797','0.8788','0.8744','0.87','1204383.672','1058416.84','0.0241','-0.0669','-0.0722','0'),
('2009-08-18','0.8745','0.8736','0.8692','0.8649','1204383.672','1052184.84','0.0181','-0.0694','-0.0798','0'),
('2009-08-20','0.8756','0.8747','0.8703','0.866','1204383.672','1053525.21','0.0193','-0.0686','-0.0794','0'),
('2009-08-25','0.8816','0.8807','0.8763','0.8719','1204383.672','1060640.7','0.0263','-0.0647','-0.0736','0'),
('2009-08-27','0.8806','0.8797','0.8753','0.8709','1204383.672','1059443.84','0.0252','-0.0651','-0.0751','0'),
('2009-09-01','0.8772','0.8763','0.8719','0.8675','1204383.672','1055404.85','0.0212','-0.0665','-0.0781','0'),
('2009-09-03','0.8778','0.8769','0.8725','0.8681','1204383.672','1056164.65','0.0219','-0.066','-0.0787','0'),
('2009-09-08','0.8876','0.8867','0.8823','0.8778','1204383.672','1067876.3','0.0333','-0.0602','-0.0669','0'),
('2009-09-10','0.8916','0.8907','0.8862','0.8818','1204383.672','1072700.08','0.038','-0.0578','-0.0625','0'),
('2009-09-15','0.8921','0.8912','0.8867','0.8823','1204383.672','1073344.7','0.0386','-0.0572','-0.0639','0'),
('2009-09-17','0.8987','0.8978','0.8933','0.8888','1204383.672','1081253.41','0.0463','-0.0535','-0.0559','0'),
('2009-09-24','0.8926','0.8917','0.8872','0.8828','1204383.672','1073940.73','0.0392','-0.0562','-0.0527','0'),
('2009-09-29','0.8908','0.8899','0.8855','0.881','1417244.976','1261181.43','0.0371','-0.0568','-0.0459','0'),
('2009-10-01','0.8859','0.885','0.8806','0.8762','1417244.976','1254323.98','0.0313','-0.0593','-0.0535','0'),
('2009-10-06','0.8854','0.8845','0.8801','0.8757','1417244.976','1253500.38','0.0308','-0.0591','-0.0547','0'),
('2009-10-08','0.8857','0.8848','0.8804','0.876','1417244.976','1253981.81','0.0311','-0.0588','-0.0424','0'),
('2009-10-13','0.8856','0.8847','0.8803','0.8759','1417244.976','1253870.55','0.031','-0.0585','-0.0419','0'),
('2009-10-15','0.8863','0.8854','0.881','0.8765','1417244.976','1254885.01','0.0318','-0.058','-0.0169','0'),
('2009-10-20','0.8867','0.8858','0.8814','0.8769','1417244.976','1255373.55','0.0323','-0.0574','-0.017','0'),
('2009-10-22','0.8824','0.8815','0.8771','0.8727','1417244.976','1249291.53','0.0273','-0.0595','-0.0294','0'),
('2009-10-27','0.8781','0.8772','0.8728','0.8684','1417244.976','1243151.12','0.0223','-0.0613','-0.0254','0'),
('2009-10-29','0.8923','0.8914','0.8869','0.8825','1417244.976','1263355.21','0.0388','-0.0539','-0.0154','0'),
('2009-11-03','0.8875','0.8866','0.8822','0.8777','1417244.976','1256478.71','0.0332','-0.056','-0.0163','0'),
('2009-11-05','0.8853','0.8844','0.88','0.8756','1417244.976','1253449.69','0.0306','-0.0569','-0.0142','0'),
('2009-11-10','0.8899','0.889','0.8846','0.8801','1417244.976','1259896.41','0.036','-0.0542','-0.008','0'),
('2009-11-12','0.8915','0.8906','0.8861','0.8817','1417244.976','1262148.07','0.0379','-0.0533','0.0069','0'),
('2009-11-17','0.8884','0.8875','0.8831','0.8786','1417244.976','1257771.27','0.0343','-0.0545','0.0041','0'),
('2009-11-19','0.8869','0.886','0.8816','0.8771','1417244.976','1255629.39','0.0325','-0.0551','0.0069','0'),
('2009-11-24','0.8846','0.8837','0.8793','0.8749','1417244.976','1252439.11','0.0298','-0.0559','0.0126','0'),
('2009-11-26','0.8842','0.8833','0.8789','0.8745','1417244.976','1251903.31','0.0294','-0.056','0.03','0'),
('2009-12-01','0.8817','0.8808','0.8764','0.872','1303463.976','1148027.33','0.0265','-0.0569','0.0293','0'),
('2009-12-03','0.8817','0.8808','0.8764','0.872','1303463.976','1148051.49','0.0265','-0.0567','0.021','0'),
('2009-12-08','0.8793','0.8784','0.874','0.8696','1303463.976','1144917.46','0.0237','-0.0576','0.019','0'),
('2009-12-10','0.8763','0.8754','0.871','0.8666','1303463.976','1141081.8','0.0202','-0.0589','0.0148','0'),
('2009-12-15','0.8643','0.8634','0.8591','0.8548','1303463.976','1125358.02','0.0062','-0.0644','-0.0016','0'),
('2009-12-17','0.8596','0.8587','0.8544','0.8501','1303463.976','1119278.38','0.0007','-0.0666','-0.0072','0'),
('2009-12-22','0.8639','0.863','0.8587','0.8544','1303463.976','1124870.57','0.0057','-0.0641','0.0041','0'),
('2010-01-05','0.8621','0.8612','0.8569','0.8526','1303463.976','1122562.32','0','-0.0639','0.003','0'),
('2010-01-07','0.8634','0.8625','0.8582','0.8539','1303463.976','1124178.54','0.0015','-0.0631','0.0042','0'),
('2010-01-12','0.8676','0.8667','0.8624','0.858','1303463.976','1129725.72','0.0064','-0.0608','0.0046','0'),
('2010-01-14','0.8668','0.8659','0.8616','0.8572','1303463.976','1128622.71','0.0055','-0.061','0.0091','0'),
('2010-01-19','0.8665','0.8656','0.8613','0.8569','1303463.976','1128221.08','0.0051','-0.0608','0.0199','0'),
('2010-01-21','0.8671','0.8662','0.8619','0.8575','1303463.976','1129055.93','0.0058','-0.0604','0.015','0'),
('2010-01-26','0.865','0.8641','0.8598','0.8555','1303463.976','1126329.8','0.0034','-0.061','0.0214','0'),
('2010-01-28','0.8681','0.8672','0.8629','0.8585','1303463.976','1130421.98','0.007','-0.0594','0.0268','0'),
('2010-02-02','0.8708','0.8699','0.8656','0.8612','1303463.976','1133853.37','0.0101','-0.0578','0.0314','0'),
('2010-02-04','0.8731','0.8722','0.8678','0.8635','1303463.976','1136852.29','0.0128','-0.0566','0.0361','0'),
('2010-02-09','0.872','0.8711','0.8667','0.8624','1303463.976','1135454.47','0.0115','-0.0568','0.0362','0'),
('2010-02-11','0.8716','0.8707','0.8663','0.862','1303463.976','1134988.07','0.011','-0.0569','0.0416','0'),
('2010-02-16','0.8703','0.8694','0.8651','0.8607','1303463.976','1133244.52','0.0095','-0.0572','0.0396','0'),
('2010-02-18','0.8692','0.8683','0.864','0.8596','1303463.976','1131804.97','0.0082','-0.0575','0.0395','0'),
('2010-02-23','0.8674','0.8665','0.8622','0.8578','1303463.976','1129496.32','0.0062','-0.058','0.0367','0'),
('2010-02-25','0.8674','0.8665','0.8622','0.8578','1303463.976','1129424.35','0.0062','-0.0579','0.0352','0'),
('2010-03-02','0.8678','0.8669','0.8626','0.8582','1418751.041','1229929.44','0.0066','-0.0574','0.0367','0'),
('2010-03-04','0.8681','0.8672','0.8629','0.8585','1418751.041','1230330.15','0.007','-0.0571','0.0372','0'),
('2010-03-09','0.8678','0.8669','0.8626','0.8582','1533945.143','1329760.75','0.0066','-0.057','0.0363','0'),
('2010-03-11','0.8673','0.8664','0.8621','0.8577','1533945.143','1329030.13','0.006','-0.0571','0.0392','0'),
('2010-03-16','0.8677','0.8668','0.8625','0.8581','1533945.143','1329601.94','0.0065','-0.0566','0.0378','0'),
('2010-03-18','0.868','0.8671','0.8628','0.8584','1533945.143','1330120.08','0.0069','-0.0563','0.0372','0'),
('2010-03-23','0.868','0.8671','0.8628','0.8584','1533945.143','1330092.09','0.0069','-0.056','0.0394','0'),
('2010-03-25','0.8686','0.8677','0.8634','0.859','1533945.143','1331033.09','0.0075','-0.0556','0.0404','0'),
('2010-03-30','0.8671','0.8662','0.8619','0.8575','1533945.143','1328689.87','0.0058','-0.056','0.0371','0'),
('2010-04-01','0.8674','0.8665','0.8622','0.8578','1533945.143','1329115.46','0.0062','-0.0557','0.0354','0'),
('2010-04-06','0.8674','0.8665','0.8622','0.8578','1533945.143','1329123.19','0.0062','-0.0554','0.0367','0'),
('2010-04-08','0.8667','0.8658','0.8615','0.8571','1533945.143','1328017.46','0.0053','-0.0556','0.0318','0'),
('2010-04-13','0.8664','0.8655','0.8612','0.8568','1533945.143','1327602.17','0.005','-0.0555','0.0296','0'),
('2010-04-15','0.8661','0.8652','0.8609','0.8565','1533945.143','1327239.39','0.0046','-0.0555','0.0295','0'),
('2010-04-20','0.8651','0.8642','0.8599','0.8556','1533945.143','1325646.65','0.0035','-0.0556','0.0276','0'),
('2010-04-22','0.8655','0.8646','0.8603','0.856','1533945.143','1326200.64','0.0039','-0.0553','0.0271','0'),
('2010-04-27','0.8652','0.8643','0.86','0.8557','1493727.97','1291098.21','0.0036','-0.0552','0.025','0'),
('2010-04-29','0.8645','0.8636','0.8593','0.855','1493727.97','1289954.51','0.0028','-0.0554','0.023','0'),
('2010-05-04','0.8637','0.8628','0.8585','0.8542','1493727.97','1288770.76','0.0019','-0.0554','0.0236','0'),
('2010-05-11','0.8613','0.8604','0.8561','0.8518','1493727.97','1285220.47','-0.0009','-0.056','0.0128','0'),
('2010-05-13','0.8609','0.86','0.8557','0.8514','1493727.97','1284577.24','-0.0014','-0.0561','0.0066','0'),
('2010-05-18','0.8537','0.8528','0.8485','0.8443','1493727.97','1273876.43','-0.0098','-0.0588','0.0002','0'),
('2010-05-20','0.8419','0.8411','0.8369','0.8327','1493727.97','1256373.66','-0.0233','-0.0636','-0.0109','0'),
('2010-05-25','0.8346','0.8338','0.8296','0.8255','1493727.97','1245445.04','-0.0318','-0.0664','-0.0231','0'),
('2010-05-27','0.8393','0.8385','0.8343','0.8301','1493727.97','1252492.26','-0.0264','-0.0643','-0.0176','0'),
('2010-06-01','0.8373','0.8365','0.8323','0.8281','1553301.424','1299354.02','-0.0287','-0.0648','-0.0184','0'),
('2010-06-03','0.8367','0.8359','0.8317','0.8275','1720505.532','1438145.01','-0.0294','-0.0649','-0.0203','0'),
('2010-06-08','0.8347','0.8339','0.8297','0.8256','1720505.532','1434702.85','-0.0317','-0.0654','-0.0262','0'),
('2010-06-10','0.8339','0.8331','0.8289','0.8248','1720505.532','1433399.97','-0.0326','-0.0656','-0.0252','0'),
('2010-06-15','0.8334','0.8326','0.8284','0.8243','1720505.532','1432500.53','-0.0332','-0.0655','-0.0419','0'),
('2010-06-17','0.8331','0.8323','0.8281','0.824','1720505.532','1432053.41','-0.0336','-0.0655','-0.0417','0'),
('2010-06-22','0.8397','0.8389','0.8347','0.8305','1720505.532','1443382.35','-0.0259','-0.0625','-0.0293','0'),
('2010-06-24','0.8395','0.8387','0.8345','0.8303','1720505.532','1442952.95','-0.0261','-0.0624','-0.0298','0'),
('2010-06-29','0.8377','0.8369','0.8327','0.8285','1720505.532','1439951.82','-0.0282','-0.0629','-0.0315','0'),
('2010-07-01','0.8326','0.8318','0.8276','0.8235','1720505.532','1431096.27','-0.0341','-0.0648','-0.0377','0'),
('2010-07-06','0.8301','0.8293','0.8252','0.821','1720505.532','1426890.95','-0.037','-0.0655','-0.0426','0'),
('2010-07-08','0.8278','0.827','0.8229','0.8187','1720505.532','1422919.56','-0.0397','-0.0663','-0.0454','0'),
('2010-07-13','0.8271','0.8263','0.8222','0.818','1720505.532','1421712.55','-0.0405','-0.0663','-0.046','0'),
('2010-07-15','0.8292','0.8284','0.8243','0.8201','1720505.532','1425334.72','-0.0381','-0.0653','-0.0423','0'),
('2010-07-20','0.8277','0.8269','0.8228','0.8186','1720505.532','1422734.36','-0.0398','-0.0656','-0.0447','0'),
('2010-07-22','0.8275','0.8267','0.8226','0.8184','1720505.532','1422404.11','-0.0401','-0.0656','-0.0458','0'),
('2010-07-27','0.8269','0.8261','0.822','0.8178','1720505.532','1421256.29','-0.0408','-0.0655','-0.0487','0'),
('2010-07-29','0.8277','0.8269','0.8228','0.8186','1720505.532','1422707.49','-0.0398','-0.0651','-0.0475','0'),
('2010-08-03','0.8297','0.8289','0.8248','0.8206','1720505.532','1426151.35','-0.0375','-0.064','-0.0454','0'),
('2010-08-05','0.8341','0.8333','0.8291','0.825','1720505.532','1433672.96','-0.0324','-0.0621','-0.0402','0'),
('2010-08-10','0.8367','0.8359','0.8317','0.8275','1720505.532','1438130.14','-0.0294','-0.0608','-0.0419','0'),
('2010-08-12','0.8372','0.8364','0.8322','0.828','1720505.532','1438990.61','-0.0288','-0.0605','-0.0458','0'),
('2010-08-17','0.8364','0.8356','0.8314','0.8272','1720505.532','1437686.54','-0.0297','-0.0605','-0.062','0'),
('2010-08-19','0.8373','0.8365','0.8323','0.8281','1720505.532','1439252.59','-0.0287','-0.0601','-0.0481','0'),
('2010-08-24','0.8376','0.8368','0.8326','0.8284','1720505.532','1439796.39','-0.0283','-0.0597','-0.0421','0'),
('2010-08-26','0.8374','0.8366','0.8324','0.8282','1720505.532','1439450.41','-0.0286','-0.0596','-0.0436','0'),
('2010-08-31','0.8355','0.8347','0.8305','0.8264','1720505.532','1436128.4','-0.0308','-0.0601','-0.0522','0'),
('2010-09-02','0.8379','0.8371','0.8329','0.8287','1720505.532','1440238.35','-0.028','-0.0591','-0.0484','0'),
('2010-09-07','0.8391','0.8383','0.8341','0.8299','1720505.532','1442221.93','-0.0266','-0.0583','-0.0434','0'),
('2010-09-09','0.8381','0.8373','0.8331','0.8289','1720505.532','1440519.94','-0.0278','-0.0586','-0.0452','0'),
('2010-09-14','0.839','0.8382','0.834','0.8298','1720505.532','1442044.55','-0.0267','-0.058','-0.0547','0'),
('2010-09-16','0.8431','0.8423','0.8381','0.8339','1720505.532','1449264.79','-0.0219','-0.0564','-0.0543','0'),
('2010-09-21','0.841','0.8402','0.836','0.8318','1720505.532','1445535.22','-0.0244','-0.0569','-0.0572','0'),
('2010-09-23','0.8389','0.8381','0.8339','0.8297','1720505.532','1441974.94','-0.0268','-0.0576','-0.0665','0'),
('2010-09-28','0.8377','0.8369','0.8327','0.8285','1720505.532','1439822.87','-0.0282','-0.0578','-0.0615','0'),
('2010-09-30','0.8394','0.8386','0.8344','0.8302','1720505.532','1442738.19','-0.0262','-0.057','-0.0576','0'),
('2010-10-05','0.8387','0.8379','0.8337','0.8295','1720505.532','1441645.03','-0.0271','-0.057','-0.0532','0'),
('2010-10-07','0.8359','0.8351','0.8309','0.8267','1720505.532','1436828.48','-0.0303','-0.058','-0.0559','0'),
('2010-10-12','0.8343','0.8335','0.8293','0.8252','1720505.532','1434068.58','-0.0322','-0.0583','-0.058','0'),
('2010-10-14','0.8366','0.8358','0.8316','0.8274','1720505.532','1437923','-0.0295','-0.0574','-0.0553','0'),
('2010-10-19','0.8344','0.8336','0.8294','0.8253','1720505.532','1434266.38','-0.032','-0.0579','-0.0585','0'),
('2010-10-21','0.8293','0.8285','0.8244','0.8202','1720505.532','1425382.74','-0.038','-0.0597','-0.0647','0'),
('2010-10-26','0.8275','0.8267','0.8226','0.8184','1720505.532','1422333.95','-0.0401','-0.0601','-0.0622','0'),
('2010-10-28','0.835','0.8342','0.83','0.8259','1720505.532','1435304.47','-0.0314','-0.0573','-0.049','0'),
('2010-11-02','0.84','0.8392','0.835','0.8308','1720505.532','1443787.63','-0.0255','-0.0552','-0.0586','0'),
('2010-11-04','0.834','0.8332','0.829','0.8249','1720505.532','1433568.5','-0.0325','-0.0573','-0.0602','0'),
('2010-11-09','0.8338','0.833','0.8288','0.8247','1720505.532','1433166.3','-0.0327','-0.0571','-0.0581','0'),
('2010-11-11','0.8332','0.8324','0.8282','0.8241','1720505.532','1432205.11','-0.0334','-0.0572','-0.0637','0'),
('2010-11-16','0.8314','0.8306','0.8264','0.8223','1720505.532','1429132.49','-0.0355','-0.0576','-0.0674','0'),
('2010-11-18','0.8354','0.8346','0.8304','0.8263','1720505.532','1435967.33','-0.0309','-0.0561','-0.0596','0'),
('2010-11-23','0.8392','0.8384','0.8342','0.83','1720505.532','1442419.02','-0.0265','-0.0545','-0.0537','0'),
('2010-11-25','0.8404','0.8396','0.8354','0.8312','1720505.532','1444513.76','-0.0251','-0.054','-0.0499','0'),
('2010-11-30','0.8406','0.8398','0.8356','0.8314','1720505.532','1444902.29','-0.0248','-0.0537','-0.0492','0'),
('2010-12-02','0.8412','0.8404','0.8362','0.832','1720505.532','1445949.31','-0.0242','-0.0534','-0.0459','0'),
('2010-12-07','0.8438','0.843','0.8388','0.8346','1720505.532','1450457.33','-0.0211','-0.0522','-0.0429','0'),
('2010-12-09','0.8462','0.8454','0.8412','0.8369','1720505.532','1454527.62','-0.0183','-0.0513','-0.0376','0'),
('2010-12-14','0.8426','0.8418','0.8376','0.8334','1720505.532','1448339.64','-0.0225','-0.0524','-0.0384','0'),
('2010-12-16','0.8443','0.8435','0.8393','0.8351','1720505.532','1451258.79','-0.0206','-0.0517','-0.023','0'),
('2010-12-21','0.8439','0.8431','0.8389','0.8347','1720505.532','1450571.37','-0.021','-0.0516','-0.0182','0'),
('2010-12-23','0.847','0.8462','0.842','0.8377','1720505.532','1455814.09','-0.0174','-0.0504','-0.0195','0'),
('2010-12-28','0.8449','0.8441','0.8399','0.8357','1720505.532','1452302.99','-0.0199','-0.0509','-0.0199','0'),
('2010-12-30','0.8441','0.8433','0.8391','0.8349','1720505.532','1450971.8','-0.0208','-0.0511','-0.0223','0'),
('2011-01-04','0.8434','0.8426','0.8384','0.8342','1720505.532','1449761.17','0','-0.0512','-0.0278','0'),
('2011-01-06','0.8441','0.8433','0.8391','0.8349','1720505.532','1450835.89','0.0008','-0.0508','-0.0261','0'),
('2011-01-11','0.8476','0.8468','0.8426','0.8383','1720505.532','1456882.65','0.005','-0.0494','-0.0217','0'),
('2011-01-13','0.8502','0.8494','0.8452','0.8409','1720505.532','1461455.01','0.0081','-0.0485','-0.0194','0'),
('2011-01-18','0.8516','0.8507','0.8464','0.8422','1720505.532','1463605.31','0.0096','-0.0478','-0.0155','0'),
('2011-01-20','0.8537','0.8528','0.8485','0.8443','1720505.532','1467268.94','0.0121','-0.047','-0.0166','0'),
('2011-01-25','0.8651','0.8642','0.8599','0.8556','1720505.532','1486820.55','0.0256','-0.043','-0.0066','0'),
('2011-01-27','0.8755','0.8746','0.8702','0.8659','1720505.532','1504798.62','0.038','-0.0395','0.0028','0'),
('2011-02-01','0.868','0.8671','0.8628','0.8584','1720505.532','1491821.56','0.0291','-0.0418','-0.0046','0'),
('2011-02-03','0.8841','0.8832','0.8788','0.8744','1720505.532','1519470.81','0.0482','-0.0365','0.0144','0'),
('2011-02-08','0.8825','0.8816','0.8772','0.8728','1720505.532','1516760.67','0.0463','-0.0369','0.014','0'),
('2011-02-10','0.8858','0.8849','0.8805','0.8761','1720505.532','1522514.8','0.0502','-0.0357','0.0191','0'),
('2011-02-15','0.894','0.8931','0.8886','0.8842','1720505.532','1536559.09','0.0599','-0.0329','0.0307','0'),
('2011-02-17','0.8921','0.8912','0.8867','0.8823','1720505.532','1533367.2','0.0577','-0.0335','0.0285','0'),
('2011-02-22','0.8919','0.891','0.8865','0.8821','1720505.532','1533046.12','0.0574','-0.0334','0.0278','0'),
('2011-02-24','0.8833','0.8824','0.878','0.8736','1720505.532','1518097.15','0.0472','-0.0361','0.0175','0'),
('2011-03-01','0.8894','0.8885','0.8841','0.8796','1720505.532','1528678.78','0.0545','-0.034','0.0249','0'),
('2011-03-08','0.8896','0.8887','0.8843','0.8798','1720505.532','1529020.51','0.0547','-0.0338','0.0257','0'),
('2011-03-10','0.8871','0.8862','0.8818','0.8773','1720505.532','1524749.58','0.0517','-0.0345','0.0224','0'),
('2011-03-15','0.8751','0.8742','0.8698','0.8655','1720505.532','1504047.76','0.0375','-0.0382','0.0082','0'),
('2011-03-17','0.8808','0.8799','0.8755','0.8711','1720505.532','1513872.65','0.0443','-0.0363','0.0148','0'),
('2011-03-22','0.8758','0.8749','0.8705','0.8662','1720505.532','1505298.32','0.0383','-0.0378','0.0083','0'),
('2011-03-24','0.875','0.8741','0.8697','0.8654','1720505.532','1503967.97','0.0374','-0.038','0.0091','0'),
('2011-03-29','0.8845','0.8836','0.8792','0.8748','1720505.532','1520298.74','0.0487','-0.0348','0.0197','0'),
('2011-03-31','0.884','0.8831','0.8787','0.8743','1720505.532','1519423.5','0.0481','-0.0349','0.0192','0'),
('2011-04-05','0.8851','0.8842','0.8798','0.8754','1720505.532','1521231.26','0.0494','-0.0345','0.0213','0'),
('2011-04-07','0.8834','0.8825','0.8781','0.8737','1720505.532','1518289.26','0.0474','-0.0349','0.0196','0'),
('2011-04-12','0.876','0.8751','0.8707','0.8663','1720505.532','1505666.26','0.0386','-0.0371','0.0114','0'),
('2011-04-14','0.8764','0.8755','0.8711','0.8667','1720505.532','1506385.28','0.039','-0.0369','0.0131','0'),
('2011-04-19','0.8745','0.8736','0.8692','0.8649','1720505.532','1503050.96','0.0368','-0.0374','0.0104','0'),
('2011-04-21','0.8768','0.8759','0.8715','0.8671','1720505.532','1506951.03','0.0395','-0.0366','0.0134','0'),
('2011-04-26','0.8794','0.8785','0.8741','0.8697','1720505.532','1511468.59','0.0426','-0.0357','0.0173','0'),
('2011-04-28','0.8913','0.8904','0.8859','0.8815','1720505.532','1531948.63','0.0567','-0.032','0.032','0'),
('2011-05-03','0.8942','0.8933','0.8888','0.8844','1720505.532','1536891.08','0.0602','-0.031','0.0382','0'),
('2011-05-05','0.8919','0.891','0.8865','0.8821','1720505.532','1532992.05','0.0574','-0.0316','0.036','0'),
('2011-05-10','0.8924','0.8915','0.887','0.8826','1720505.532','1533804.57','0.058','-0.0314','0.0454','0'),
('2011-05-12','0.8904','0.8895','0.8851','0.8806','1720505.532','1530442.84','0.0557','-0.0319','0.0575','0'),
('2011-05-17','0.8856','0.8847','0.8803','0.8759','1720505.532','1522188.95','0.05','-0.0332','0.061','0'),
('2011-05-19','0.8893','0.8884','0.884','0.8795','1720505.532','1528500.69','0.0544','-0.0321','0.0595','0'),
('2011-05-26','0.8949','0.894','0.8895','0.8851','1720505.532','1538082.64','0.061','-0.0302','0.0687','0'),
('2011-05-31','0.885','0.8841','0.8797','0.8753','1720505.532','1521027.11','0.0493','-0.0331','0.0577','0'),
('2011-06-02','0.8898','0.8889','0.8845','0.88','1720505.532','1529371.69','0.0549','-0.0316','0.066','0'),
('2011-06-07','0.8702','0.8693','0.865','0.8606','1720505.532','1495660.86','0.0317','-0.0373','0.0435','0'),
('2011-06-09','0.8719','0.871','0.8666','0.8623','1720505.532','1498623.94','0.0337','-0.0368','0.0461','0'),
('2011-06-14','0.8727','0.8718','0.8674','0.8631','1720505.532','1499995.3','0.0347','-0.0364','0.0475','0'),
('2011-06-16','0.8768','0.8759','0.8715','0.8671','1720505.532','1507039.28','0.0395','-0.0351','0.0441','0'),
('2011-06-21','0.877','0.8761','0.8717','0.8673','1720505.532','1507286.03','0.0398','-0.0349','0.0446','0'),
('2011-06-23','0.8759','0.875','0.8706','0.8663','1720505.532','1505393.13','0.0385','-0.0352','0.0455','0'),
('2011-06-28','0.8672','0.8663','0.862','0.8576','1720505.532','1490495.24','0.0281','-0.0377','0.0415','0'),
('2011-06-30','0.8697','0.8688','0.8645','0.8601','1720505.532','1494792.06','0.0311','-0.0369','0.0476','0'),
('2011-07-05','0.8756','0.8747','0.8703','0.866','1720505.532','1504889.24','0.0381','-0.035','0.0577','0'),
('2011-07-07','0.8787','0.8778','0.8734','0.869','1720505.532','1510331.35','0.0418','-0.034','0.0623','0'),
('2011-07-12','0.8735','0.8726','0.8682','0.8639','1720505.532','1501233.94','0.0356','-0.0354','0.0534','0'),
('2011-07-14','0.8728','0.8719','0.8675','0.8632','1720505.532','1500149.91','0.0348','-0.0356','0.0544','0'),
('2011-07-19','0.8836','0.8827','0.8783','0.8739','1720505.532','1518735.36','0.0476','-0.0323','0.0677','0'),
('2011-07-21','0.8795','0.8786','0.8742','0.8698','1720505.532','1511613.09','0.0427','-0.0335','0.0636','0'),
('2011-07-26','0.886','0.8851','0.8807','0.8762','1720505.532','1522777.85','0.0504','-0.0315','0.0704','0'),
('2011-07-28','0.8819','0.881','0.8766','0.8722','1720505.532','1515685.61','0.0456','-0.0326','0.0629','0'),
('2011-08-02','0.8736','0.8727','0.8683','0.864','1720505.532','1501526.38','0.0357','-0.0349','0.0473','0'),
('2011-08-04','0.8661','0.8652','0.8609','0.8565','1720505.532','1488653.87','0.0268','-0.037','0.0351','0'),
('2011-08-09','0.835','0.8342','0.83','0.8259','1720505.532','1435243.74','-0.01','-0.0459','-0.0026','0'),
('2011-08-11','0.8342','0.8334','0.8292','0.8251','1720505.532','1433853.23','-0.0109','-0.0461','-0.0026','0'),
('2011-08-16','0.8388','0.838','0.8338','0.8296','1720505.532','1441838.49','-0.0055','-0.0446','0.0018','0'),
('2011-08-18','0.8368','0.836','0.8318','0.8276','1720505.532','1438262.12','-0.0078','-0.0451','-0.001','0'),
('2011-08-23','0.8385','0.8377','0.8335','0.8293','1720505.532','1441350.17','-0.0058','-0.0445','0.0013','0'),
('2011-08-25','0.8398','0.839','0.8348','0.8306','1720505.532','1443477.86','-0.0043','-0.044','0.0052','0'),
('2011-08-30','0.8446','0.8438','0.8396','0.8354','1720505.532','1451744.9','0.0014','-0.0425','0.008','0'),
('2011-09-01','0.8428','0.842','0.8378','0.8336','1720505.532','1448697.1','-0.0007','-0.0429','0.0044','0'),
('2011-09-08','0.8395','0.8387','0.8345','0.8303','1720505.532','1442945.17','-0.0046','-0.0437','0.0017','0'),
('2011-09-13','0.8387','0.8379','0.8337','0.8295','1720505.532','1441663.26','-0.0056','-0.0438','-0.0004','0'),
('2011-09-15','0.8402','0.8394','0.8352','0.831','1720505.532','1444140.66','-0.0038','-0.0433','-0.0034','0'),
('2011-09-20','0.8379','0.8371','0.8329','0.8287','1720505.532','1440300.27','-0.0065','-0.0438','-0.0037','0'),
('2011-09-27','0.8345','0.8337','0.8295','0.8254','1720505.532','1434350.78','-0.0106','-0.0446','-0.0052','0'),
('2011-09-29','0.8377','0.8369','0.8327','0.8285','1720505.532','1439814.25','-0.0068','-0.0436','0','0'),
('2011-10-04','0.829','0.8282','0.8241','0.8199','1720505.532','1424887.49','-0.0171','-0.0459','-0.0124','0'),
('2011-10-06','0.7732','0.7724','0.7685','0.7647','1720505.532','1328980.64','-0.0833','-0.0623','-0.0782','0'),
('2011-10-11','0.7832','0.7824','0.7785','0.7746','1720505.532','1346073.43','-0.0714','-0.0591','-0.0631','0'),
('2011-10-13','0.7893','0.7885','0.7846','0.7806','1720505.532','1356652.5','-0.0642','-0.0572','-0.054','0'),
('2011-10-18','0.7848','0.784','0.7801','0.7762','1720505.532','1348885.38','-0.0695','-0.0584','-0.062','0'),
('2011-10-20','0.7847','0.7839','0.78','0.7761','1720505.532','1348781.75','-0.0697','-0.0583','-0.0596','0'),
('2011-10-25','0.7894','0.7886','0.7847','0.7807','1720505.532','1356821.23','-0.0641','-0.0567','-0.0482','0'),
('2011-10-27','0.7889','0.7881','0.7842','0.7802','1720505.532','1355857.32','-0.0647','-0.0568','-0.0467','0'),
('2011-11-01','0.7869','0.7861','0.7822','0.7782','1720505.532','1352427.87','-0.0671','-0.0572','-0.0577','0'),
('2011-11-03','0.7876','0.7868','0.7829','0.7789','1720505.532','1353611.74','-0.0662','-0.0569','-0.0624','0'),
('2011-11-08','0.7868','0.786','0.7821','0.7781','1720505.532','1352231.96','-0.0672','-0.057','-0.0566','0'),
('2011-11-10','0.783','0.7822','0.7783','0.7744','1720505.532','1345727.21','-0.0717','-0.058','-0.061','0'),
('2011-11-15','0.7828','0.782','0.7781','0.7742','1720505.532','1345452.75','-0.0719','-0.0579','-0.0605','0'),
('2011-11-17','0.7769','0.7761','0.7722','0.7683','1720505.532','1335220.9','-0.0789','-0.0595','-0.0656','0'),
('2011-11-22','0.7746','0.7738','0.7699','0.7661','1720505.532','1331256.2','-0.0817','-0.06','-0.0728','0'),
('2011-11-24','0.7706','0.7698','0.766','0.7621','1720505.532','1324488.63','-0.0864','-0.0611','-0.0818','0'),
('2011-11-29','0.7599','0.7591','0.7553','0.7515','1720505.532','1306013.65','-0.0991','-0.0641','-0.0959','0'),
('2011-12-01','0.7642','0.7634','0.7596','0.7558','1720505.532','1313478.14','-0.094','-0.0627','-0.091','0'),
('2011-12-06','0.7539','0.7531','0.7493','0.7456','1720505.532','1295763.8','-0.1062','-0.0656','-0.1039','0'),
('2011-12-08','0.7543','0.7535','0.7497','0.746','1720505.532','1296430.45','-0.1057','-0.0654','-0.1062','0'),
('2011-12-13','0.7618','0.761','0.7572','0.7534','1720505.532','1309244.37','-0.0968','-0.063','-0.0998','0'),
('2011-12-15','0.7645','0.7637','0.7599','0.7561','1720505.532','1313922.69','-0.0936','-0.0621','-0.0928','0'),
('2011-12-20','0.7599','0.7591','0.7553','0.7515','1720505.532','1306101.68','-0.0991','-0.0632','-0.1001','0'),
('2011-12-22','0.7667','0.7659','0.7621','0.7582','1720505.532','1317721.62','-0.091','-0.0612','-0.0916','0'),
('2011-12-27','0.7734','0.7726','0.7687','0.7649','1720505.532','1329290.12','-0.0831','-0.0591','-0.087','0'),
('2011-12-29','0.7712','0.7704','0.7665','0.7627','1720505.532','1325420.42','-0.0857','-0.0596','-0.0873','0'),
('2012-01-03','0.7739','0.7731','0.7692','0.7654','1720505.532','1330078.56','0','-0.0587','-0.0832','0'),
('2012-01-05','0.7736','0.7728','0.7689','0.7651','1720505.532','1329543.11','-0.0004','-0.0587','-0.0828','0'),
('2012-01-10','0.7745','0.7737','0.7698','0.766','1720505.532','1331146.43','0.0008','-0.0582','-0.0825','0'),
('2012-01-12','0.7737','0.7729','0.769','0.7652','1720505.532','1329747.69','-0.0003','-0.0584','-0.0873','0'),
('2012-01-17','0.7731','0.7723','0.7684','0.7646','1798054.97','1388688','-0.001','-0.0584','-0.0908','0'),
('2012-01-19','0.7731','0.7723','0.7684','0.7646','1798054.97','1388665.69','-0.001','-0.0583','-0.0922','0'),
('2012-01-24','0.776','0.7752','0.7713','0.7674','1798054.97','1393846.1','0.0027','-0.0573','-0.091','0'),
('2012-01-26','0.7797','0.7789','0.775','0.7711','1798054.97','1400463.61','0.0075','-0.0562','-0.0987','0'),
('2012-01-31','0.7837','0.7829','0.779','0.7751','1798054.97','1407738.06','0.0127','-0.0549','-0.1048','0'),
('2012-02-02','0.7804','0.7796','0.7757','0.7718','1798054.97','1401689.36','0.0084','-0.0558','-0.1009','0'),
('2012-02-07','0.775','0.7742','0.7703','0.7665','1849310.736','1431695.57','0.0014','-0.0571','-0.1234','0'),
('2012-02-09','0.7726','0.7718','0.7679','0.7641','1849310.736','1427348.18','-0.0017','-0.0577','-0.1245','0'),
('2012-02-14','0.7713','0.7705','0.7666','0.7628','1849310.736','1424837.89','-0.0034','-0.0579','-0.1293','0'),
('2012-02-16','0.7718','0.771','0.7671','0.7633','1849310.736','1425738.75','-0.0027','-0.0577','-0.1367','0'),
('2012-01-21','0.775','0.7742','0.7703','0.7665','1849310.736','1431721.37','0.0014','-0.0577','-0.1313','0'),
('2012-02-23','0.7748','0.774','0.7701','0.7663','1849310.736','1431276.71','0.0012','-0.0566','-0.1313','0'),
('2012-02-28','0.7764','0.7756','0.7717','0.7678','1849310.736','1434382.83','0.0032','-0.056','-0.121','0'),
('2012-03-01','0.7776','0.7768','0.7729','0.769','1849310.736','1436468.49','0.0048','-0.0556','-0.1257','0'),
('2012-03-06','0.7796','0.7788','0.7749','0.771','1849310.736','1440295.74','0.0074','-0.0549','-0.1237','0'),
('2012-03-08','0.7796','0.7788','0.7749','0.771','1849310.736','1440276.28','0.0074','-0.0548','-0.1212','0'),
('2012-03-13','0.7796','0.7788','0.7749','0.771','1849310.736','1440230.02','0.0074','-0.0546','-0.1091','0'),
('2012-03-15','0.783','0.7822','0.7783','0.7744','1849310.736','1446572.41','0.0118','-0.0536','-0.111','0'),
('2012-03-20','0.7823','0.7815','0.7776','0.7737','1900396.304','1485235.93','0.0109','-0.0537','-0.1068','0'),
('2012-03-22','0.7793','0.7785','0.7746','0.7707','1900396.304','1479406.97','0.007','-0.0544','-0.1094','0'),
('2012-03-27','0.7643','0.7635','0.7597','0.7559','1900396.304','1451001.36','-0.0124','-0.0584','-0.1359','0'),
('2012-03-29','0.7648','0.764','0.7602','0.7564','1900396.304','1451979.57','-0.0118','-0.0582','-0.1349','0'),
('2012-04-03','0.7951','0.7943','0.7903','0.7864','1560447.221','1239533.85','0.0274','-0.0498','-0.1017','0'),
('2012-04-05','0.7839','0.7831','0.7792','0.7753','1560447.221','1221999.13','0.0129','-0.0527','-0.1126','0'),
('2012-04-10','0.7814','0.7806','0.7767','0.7728','1879365.45','1467108.76','0.0097','-0.0533','-0.108','0'),
('2012-04-12','0.7818','0.781','0.7771','0.7732','1879365.45','1467806.81','0.0102','-0.0531','-0.1079','0'),
('2012-04-17','0.7825','0.7817','0.7778','0.7739','1879365.45','1469083.15','0.0111','-0.0527','-0.1052','0'),
('2012-04-19','0.7827','0.7819','0.778','0.7741','1879365.45','1469507.01','0.0114','-0.0526','-0.1073','0'),
('2012-04-24','0.7761','0.7753','0.7714','0.7675','1879365.45','1456995.28','0.0028','-0.0542','-0.1175','0'),
('2012-04-26','0.7765','0.7757','0.7718','0.7679','1879365.45','1457831.69','0.0034','-0.0541','-0.1288','0'),
('2012-05-03','0.7769','0.7761','0.7722','0.7683','1879365.45','1458516.51','0.0039','-0.0537','-0.1312','0'),
('2012-05-08','0.7758','0.775','0.7711','0.7673','1879365.45','1456415.07','0.0025','-0.0539','-0.1302','0'),
('2012-05-10','0.777','0.7762','0.7723','0.7684','1879365.45','1458745.51','0.004','-0.0535','-0.1293','0'),
('2012-05-15','0.7743','0.7735','0.7696','0.7658','1879365.45','1453781.41','0.0005','-0.0541','-0.1304','0'),
('2012-05-17','0.7757','0.7749','0.771','0.7672','1879365.45','1456260.08','0.0023','-0.0536','-0.1241','0'),
('2012-05-22','0.7793','0.7785','0.7746','0.7707','1879365.45','1463028.06','0.007','-0.0525','-0.1237','0'),
('2012-05-29','0.7744','0.7736','0.7697','0.7659','1879365.45','1453904.47','0.0006','-0.0536','-0.1347','0'),
('2012-05-31','0.7735','0.7727','0.7688','0.765','1879365.45','1452206.03','-0.0005','-0.0538','-0.126','0'),
('2012-06-05','0.7718','0.771','0.7671','0.7633','1879365.45','1448915.05','-0.0027','-0.0541','-0.1326','0'),
('2012-06-07','0.7717','0.7709','0.767','0.7632','1879365.45','1448750.2','-0.0028','-0.054','-0.1132','0'),
('2012-06-12','0.7721','0.7713','0.7674','0.7636','1879365.45','1449629.43','-0.0023','-0.0538','-0.1145','0'),
('2012-06-14','0.7718','0.771','0.7671','0.7633','1879365.45','1448990.97','-0.0027','-0.0538','-0.1156','0'),
('2012-06-19','0.7724','0.7716','0.7677','0.7639','1879365.45','1450118.75','-0.0019','-0.0535','-0.1191','0'),
('2012-06-21','0.7703','0.7695','0.7657','0.7618','1879365.45','1446141.9','-0.0047','-0.054','-0.1217','0'),
('2012-06-26','0.7724','0.7716','0.7677','0.7639','1879365.45','1450099.42','-0.0019','-0.0533','-0.1182','0'),
('2012-06-28','0.7735','0.7727','0.7688','0.765','1879365.45','1452258.09','-0.0005','-0.0529','-0.108','0'),
('2012-07-03','0.7722','0.7714','0.7675','0.7637','1879365.45','1449690.34','-0.0022','-0.0531','-0.1121','0'),
('2012-07-05','0.773','0.7722','0.7683','0.7645','1879365.45','1451282.55','-0.0012','-0.0528','-0.1172','0'),
('2012-07-10','0.7609','0.7601','0.7563','0.7525','1879365.45','1428516.57','-0.0168','-0.0558','-0.1341','0'),
('2012-07-12','0.7639','0.7631','0.7593','0.7555','1879365.45','1434206.22','-0.0129','-0.055','-0.1255','0'),
('2012-07-17','0.7637','0.7629','0.7591','0.7553','1879365.45','1433768.61','-0.0132','-0.0549','-0.125','0'),
('2012-07-19','0.7656','0.7648','0.761','0.7572','1879365.45','1437317.81','-0.0107','-0.0543','-0.1336','0'),
('2012-07-24','0.7686','0.7678','0.764','0.7601','1879365.45','1442900.4','-0.0069','-0.0534','-0.1261','0'),
('2012-07-26','0.7675','0.7667','0.7629','0.759','1879365.45','1440994.21','-0.0083','-0.0536','-0.1338','0'),
('2012-07-31','0.7708','0.77','0.7662','0.7623','1879365.45','1447142.1','-0.004','-0.0526','-0.126','0'),
('2012-08-02','0.7688','0.768','0.7642','0.7603','1879365.45','1443374.56','-0.0066','-0.0531','-0.12','0'),
('2012-08-07','0.7728','0.772','0.7681','0.7643','1879365.45','1450862.94','-0.0014','-0.0519','-0.1077','0'),
('2012-08-09','0.7715','0.7707','0.7668','0.763','1879365.45','1448336.2','-0.0031','-0.0522','-0.0761','0'),
('2012-08-14','0.7724','0.7716','0.7677','0.7639','1879365.45','1450086.56','-0.0019','-0.0518','-0.0742','0'),
('2012-08-16','0.7754','0.7746','0.7707','0.7669','1879365.45','1455675.18','0.0019','-0.051','-0.0757','0'),
('2012-08-21','0.7778','0.777','0.7731','0.7692','1879365.45','1460342.91','0.005','-0.0503','-0.0706','0'),
('2012-08-23','0.7787','0.7779','0.774','0.7701','1879365.45','1461900.16','0.0062','-0.05','-0.0714','0'),
('2012-08-28','0.7783','0.7775','0.7736','0.7697','1488481.791','1157263.03','0.0057','-0.05','-0.0733','0'),
('2012-08-30','0.7802','0.7794','0.7755','0.7716','1488481.791','1160057.94','0.0081','-0.0494','-0.0763','0'),
('2012-09-04','0.7414','0.7407','0.737','0.7333','1872998.582','1387240.12','-0.0419','-0.0591','-0.1203','0'),
('2012-09-11','0.7548','0.754','0.7502','0.7465','1872998.582','1412149.35','-0.0247','-0.0555','-0.101','0'),
('2012-09-13','0.7558','0.755','0.7512','0.7475','1872998.582','1414168.23','-0.0234','-0.0552','-0.0989','0'),
('2012-09-18','0.7554','0.7546','0.7508','0.7471','1872998.582','1413400.51','-0.0239','-0.0551','-0.101','0'),
('2012-09-20','0.7564','0.7556','0.7518','0.748','1872998.582','1415276.04','-0.0226','-0.0548','-0.0974','0'),
('2012-09-25','0.7568','0.756','0.7522','0.7484','1872998.582','1416008.02','-0.0221','-0.0546','-0.0932','0'),
('2012-09-27','0.7572','0.7564','0.7526','0.7488','1872998.582','1416649.84','-0.0216','-0.0544','-0.0962','0'),
('2012-10-02','0.7527','0.7519','0.7481','0.7444','2229574.582','1676319.22','-0.0274','-0.0554','-0.0921','0'),
('2012-10-04','0.7491','0.7484','0.7447','0.7409','2229574.582','1668548.37','-0.0319','-0.0562','-0.0311','0'),
('2012-10-09','0.7452','0.7445','0.7408','0.7371','2229574.582','1659866.46','-0.037','-0.057','-0.0484','0'),
('2012-10-11','0.783','0.7822','0.7783','0.7744','2229574.582','1744071.06','0.0118','-0.0477','-0.008','0'),
('2012-10-16','0.757','0.7562','0.7524','0.7486','2229574.582','1686057.9','-0.0219','-0.0539','-0.0355','0'),
('2012-10-18','0.7607','0.7599','0.7561','0.7523','2229574.582','1694243.65','-0.0171','-0.0529','-0.0306','0'),
('2012-10-23','0.7646','0.7638','0.76','0.7562','2361031.582','1803378.98','-0.012','-0.0518','-0.0314','0'),
('2012-10-25','0.7651','0.7643','0.7605','0.7567','2361031.582','1804485.79','-0.0114','-0.0517','-0.0302','0'),
('2012-10-30','0.7589','0.7581','0.7543','0.7505','2361031.582','1789840.25','-0.0194','-0.053','-0.0356','0'),
('2012-11-01','0.7687','0.7679','0.7641','0.7602','2361031.582','1813111.48','-0.0067','-0.0506','-0.024','0'),
('2012-11-06','0.7694','0.7686','0.7648','0.7609','2361031.582','1814668.19','-0.0058','-0.0503','-0.0221','0'),
('2012-11-08','0.7713','0.7705','0.7666','0.7628','2361031.582','1819118.4','-0.0034','-0.0498','-0.015','0'),
('2012-11-13','0.7714','0.7706','0.7667','0.7629','2361031.582','1819490.99','-0.0032','-0.0496','-0.0146','0'),
('2012-11-15','0.769','0.7682','0.7644','0.7605','2361031.582','1813767.3','-0.0063','-0.0501','-0.0102','0'),
('2012-11-20','0.7724','0.7716','0.7677','0.7639','2361031.582','1821670.59','-0.0019','-0.0492','-0.0028','0'),
('2012-11-22','0.7731','0.7723','0.7684','0.7646','2361031.582','1823450.58','-0.001','-0.049','0.0032','0'),
('2012-11-27','0.7738','0.773','0.7691','0.7653','2361031.582','1825001.67','-0.0001','-0.0487','0.0183','0'),
('2012-11-29','0.7734','0.7726','0.7687','0.7649','2361031.582','1824144.09','-0.0006','-0.0487','0.0121','0'),
('2012-12-04','0.7755','0.7747','0.7708','0.767','2361031.582','1829176.25','0.0021','-0.0481','0.0287','0'),
('2012-12-06','0.7677','0.7669','0.7631','0.7592','2709194.057','2077714.99','-0.008','-0.0499','0.0178','0'),
('2012-12-11','0.774','0.7732','0.7693','0.7655','2709194.057','2094749.9','0.0001','-0.0483','0.016','0'),
('2012-12-13','0.7745','0.7737','0.7698','0.766','3490918.114','2701038.16','0.0008','-0.0481','0.0131','0'),
('2012-12-18','0.7695','0.7687','0.7649','0.761','3490918.114','2683539.96','-0.0057','-0.0492','0.0126','0'),
('2012-12-20','0.7705','0.7697','0.7659','0.762','3750827.114','2887119.32','-0.0044','-0.0489','0.005','0'),
('2012-12-27','0.7744','0.7736','0.7697','0.7659','3750827.114','2901691.85','0.0006','-0.0478','0.0013','0'),
('2012-12-31','0.7816','0.7808','0.7769','0.773','3750827.114','2928563.65','0.01','-0.046','0.0135','0'),
('2013-01-03','0.7824','0.7816','0.7777','0.7738','3750827.114','2931561.12','0.001','-0.0458','0.011','0'),
('2013-01-08','0.7884','0.7876','0.7837','0.7797','3750827.114','2953965.27','0.0087','-0.0443','0.0192','0'),
('2013-01-10','0.7795','0.7787','0.7748','0.7709','3750827.114','2920836.46','-0.0027','-0.0463','0.0065','0'),
('2013-01-15','0.7797','0.7789','0.775','0.7711','3750827.114','2921410.6','-0.0024','-0.0461','0.0078','0'),
('2013-01-17','0.7819','0.7811','0.7772','0.7733','3750827.114','2929732.27','0.0004','-0.0456','0.0114','0'),
('2013-01-22','0.7793','0.7785','0.7746','0.7707','3750827.114','2919886.59','-0.0029','-0.046','0.008','0'),
('2013-01-24','0.7818','0.781','0.7771','0.7732','3750827.114','2929502.52','0.0003','-0.0454','0.0075','0'),
('2013-01-29','0.7883','0.7875','0.7836','0.7796','3750827.114','2953934.28','0.0086','-0.0438','0.011','0'),
('2013-01-31','0.7915','0.7907','0.7867','0.7828','3750827.114','2965911.99','0.0127','-0.043','0.01','0'),
('2013-02-05','0.7895','0.7887','0.7848','0.7808','3750827.114','2958380.32','0.0101','-0.0434','0.0117','0'),
('2013-02-07','0.7928','0.792','0.788','0.7841','3750827.114','2970725.5','0.0143','-0.0426','0.023','0'),
('2013-02-12','0.7915','0.7907','0.7867','0.7828','3750827.114','2965805.14','0.0127','-0.0428','0.0245','0'),
('2013-02-14','0.7907','0.7899','0.786','0.782','3750827.114','2962938.02','0.0117','-0.0429','0.0252','0'),
('2013-02-19','0.7858','0.785','0.7811','0.7772','3750827.114','2944531.46','0.0054','-0.0439','0.0182','0'),
('2013-02-21','0.7779','0.7771','0.7732','0.7693','3750827.114','2914887.73','-0.0047','-0.0457','0.0037','0'),
('2013-02-26','0.7802','0.7794','0.7755','0.7716','3750827.114','2923415.03','-0.0018','-0.045','0.007','0'),
('2013-02-28','0.7766','0.7758','0.7719','0.768','3750827.114','2909935.49','-0.0064','-0.0458','0.0003','0'),
('2013-03-05','0.7818','0.781','0.7771','0.7732','3750827.114','2929346.25','0.0003','-0.0445','0.0054','0'),
('2013-03-07','0.7808','0.78','0.7761','0.7722','3942692.041','3075468.55','-0.001','-0.0447','0.0015','0'),
('2013-03-12','0.7841','0.7833','0.7794','0.7755','3942692.041','3088305.02','0.0032','-0.0439','0.0058','0'),
('2013-03-14','0.785','0.7842','0.7803','0.7764','4261528.924','3341683.83','0.0044','-0.0436','0.0069','0'),
('2013-03-19','0.7815','0.7807','0.7768','0.7729','4261528.924','3327018.59','-0.0001','-0.0443','-0.0019','0'),
('2013-03-21','0.7818','0.781','0.7771','0.7732','4261528.924','3328210.3','0.0003','-0.0442','-0.0006','0'),
('2013-03-26','0.7857','0.7849','0.781','0.7771','4261528.924','3345056.39','0.0053','-0.0432','0.0082','0'),
('2013-03-28','0.7908','0.79','0.7861','0.7821','5025179.172','3970054.42','0.0118','-0.042','0.0347','0'),
('2013-04-02','0.7892','0.7884','0.7845','0.7805','5025179.172','3961971.93','0.0097','-0.0423','0.0319','0'),
('2013-04-04','0.7927','0.7919','0.7879','0.784','5025179.172','3979267.9','0.0142','-0.0415','-0.003','0'),
('2013-04-09','0.7883','0.7875','0.7836','0.7796','5643319.704','4443964.97','0.0086','-0.0423','0.0056','0'),
('2013-04-11','0.7718','0.771','0.7671','0.7633','5643319.704','4350847.33','-0.0126','-0.0459','-0.0123','0'),
('2013-04-16','0.7739','0.7731','0.7692','0.7654','6783511.464','5244095.48','-0.0099','-0.0454','-0.0101','0'),
('2013-04-18','0.7739','0.7731','0.7692','0.7654','6783511.464','5244664.72','-0.0099','-0.0453','-0.011','0'),
('2013-04-23','0.7735','0.7727','0.7688','0.765','6783511.464','5241434.15','-0.0104','-0.0453','-0.0118','0'),
('2013-04-25','0.7738','0.773','0.7691','0.7653','6783511.464','5243869.96','-0.01','-0.0452','-0.003','0'),
('2013-04-30','0.776','0.7752','0.7713','0.7674','7300440.903','5659236.62','-0.0072','-0.0446','-0.0006','0'),
('2013-05-07','0.7761','0.7753','0.7714','0.7675','7300440.903','5660092.4','-0.007','-0.0444','-0.001','0'),
('2013-05-09','0.7769','0.7761','0.7722','0.7683','7300440.903','5665922.55','-0.006','-0.0442','0.0014','0'),
('2013-05-14','0.7771','0.7763','0.7724','0.7685','7300440.903','5667262.67','-0.0058','-0.0441','0.0001','0'),
('2013-05-16','0.7817','0.7809','0.777','0.7731','7300440.903','5700794.62','0.0001','-0.043','0.0096','0'),
('2013-05-21','0.7791','0.7783','0.7744','0.7705','7300440.903','5681575.38','-0.0032','-0.0435','0.0044','0'),
('2013-05-23','0.7749','0.7741','0.7702','0.7664','7300440.903','5651355.15','-0.0086','-0.0444','-0.0057','0'),
('2013-05-28','0.7802','0.7794','0.7755','0.7716','7300440.903','5689678.86','-0.0018','-0.0431','0.0075','0'),
('2013-05-30','0.7825','0.7817','0.7778','0.7739','7300440.903','5706919.18','0.0012','-0.0426','0.0116','0'),
('2013-06-04','0.7823','0.7815','0.7776','0.7737','7300440.903','5705410.65','0.0009','-0.0425','0.0136','0'),
('2013-06-06','0.7866','0.7858','0.7819','0.7779','7300440.903','5736601.69','0.0064','-0.0415','0.0193','0'),
('2013-06-11','0.7883','0.7875','0.7836','0.7796','7300440.903','5748872.77','0.0086','-0.0411','0.021','0'),
('2013-06-13','0.7894','0.7886','0.7847','0.7807','7300440.903','5757384.73','0.01','-0.0408','0.0228','0'),
('2013-06-18','0.7843','0.7835','0.7796','0.7757','7300440.903','5719708.37','0.0035','-0.0418','0.0154','0'),
('2013-06-20','0.7836','0.7828','0.7789','0.775','7300440.903','5714530.08','0.0026','-0.0419','0.0173','0'),
('2013-06-25','0.7858','0.785','0.7811','0.7772','7300440.903','5730711.12','0.0054','-0.0413','0.0174','0'),
('2013-06-27','0.7896','0.7888','0.7849','0.7809','7300440.903','5758922.43','0.0102','-0.0405','0.0208','0'),
('2013-07-02','0.7978','0.797','0.793','0.789','7427087.306','5919268.03','0.0207','-0.0387','0.0332','0'),
('2013-07-04','0.7941','0.7933','0.7893','0.7854','7740449.051','6140874.36','0.016','-0.0394','0.0273','0'),
('2013-07-09','0.7963','0.7955','0.7915','0.7875','7740449.051','6157826.86','0.0188','-0.0389','0.0466','0'),
('2013-07-11','0.8027','0.8019','0.7979','0.7939','7740449.051','6207117.12','0.027','-0.0375','0.0508','0'),
('2013-07-16','0.7944','0.7936','0.7896','0.7857','7740449.051','6142749.32','0.0164','-0.0391','0.0402','0'),
('2013-07-18','0.7954','0.7946','0.7906','0.7867','7740449.051','6150258.7','0.0177','-0.0389','0.039','0'),
('2013-07-23','0.7968','0.796','0.792','0.788','7740449.051','6161472.12','0.0195','-0.0385','0.0367','0'),
('2013-07-25','0.7979','0.7971','0.7931','0.7891','7740449.051','6170273.23','0.0209','-0.0382','0.0397','0'),
('2013-07-30','0.7654','0.7646','0.7608','0.757','7740449.051','5918203','-0.0207','-0.045','-0.007','0'),
('2013-08-01','0.7977','0.7969','0.7929','0.7889','7740449.051','6168135.33','0.0206','-0.0382','0.0376','0'),
('2013-08-06','0.7998','0.799','0.795','0.791','7740449.051','6184672.3','0.0233','-0.0376','0.035','0'),
('2013-08-08','0.7956','0.7948','0.7908','0.7869','7940499.063','6311141.11','0.0179','-0.0385','0.0313','0'),
('2013-08-13','0.7935','0.7927','0.7887','0.7848','7940499.063','6294236','0.0152','-0.0388','0.0273','0'),
('2013-08-15','0.7937','0.7929','0.7889','0.785','7940499.063','6296012.4','0.0155','-0.0387','0.0236','0'),
('2013-08-20','0.7937','0.7929','0.7889','0.785','7940499.063','6295808.55','0.0155','-0.0386','0.0205','0'),
('2013-08-22','0.7958','0.795','0.791','0.7871','7940499.063','6312765.81','0.0182','-0.0382','0.022','0'),
('2013-08-27','0.7991','0.7983','0.7943','0.7903','7940499.063','6339284.58','0.0224','-0.0374','0.0268','0'),
('2013-08-29','0.796','0.7952','0.7912','0.7872','7940499.063','6313897.02','0.0184','-0.038','0.0203','0'),
('2013-09-03','0.7936','0.7928','0.7888','0.7849','7940499.063','6295078.71','0.0154','-0.0384','0.0703','0'),
('2013-09-05','0.7941','0.7933','0.7893','0.7854','7940499.063','6299520.59','0.016','-0.0383','0.0521','0'),
('2013-09-10','0.7958','0.795','0.791','0.7871','7940499.063','6312671.87','0.0182','-0.0379','0.053','0'),
('2013-09-12','0.7967','0.7959','0.7919','0.7879','7940499.063','6320219.41','0.0193','-0.0376','0.0547','0'),
('2013-09-17','0.7966','0.7958','0.7918','0.7878','7940499.063','6318787.92','0.0192','-0.0376','0.0532','0'),
('2013-09-19','0.7944','0.7936','0.7896','0.7857','7940499.063','6301733.81','0.0164','-0.038','0.0497','0'),
('2013-09-24','0.7962','0.7954','0.7914','0.7874','7940499.063','6315950.28','0.0187','-0.0375','0.0516','0'),
('2013-09-26','0.7875','0.7867','0.7828','0.7788','7940499.063','6246937.53','0.0076','-0.0393','0.0463','0'),
('2013-10-01','0.7967','0.7959','0.7919','0.7879','7940499.063','6319586','0.0193','-0.0373','0.0635','0'),
('2013-10-03','0.7953','0.7945','0.7905','0.7866','7940499.063','6308525.85','0.0175','-0.0376','0.0672','0'),
('2013-10-08','0.7971','0.7963','0.7923','0.7883','7940499.063','6322775.55','0.0199','-0.0371','0.018','0'),
('2013-10-10','0.7985','0.7977','0.7937','0.7897','7940499.063','6334391.01','0.0216','-0.0368','0.0549','0'),
('2013-10-15','0.8022','0.8014','0.7974','0.7934','7940499.063','6363240.34','0.0264','-0.036','0.0546','0'),
('2013-10-17','0.8033','0.8025','0.7985','0.7945','7940499.063','6371961.59','0.0278','-0.0357','0.0507','0'),
('2013-10-22','0.8035','0.8027','0.7987','0.7947','7940499.063','6373990.63','0.028','-0.0356','0.0502','0'),
('2013-10-24','0.8039','0.8031','0.7991','0.7951','7940499.063','6377218.69','0.0286','-0.0355','0.0594','0'),
('2013-10-29','0.8025','0.8017','0.7977','0.7937','7940499.063','6365999.31','0.0268','-0.0357','0.044','0'),
('2013-10-31','0.7995','0.7987','0.7947','0.7907','7940499.063','6342024.69','0.0229','-0.0363','0.0392','0'),
('2013-11-05','0.7954','0.7946','0.7906','0.7867','7940499.063','6309762.37','0.0177','-0.037','0.0313','0'),
('2013-11-07','0.7922','0.7914','0.7874','0.7835','7940499.063','6284433.92','0.0136','-0.0376','0.027','0'),
('2013-11-12','0.7906','0.7898','0.7859','0.7819','7940499.063','6271093.24','0.0115','-0.0378','0.0281','0'),
('2013-11-14','0.7924','0.7916','0.7876','0.7837','7940499.063','6285821.17','0.0138','-0.0374','0.0259','0'),
('2013-11-19','0.7904','0.7896','0.7857','0.7817','7940499.063','6269781.08','0.0113','-0.0378','0.0224','0'),
('2013-11-21','0.7945','0.7937','0.7897','0.7858','7940499.063','6301981.54','0.0165','-0.0369','0.0268','0'),
('2013-11-26','0.7959','0.7951','0.7911','0.7871','8129297.049','6463316.12','0.0183','-0.0366','0.0291','0'),
('2013-11-28','0.7929','0.7921','0.7881','0.7842','8129297.049','6438847.46','0.0145','-0.0371','0.0225','0'),
('2013-12-03','0.7919','0.7911','0.7871','0.7832','8129297.049','6431263.46','0.0132','-0.0372','0.0316','0'),
('2013-12-05','0.7914','0.7906','0.7866','0.7827','8129297.049','6427074.71','0.0126','-0.0373','0.0225','0'),
('2013-12-10','0.7948','0.794','0.79','0.7861','8129297.049','6454950.7','0.0169','-0.0366','0.0262','0'),
('2013-12-12','0.7951','0.7943','0.7903','0.7864','8129297.049','6457393.15','0.0173','-0.0365','0.0333','0'),
('2013-12-17','0.7966','0.7958','0.7918','0.7878','8129297.049','6469554.68','0.0192','-0.0361','0.0339','0'),
('2013-12-19','0.8034','0.8026','0.7986','0.7946','8129297.049','6524528.29','0.0279','-0.0347','0.0375','0'),
('2013-12-31','0.8034','0.8026','0.7986','0.7946','8129297.049','6524528.29','0.0279','-0.0346','0.0279','0'),
('2014-01-02','0.8216','0.8208','0.8167','0.8126','8129297.049','6672752.93','0.0227','-0.0311','0.0502','0'),
('2014-01-07','0.8176','0.8168','0.8127','0.8086','8129297.049','6639734.95','0.0177','-0.0318','0.0371','0'),
('2014-01-09','0.8186','0.8178','0.8137','0.8096','8129297.049','6648099.85','0.0189','-0.0315','0.0502','0'),
('2014-01-14','0.8115','0.8107','0.8066','0.8026','8129297.049','6590380.37','0.0101','-0.0328','0.0408','0'),
('2014-01-16','0.8134','0.8126','0.8085','0.8045','8129297.049','6606160.8','0.0125','-0.0324','0.0403','0'),
('2014-01-21','0.8097','0.8089','0.8049','0.8008','8129297.049','6576017.98','0.0078','-0.0331','0.039','0'),
('2014-01-23','0.8096','0.8088','0.8048','0.8007','8129297.049','6574668.43','0.0077','-0.033','0.0356','0'),
('2014-01-28','0.797','0.7962','0.7922','0.7882','8129297.049','6472413.85','-0.008','-0.0354','0.011','0'),
('2014-01-30','0.7945','0.7937','0.7897','0.7858','8129297.049','6452312.65','-0.0111','-0.0358','0.0038','0'),
('2014-02-04','0.7962','0.7954','0.7914','0.7874','8129297.049','6465822.47','-0.009','-0.0354','0.0085','0'),
('2014-02-06','0.7961','0.7953','0.7913','0.7873','8129297.049','6465550.88','-0.0091','-0.0354','0.0042','0'),
('2014-02-11','0.7984','0.7976','0.7936','0.7896','8129297.049','6483812.64','-0.0062','-0.0349','0.0087','0'),
('2014-02-13','0.7992','0.7984','0.7944','0.7904','8129297.049','6490387.41','-0.0052','-0.0347','0.0108','0'),
('2014-02-18','0.799','0.7982','0.7942','0.7902','8129297.049','6488857.55','-0.0055','-0.0347','0.0168','0'),
('2014-02-20','0.7986','0.7978','0.7938','0.7898','8129297.049','6485672.84','-0.006','-0.0347','0.0266','0'),
('2014-02-25','0.8009','0.8001','0.7961','0.7921','8129297.049','6504110.71','-0.0031','-0.0342','0.0266','0'),
('2014-02-27','0.8007','0.7999','0.7959','0.7919','8129297.049','6502681.73','-0.0034','-0.0342','0.0311','0'),
('2014-03-04','0.8054','0.8046','0.8006','0.7966','8129297.049','6541134.99','0.0025','-0.0333','0.0302','0'),
('2014-03-06','0.8043','0.8035','0.7995','0.7955','8129297.049','6531736.01','0.0011','-0.0335','0.0301','0'),
('2014-03-10','0.8082','0.8074','0.8034','0.7993','8129297.049','6563308.33','0.006','-0.0327','0.0308','0'),
('2014-03-13','0.8174','0.8166','0.8125','0.8084','8129297.049','6638090.19','0.0174','-0.0309','0.0413','0'),
('2014-03-18','0.8165','0.8157','0.8116','0.8075','8129297.049','6630806.06','0.0163','-0.031','0.0448','0'),
('2014-03-20','0.817','0.8162','0.8121','0.808','8129297.049','6634881.83','0.0169','-0.0309','0.0451','0'),
('2014-03-25','0.8181','0.8173','0.8132','0.8091','8129297.049','6644459.78','0.0183','-0.0306','0.0413','0'),
('2014-03-27','0.8194','0.8186','0.8145','0.8104','8129297.049','6654651.32','0.0199','-0.0304','0.0362','0'),
('2014-04-01','0.8354','0.8346','0.8304','0.8263','8129297.049','6784638.14','0.0399','-0.0274','0.0586','0'),
('2014-04-03','0.834','0.8332','0.829','0.8249','8129297.049','6773337.65','0.0381','-0.0277','0.0522','0'),
('2014-04-08','0.8312','0.8304','0.8262','0.8221','8129297.049','6750349.44','0.0346','-0.0281','0.0545','0'),
('2014-04-10','0.8381','0.8373','0.8331','0.8289','8129297.049','6806265.98','0.0432','-0.0268','0.086','0'),
('2014-04-15','0.817','0.8162','0.8121','0.808','8129297.049','6635018.84','0.0169','-0.0306','0.0557','0'),
('2014-04-17','0.8213','0.8205','0.8164','0.8123','8129297.049','6669771.49','0.0223','-0.0298','0.0613','0'),
('2014-04-22','0.8203','0.8195','0.8154','0.8113','8129297.049','6662248.04','0.0211','-0.0299','0.0606','0'),
('2014-04-24','0.8192','0.8184','0.8143','0.8102','8129297.049','6653148.82','0.0197','-0.0301','0.0587','0'),
('2014-04-29','0.8188','0.818','0.8139','0.8098','8129297.049','6650104.99','0.0192','-0.0301','0.0552','0'),
('2014-05-08','0.8227','0.8219','0.8178','0.8137','8129297.049','6681558.08','0.024','-0.0293','0.0601','0'),
('2014-05-13','0.8272','0.8264','0.8223','0.8181','8493950.021','7019590.03','0.0297','-0.0284','0.0648','0'),
('2014-05-15','0.8225','0.8217','0.8176','0.8135','8493950.021','6979496.71','0.0238','-0.0292','0.0585','0'),
('2014-05-20','0.8229','0.8221','0.818','0.8139','8493950.021','6982541.25','0.0243','-0.0291','0.0528','0'),
('2014-05-22','0.821','0.8202','0.8161','0.812','8493950.021','6966537.95','0.0219','-0.0294','0.0538','0'),
('2014-05-27','0.823','0.8222','0.8181','0.814','8737555.38','7183696.28','0.0244','-0.029','0.0621','0'),
('2014-05-29','0.8249','0.8241','0.82','0.8159','8737555.38','7200828.65','0.0268','-0.0286','0.0574','0'),
('2014-06-03','0.8211','0.8203','0.8162','0.8121','8737555.38','7167628.45','0.0221','-0.0292','0.0494','0'),
('2014-06-05','0.8215','0.8207','0.8166','0.8125','8737555.38','7170623.58','0.0226','-0.0291','0.0502','0'),
('2014-06-10','0.8207','0.8199','0.8158','0.8117','8737555.38','7163960.76','0.0216','-0.0292','0.0434','0'),
('2014-06-12','0.8213','0.8205','0.8164','0.8123','8737555.38','7169383.59','0.0223','-0.0291','0.0419','0'),
('2014-06-17','0.824','0.8232','0.8191','0.815','8737555.38','7192328.68','0.0257','-0.0286','0.0439','0'),
('2014-06-19','0.8244','0.8236','0.8195','0.8154','8737555.38','7196549.63','0.0262','-0.0285','0.0512','0'),
('2014-06-24','0.8131','0.8123','0.8082','0.8042','8737555.38','7097245.11','0.0121','-0.0304','0.0377','0'),
('2014-06-26','0.8142','0.8134','0.8093','0.8053','8774451.211','7137575.16','0.0135','-0.0302','0.0362','0'),
('2014-07-01','0.8361','0.8353','0.8311','0.8269','9879830.725','8252179.069','0.0407','-0.0263','0.059','0'),
('2014-07-03','0.8379','0.8371','0.8329','0.8287','9879830.725','8270322.05','0.043','-0.026','0.0503','0'),
('2014-07-08','0.8345','0.8337','0.8295','0.8254','9879830.725','8237222.93','0.0387','-0.0265','0.0509','0'),
('2014-07-10','0.8267','0.8259','0.8218','0.8176','9879830.725','8159872.98','0.029','-0.0278','0.0382','0'),
('2014-07-15','0.8235','0.8227','0.8186','0.8145','9879830.725','8128381.92','0.025','-0.0283','0.0259','0'),
('2014-07-17','0.8194','0.8186','0.8145','0.8104','9879830.725','8087234.83','0.0199','-0.029','0.0315','0'),
('2014-07-22','0.8193','0.8185','0.8144','0.8103','9879830.725','8087062.67','0.0198','-0.029','0.0301','0'),
('2014-07-24','0.82','0.8192','0.8151','0.811','9879830.725','8093723.39','0.0207','-0.0288','0.0291','0'),
('2014-07-29','0.8205','0.8197','0.8156','0.8115','9879830.725','8098475.6','0.0213','-0.0287','0.0284','0'),
('2014-07-31','0.8165','0.8157','0.8116','0.8075','9879830.725','8058590.42','0.0163','-0.0294','0.0668','0'),
('2014-08-05','0.8189','0.8181','0.814','0.8099','9879830.725','8082313.6','0.0193','-0.0289','0.0266','0'),
('2014-08-07','0.8187','0.8179','0.8138','0.8097','9879830.725','8080239.21','0.0191','-0.0289','0.0237','0'),
('2014-08-12','0.8133','0.8125','0.8084','0.8044','9879830.725','8027527.3','0.0123','-0.0298','0.0223','0'),
('2014-08-14','0.8172','0.8164','0.8123','0.8082','9879830.725','8066217.51','0.0172','-0.0291','0.0299','0'),
('2014-08-18','0.8161','0.8153','0.8112','0.8071','9879830.725','8055475.5','0.0158','-0.0292','0.0283','0'),
('2014-08-21','0.8171','0.8163','0.8122','0.8081','9879830.725','8064411.92','0.0171','-0.029','0.0295','0'),
('2014-08-26','0.8172','0.8164','0.8123','0.8082','9879830.725','8065437.97','0.0172','-0.029','0.0269','0'),
('2014-08-28','0.8114','0.8106','0.8065','0.8025','9879830.725','8008629.61','0.01','-0.0299','0.0154','0'),
('2014-09-02','0.8085','0.8077','0.8037','0.7996','9879830.725','7979510.24','0.0064','-0.0304','0.0157','0'),
('2014-09-04','0.8096','0.8088','0.8048','0.8007','9879830.725','7990771.87','0.0077','-0.0302','0.0202','0'),
('2014-09-09','0.8074','0.8066','0.8026','0.7985','9879830.725','7968697.77','0.005','-0.0305','0.0168','0'),
('2014-09-11','0.8032','0.8024','0.7984','0.7944','9879830.725','7927853.86','-0.0002','-0.0312','0.0093','0'),
('2014-09-16','0.8021','0.8013','0.7973','0.7933','9879830.725','7916731.8','-0.0016','-0.0313','0.0068','0'),
('2014-09-18','0.8027','0.8019','0.7979','0.7939','9879830.725','7922493.11','-0.0009','-0.0312','0.0077','0'),
('2014-09-23','0.8155','0.8147','0.8106','0.8066','9879830.725','8049292.47','0.0151','-0.0289','0.0266','0'),
('2014-09-25','0.8167','0.8159','0.8118','0.8077','9879830.725','8060789.61','0.0166','-0.0287','0.0258','0'),
('2014-09-30','0.8191','0.8183','0.8142','0.8101','9879830.725','8084952.72','0.0196','-0.0282','0.0402','0'),
('2014-10-02','0.8266','0.8258','0.8217','0.8175','9879830.725','8158453.38','0.0289','-0.027','0.0376','0'),
('2014-10-07','0.8252','0.8244','0.8203','0.8162','9879830.725','8145219.17','0.0272','-0.0271','0.0376','0'),
('2014-10-09','0.8248','0.824','0.8199','0.8158','9879830.725','8141469.59','0.0267','-0.0272','0.0348','0'),
('2014-10-14','0.8247','0.8239','0.8198','0.8157','9879830.725','8139761.25','0.0265','-0.0271','0.0328','0'),
('2014-10-16','0.8241','0.8233','0.8192','0.8151','9879830.725','8134116.96','0.0258','-0.0272','0.0273','0'),
('2014-10-21','0.8228','0.822','0.8179','0.8138','9879830.725','8121331.11','0.0242','-0.0274','0.0243','0'),
('2014-10-23','0.8245','0.8237','0.8196','0.8155','9879830.725','8137543.5','0.0263','-0.0271','0.0262','0'),
('2014-10-28','0.8237','0.8229','0.8188','0.8147','9879830.725','8130468.66','0.0253','-0.0272','0.0247','0'),
('2014-10-30','0.818','0.8172','0.8131','0.809','9879830.725','8073689.19','0.0182','-0.0281','0.0193','0'),
('2014-11-04','0.8238','0.823','0.8189','0.8148','9879830.725','8130995.36','0.0254','-0.0271','0.0304','0'),
('2014-11-06','0.8236','0.8228','0.8187','0.8146','9879830.725','8128923.45','0.0252','-0.0271','0.0355','0'),
('2014-11-11','0.8238','0.823','0.8189','0.8148','9879830.725','8131313.85','0.0254','-0.027','0.0399','0'),
('2014-11-13','0.8241','0.8233','0.8192','0.8151','9879830.725','8134278.8','0.0258','-0.0269','0.0424','0'),
('2014-11-18','0.8231','0.8223','0.8182','0.8141','9879830.725','8123967.28','0.0245','-0.0271','0.0388','0'),
('2014-11-20','0.8248','0.824','0.8199','0.8158','9879830.725','8140848.74','0.0267','-0.0267','0.0436','0'),
('2014-11-25','0.8236','0.8228','0.8187','0.8146','9879830.725','8128915.61','0.0252','-0.0269','0.0367','0'),
('2014-11-27','0.8226','0.8218','0.8177','0.8136','9879830.725','8119717.37','0.0239','-0.027','0.0336','0'),
('2014-12-02','0.8198','0.819','0.8149','0.8108','9879830.725','8091872.25','0.0204','-0.0275','0.034','0'),
('2014-12-04','0.8226','0.8218','0.8177','0.8136','10489735.58','8620931.89','0.0239','-0.027','0.0388','0'),
('2014-12-09','0.8219','0.8211','0.817','0.8129','10489735.58','8612914.39','0.0231','-0.027','0.0386','0'),
('2014-12-11','0.8226','0.8218','0.8177','0.8136','10489735.58','8620498.81','0.0239','-0.0269','0.035','0'),
('2014-12-16','0.8176','0.8168','0.8127','0.8086','10489735.58','8567498.8','0.0177','-0.0277','0.0283','0'),
('2014-12-18','0.8272','0.8264','0.8223','0.8181','10489735.58','8669210.54','0.0297','-0.0261','0.0385','0'),
('2014-12-23','0.8283','0.8275','0.8234','0.8192','10489735.58','8680014.78','0.031','-0.0258','0.031','0'),
('2014-12-30','0.8328','0.832','0.8278','0.8237','10489735.58','8727064.97','0.0366','-0.0251','0.0366','0'),
('2015-01-06','0.8389','0.8381','0.8339','0.8297','10489735.58','8791750.679','0.0041','-0.024','0.0261','0'),
('2015-01-08','0.8377','0.8369','0.8327','0.8285','10489735.58','8778823.41','0.0026','-0.0242','0.0234','0'),
('2015-01-13','0.8382','0.8374','0.8332','0.829','10489735.58','8783910.97','0.0032','-0.0241','0.0329','0'),
('2015-01-15','0.8395','0.8387','0.8345','0.8303','10489735.58','8797452.81','0.0048','-0.0238','0.0321','0'),
('2015-01-20','0.8312','0.8304','0.8262','0.8221','10489735.58','8710514.86','-0.0052','-0.0251','0.0266','0'),
('2015-01-22','0.8382','0.8374','0.8332','0.829','10489735.58','8783781.18','0.0032','-0.024','0.0354','0'),
('2015-01-27','0.8388','0.838','0.8338','0.8296','10489735.58','8790844.54','0.004','-0.0238','0.0525','0'),
('2015-01-29','0.8389','0.8381','0.8339','0.8297','10489735.58','8791080.64','0.0041','-0.0238','0.0559','0'),
('2015-02-03','0.8381','0.8373','0.8331','0.8289','10489735.58','8783279.89','0.0031','-0.0239','0.0527','0'),
('2015-02-05','0.8388','0.838','0.8338','0.8296','10489735.58','8790390.12','0.004','-0.0238','0.0537','0'),
('2015-02-10','0.8381','0.8373','0.8331','0.8289','10489735.58','8782864.5','0.0031','-0.0238','0.0498','0'),
('2015-02-12','0.8315','0.8307','0.8265','0.8224','10489735.58','8713593.85','-0.0048','-0.0249','0.0405','0'),
('2015-02-17','0.8313','0.8305','0.8263','0.8222','10489735.58','8712014.9','-0.005','-0.0248','0.0405','0'),
('2015-02-19','0.8302','0.8294','0.8253','0.8211','10489735.58','8700122.25','-0.0063','-0.025','0.0396','0'),
('2015-02-24','0.8298','0.829','0.8249','0.8207','10489735.58','8695876.29','-0.0068','-0.025','0.0361','0'),
('2015-02-26','0.8264','0.8256','0.8215','0.8173','10489735.58','8659933.66','-0.0109','-0.0255','0.0321','0'),
('2015-03-05','0.8222','0.8214','0.8173','0.8132','10489735.58','8616597.99','-0.0159','-0.0261','0.0209','0'),
('2015-03-10','0.8302','0.8294','0.8253','0.8211','10489735.58','8699715.01','-0.0063','-0.0248','0.0322','0'),
('2015-03-12','0.8307','0.8299','0.8258','0.8216','10489735.58','8705897.97','-0.0058','-0.0247','0.0279','0'),
('2015-03-17','0.8393','0.8385','0.8343','0.8301','10489735.58','8795963.98','0.0046','-0.0233','0.0268','0'),
('2015-03-19','0.84','0.8392','0.835','0.8308','10835261.61','9093345.58','0.0054','-0.0232','0.0288','0'),
('2015-03-24','0.8352','0.8344','0.8302','0.8261','10835261.61','9040545.04','-0.0004','-0.0239','0.0223','0'),
('2015-03-26','0.8472','0.8464','0.8422','0.8379','10835261.61','9170960.02','0.014','-0.022','0.0356','0'),
('2015-03-31','0.8522','0.8513','0.847','0.8428','10835261.61','9224430.87','0.0199','-0.0212','0.0399','0'),
('2015-04-02','0.8678','0.8669','0.8626','0.8582','10835261.61','9393628.56','0.0386','-0.0189','0.0387','0'),
('2015-04-07','0.8641','0.8632','0.8589','0.8546','10835261.61','9353213.32','0.0341','-0.0194','0.036','0'),
('2015-04-09','0.8691','0.8682','0.8639','0.8595','10835261.61','9407514.63','0.0401','-0.0186','0.0455','0'),
('2015-04-14','0.8689','0.868','0.8637','0.8593','10835261.61','9404625.15','0.0399','-0.0186','0.0367','0'),
('2015-04-16','0.8692','0.8683','0.864','0.8596','10835261.61','9408603.2','0.0403','-0.0185','0.0638','0'),
('2015-04-21','0.8685','0.8676','0.8633','0.8589','10835261.61','9400942.19','0.0394','-0.0186','0.0574','0'),
('2015-04-23','0.8606','0.8597','0.8554','0.8511','10835261.61','9315417.42','0.03','-0.0198','0.0491','0'),
('2015-04-28','0.8683','0.8674','0.8631','0.8587','10835261.61','9398096.78','0.0392','-0.0186','0.0599','0'),
('2015-04-30','0.8676','0.8667','0.8624','0.858','10835261.61','9391080.96','0.0383','-0.0187','0.0595','0'),
('2015-05-05','0.867','0.8661','0.8618','0.8574','10835261.61','9384788.76','0.0376','-0.0188','0.0538','0'),
('2015-05-07','0.8688','0.8679','0.8636','0.8592','10835261.61','9403438.24','0.0398','-0.0185','0.0502','0'),
('2015-05-12','0.868','0.8671','0.8628','0.8584','10835261.61','9394815.69','0.0388','-0.0186','0.0553','0'),
('2015-05-14','0.8674','0.8665','0.8622','0.8578','10835261.61','9388267.34','0.0381','-0.0186','0.054','0'),
('2015-05-19','0.8696','0.8687','0.8644','0.86','10835261.61','9412680.85','0.0407','-0.0183','0.0591','0'),
('2015-05-21','0.872','0.8711','0.8667','0.8624','10835261.61','9438800.55','0.0436','-0.0179','0.0595','0'),
('2015-05-26','0.869','0.8681','0.8638','0.8594','10835261.61','9406146.92','0.04','-0.0183','0.0534','0'),
('2015-05-28','0.8686','0.8677','0.8634','0.859','10835261.61','9402156.28','0.0395','-0.0184','0.0578','0'),
('2015-06-02','0.8565','0.8556','0.8513','0.847','10835261.61','9271125.77','0.025','-0.0201','0.0425','0'),
('2015-06-04','0.8673','0.8664','0.8621','0.8577','10835261.61','9387266.77','0.038','-0.0185','0.0567','0'),
('2015-06-09','0.8659','0.865','0.8607','0.8564','10835261.61','9372237.869','0.0363','-0.0187','0.0542','0'),
('2015-06-11','0.8644','0.8635','0.8592','0.8549','10835261.61','9356784.47','0.0345','-0.0189','0.049','0'),
('2015-06-16','0.867','0.8661','0.8618','0.8574','10835261.61','9383886.1','0.0376','-0.0185','0.0516','0'),
('2015-06-18','0.8666','0.8657','0.8614','0.857','10835261.61','9379699.12','0.0371','-0.0185','0.0657','0'),
('2015-06-23','0.8665','0.8656','0.8613','0.8569','10835261.61','9378502.65','0.037','-0.0185','0.0642','0'),
('2015-06-25','0.8649','0.864','0.8597','0.8554','10835261.61','9361965.44','0.0351','-0.0187','0.0344','0'),
('2015-06-30','0.8637','0.8628','0.8585','0.8542','10835261.61','9348858.28','0.0337','-0.0189','0.0307','0'),
('2015-07-02','0.8651','0.8642','0.8599','0.8556','10835261.61','9363975.04','0.0353','-0.0186','0.0366','0'),
('2015-07-07','0.852','0.8511','0.8468','0.8426','10835261.61','9222166.53','0.0196','-0.0205','0.0305','0'),
('2015-07-09','0.8526','0.8517','0.8474','0.8432','10835261.61','9227880.18','0.0204','-0.0204','0.0352','0'),
('2015-07-14','0.8462','0.8454','0.8412','0.8369','10835261.61','9160412.37','0.0128','-0.0213','0.0327','0'),
('2015-07-16','0.8424','0.8416','0.8374','0.8332','10835261.61','9119465.1','0.0083','-0.0219','0.0282','0'),
('2015-07-21','0.8466','0.8458','0.8416','0.8373','10835261.61','9164829.2','0.0133','-0.0212','0.0325','0'),
('2015-07-23','0.8491','0.8483','0.8441','0.8398','10835261.61','9191162.94','0.0163','-0.0208','0.0349','0'),
('2015-07-28','0.849','0.8482','0.844','0.8397','10835261.61','9190826.4','0.0162','-0.0208','0.0398','0'),
('2015-07-30','0.8465','0.8457','0.8415','0.8372','10835261.61','9163059.13','0.0132','-0.0212','0.0337','0'),
('2015-08-04','0.8453','0.8445','0.8403','0.8361','10835261.61','9150329.74','0.0117','-0.0213','0.0325','0'),
('2015-08-06','0.8443','0.8435','0.8393','0.8351','10835261.61','9140046.41','0.0105','-0.0214','0.0382','0'),
('2015-08-11','0.8464','0.8456','0.8414','0.8371','10835261.61','9162647.45','0.0131','-0.0211','0.0358','0'),
('2015-08-13','0.8463','0.8455','0.8413','0.837','10835261.61','9161556.02','0.0129','-0.0211','0.037','0'),
('2015-08-18','0.8471','0.8463','0.8421','0.8378','10835261.61','9169996.18','0.0139','-0.0209','0.0368','0'),
('2015-08-20','0.8426','0.8418','0.8376','0.8334','10835261.61','9121537.64','0.0085','-0.0216','0.0311','0'),
('2015-08-25','0.8464','0.8456','0.8414','0.8371','10835261.61','9162282.16','0.0131','-0.021','0.0432','0'),
('2015-08-27','0.7007','0.7','0.6965','0.693','10835261.61','7584794.62','-0.1614','-0.0441','-0.1333','0'),
('2015-09-01','0.7045','0.7038','0.7003','0.6968','10835261.61','7625461.04','-0.1568','-0.0434','-0.1298','0'),
('2015-09-03','0.7047','0.704','0.7005','0.697','10835261.61','7628405.86','-0.1566','-0.0433','-0.1272','0'),
('2015-09-08','0.7077','0.707','0.7035','0.6999','10135960.91','7165653.99','-0.153','-0.0427','-0.1189','0'),
('2015-09-10','0.7177','0.717','0.7134','0.7098','10135960.91','7267495.91','-0.141','-0.041','-0.1052','0'),
('2015-09-15','0.7167','0.716','0.7124','0.7088','10135960.91','7257046.66','-0.1422','-0.0411','-0.1071','0'),
('2015-09-17','0.7159','0.7152','0.7116','0.708','10135960.91','7249453.43','-0.1432','-0.0412','-0.1221','0'),
('2015-09-24','0.7146','0.7139','0.7103','0.7068','10135960.91','7235561.85','-0.1447','-0.0413','-0.125','0'),
('2015-09-29','0.7122','0.7115','0.7079','0.7044','10135960.91','7211357.51','-0.1476','-0.0417','-0.1305','0'),
('2015-10-01','0.7135','0.7128','0.7092','0.7057','10135960.91','7225229.45','-0.146','-0.0414','-0.1368','0'),
('2015-10-06','0.7141','0.7134','0.7098','0.7063','10135960.91','7230685.4','-0.1453','-0.0413','-0.1346','0'),
('2015-10-08','0.711','0.7103','0.7067','0.7032','10135960.91','7199543.49','-0.149','-0.0417','-0.138','0'),
('2015-10-13','0.7102','0.7095','0.706','0.7024','10135960.91','7191964.02','-0.15','-0.0418','-0.1389','0'),
('2015-10-15','0.7113','0.7106','0.707','0.7035','10135960.91','7202156.19','-0.1487','-0.0416','-0.1369','0'),
('2015-10-20','0.7099','0.7092','0.7057','0.7021','10135960.91','7188073.83','-0.1504','-0.0418','-0.1372','0'),
('2015-10-22','0.71','0.7093','0.7058','0.7022','10135960.91','7189665.15','-0.1502','-0.0417','-0.1389','0'),
('2015-10-27','0.7266','0.7259','0.7223','0.7186','10135960.91','7357475.52','-0.1303','-0.0389','-0.1179','0'),
('2015-10-29','0.7262','0.7255','0.7219','0.7182','10135960.91','7354121.26','-0.1308','-0.0389','-0.1122','0'),
('2015-11-03','0.7269','0.7262','0.7226','0.7189','10135960.91','7360284.28','-0.13','-0.0388','-0.1176','0'),
('2015-11-05','0.7267','0.726','0.7224','0.7187','10135960.91','7359096.22','-0.1302','-0.0388','-0.1176','0'),
('2015-11-10','0.7163','0.7156','0.712','0.7084','10135960.91','7252816.79','-0.1427','-0.0404','-0.1305','0'),
('2015-11-12','0.7277','0.727','0.7234','0.7197','10135960.91','7369222.806','-0.129','-0.0385','-0.117','0'),
('2015-11-17','0.7262','0.7255','0.7219','0.7182','10135960.91','7353284.51','-0.1308','-0.0387','-0.1177','0'),
('2015-11-19','0.7278','0.7271','0.7235','0.7198','10135960.91','7369404.23','-0.1289','-0.0384','-0.1176','0'),
('2015-11-24','0.7277','0.727','0.7234','0.7197','10135960.91','7368421.31','-0.129','-0.0384','-0.1164','0'),
('2015-11-26','0.7273','0.7266','0.723','0.7193','10135960.91','7364981.49','-0.1295','-0.0384','-0.1158','0'),
('2015-12-01','0.7291','0.7284','0.7248','0.7211','10135960.91','7382717.79','-0.1274','-0.038','-0.1106','0'),
('2015-12-03','0.7338','0.7331','0.7294','0.7258','10006728.55','7335669.608','-0.1217','-0.0373','-0.1079','0'),
('2015-12-08','0.7306','0.7299','0.7263','0.7226','10136191.62','7398370.07','-0.1256','-0.0377','-0.1111','0'),
('2015-12-10','0.733','0.7323','0.7286','0.725','10136191.62','7423210.42','-0.1227','-0.0373','-0.1089','0'),
('2015-12-15','0.7344','0.7337','0.73','0.7264','10136191.62','7437170.38','-0.121','-0.037','-0.1017','0'),
('2015-12-17','0.7342','0.7335','0.7298','0.7262','10136191.62','7435259.9','-0.1212','-0.037','-0.1124','0'),
('2015-12-22','0.7333','0.7326','0.7289','0.7253','10136191.62','7425377.535','-0.1223','-0.0371','-0.1147','0'),
('2015-12-29','0.7238','0.7231','0.7195','0.7159','10136191.62','7329206.29','-0.1337','-0.0386','-0.1309','0'),
('2015-12-31','0.7357','0.735','0.7313','0.7277','10136191.62','7449794.452','-0.1194','-0.0366','-0.1194','0'),
('2016-01-05','0.7351','0.7344','0.7307','0.7271','10136191.62','7443950.037','-0.0008','-0.0367','-0.1237','0'),
('2016-01-07','0.7352','0.7345','0.7308','0.7272','10136191.62','7445074.8','-0.0007','-0.0366','-0.1224','0'),
('2016-01-12','0.731','0.7303','0.7266','0.723','10136191.62','7402692.734','-0.0064','-0.0372','-0.1279','0'),
('2016-01-14','0.7312','0.7305','0.7268','0.7232','10136191.62','7404770.13','-0.0061','-0.0372','-0.129','0'),
('2016-01-19','0.729','0.7283','0.7247','0.721','10136191.62','7382623.2','-0.0091','-0.0375','-0.123','0'),
('2016-01-21','0.7263','0.7256','0.722','0.7183','10136191.62','7355159.11','-0.0128','-0.0379','-0.1335','0'),
('2016-01-26','0.734','0.7333','0.7296','0.726','10136191.62','7433012.66','-0.0023','-0.0366','-0.1249','0'),
('2016-01-28','0.7331','0.7324','0.7287','0.7251','10136191.62','7424033.548','-0.0035','-0.0367','-0.1261','0'),
('2016-02-02','0.7328','0.7321','0.7284','0.7248','10136191.62','7421006.69','-0.0039','-0.0367','-0.1256','0'),
('2016-02-04','0.7383','0.7376','0.7339','0.7302','10136191.62','7476087.97','0.0035','-0.0358','-0.1198','0'),
('2016-02-09','0.737','0.7363','0.7326','0.7289','10136191.62','7463628.71','0.0018','-0.0359','-0.1206','0'),
('2016-02-11','0.7348','0.7341','0.7304','0.7268','10136191.62','7440584.16','-0.0012','-0.0363','-0.1163','0'),
('2016-02-16','0.7349','0.7342','0.7305','0.7269','10136191.62','7441783.81','-0.0011','-0.0362','-0.116','0'),
('2016-02-18','0.7307','0.73','0.7264','0.7227','10136191.62','7399625.72','-0.0068','-0.0368','-0.1198','0'),
('2016-02-23','0.7324','0.7317','0.728','0.7244','10136191.62','7416580.31','-0.0045','-0.0365','-0.1174','0'),
('2016-02-25','0.7326','0.7319','0.7282','0.7246','10136191.62','7418919.85','-0.0042','-0.0365','-0.1135','0.26747'),
('2016-03-01','0.7332','0.7325','0.7288','0.7252','10136191.62','7424453.73','-0.0034','-0.0363','-0.1082','0.26747'),
('2016-03-08','0.733','0.7323','0.7286','0.725','10136191.62','7422604.69','-0.0037','-0.0362','-0.1171','0.26747'),
('2016-03-10','0.7333','0.7326','0.7289','0.7253','10136191.62','7426012.48','-0.0033','-0.0362','-0.1172','0.26748'),
('2016-03-15','0.7307','0.73','0.7264','0.7227','10136191.62','7398928.85','-0.0068','-0.0365','-0.1294','0.26749'),
('2016-03-17','0.7291','0.7284','0.7248','0.7211','10136191.62','7383438.74','-0.009','-0.0368','-0.132','0.2675'),
('2016-03-22','0.7289','0.7282','0.7246','0.7209','10136191.62','7380862.82','-0.0093','-0.0367','-0.1273','0.2675'),
('2016-03-24','0.7283','0.7276','0.724','0.7203','10136191.62','7374719.51','-0.0101','-0.0368','-0.1404','0.2675'),
('2016-03-29','0.7272','0.7265','0.7229','0.7192','10136191.62','7364125.73','-0.0116','-0.0369','-0.1466','0.2675'),
('2016-03-31','0.7271','0.7264','0.7228','0.7191','10136191.62','7362652.02','-0.0117','-0.0369','-0.1621','0.2675'),
('2016-04-05','0.7286','0.7279','0.7243','0.7206','10136191.62','7378462.72','-0.0097','-0.0366','-0.1567','0.26751'),
('2016-04-07','0.7281','0.7274','0.7238','0.7201','10136191.62','7373011.78','-0.0103','-0.0367','-0.1622','0.26751'),
('2016-04-12','0.7279','0.7272','0.7236','0.7199','10136191.62','7371445.44','-0.0106','-0.0366','-0.1622','0.26751'),
('2016-04-14','0.7255','0.7248','0.7212','0.7176','10136191.62','7346575.9','-0.0139','-0.037','-0.1653','0.26753'),
('2016-04-19','0.7247','0.724','0.7204','0.7168','10136191.62','7338871.38','-0.015','-0.0371','-0.1655','0.26753'),
('2016-04-21','0.7258','0.7251','0.7215','0.7178','10136191.62','7350190.45','-0.0135','-0.0369','-0.1566','0.26754'),
('2016-04-26','0.7264','0.7257','0.7221','0.7184','10136191.62','7355980.26','-0.0127','-0.0367','-0.1634','0.26754'),
('2016-04-28','0.7254','0.7247','0.7211','0.7175','10136191.62','7345992.13','-0.014','-0.0368','-0.1638','0.26754'),
('2016-05-03','0.7237','0.723','0.7194','0.7158','10136191.62','7328960.42','-0.0163','-0.037','-0.1652','0.26755'),
('2016-05-05','0.727','0.7263','0.7227','0.719','10136191.62','7361700.16','-0.0118','-0.0365','-0.1632','0.26759'),
('2016-05-10','0.7264','0.7257','0.7221','0.7184','10136191.62','7356153.4','-0.0127','-0.0365','-0.1631','0.26759'),
('2016-05-12','0.7212','0.7205','0.7169','0.7133','10136191.62','7303058.15','-0.0197','-0.0373','-0.1685','0.26768'),
('2016-05-17','0.7181','0.7174','0.7138','0.7102','10136191.62','7271829.07','-0.0239','-0.0378','-0.1742','0.26771'),
('2016-05-19','0.7198','0.7191','0.7155','0.7119','10136191.62','7288975.34','-0.0216','-0.0375','-0.1745','0.26772'),
('2016-05-26','0.7173','0.7166','0.713','0.7094','10136191.62','7264068.84','-0.025','-0.0378','-0.1745','0.26774'),
('2016-05-31','0.7229','0.7222','0.7186','0.715','10136191.62','7320596.1','-0.0174','-0.0368','-0.1677','0.26787'),
('2016-06-02','0.7222','0.7215','0.7179','0.7143','10136191.62','7313252.92','-0.0184','-0.0369','-0.1567','0.26787'),
('2016-06-07','0.7231','0.7224','0.7188','0.7152','10136191.62','7322199.62','-0.0171','-0.0367','-0.1662','0.26787'),
('2016-06-09','0.7169','0.7162','0.7126','0.709','10136191.62','7259350.55','-0.0256','-0.0377','-0.172','0.268'),
('2016-06-14','0.7159','0.7152','0.7116','0.708','10136191.62','7249155.95','-0.0269','-0.0378','-0.1717','0.268'),
('2016-06-16','0.7175','0.7168','0.7132','0.7096','10136191.62','7265301.44','-0.0248','-0.0375','-0.1724','0.26801'),
('2016-06-21','0.7011','0.7004','0.6969','0.6934','10136191.62','7099771.7','-0.0471','-0.04','-0.1909','0.26896'),
('2016-06-23','0.7025','0.7018','0.6983','0.6948','10136191.62','7113649.54','-0.0452','-0.0397','-0.1892','0.26897'),
('2016-06-28','0.7027','0.702','0.6985','0.695','10136191.62','7115165.72','-0.0449','-0.0397','-0.1875','0.26897'),
('2016-06-30','0.7022','0.7015','0.698','0.6945','10136191.62','7110705.5','-0.0456','-0.0397','-0.1869','0.26897'),
('2016-07-05','0.7085','0.7078','0.7043','0.7007','10136191.62','7174672.76','-0.037','-0.0387','-0.181','0.26913'),
('2016-07-07','0.7037','0.703','0.6995','0.696','10136191.62','7125937.8','-0.0435','-0.0394','-0.174','0.26921'),
('2016-07-12','0.7116','0.7109','0.7073','0.7038','10087826.62','7171913.16','-0.0328','-0.0381','-0.1653','0.26946'),
('2016-07-14','0.7133','0.7126','0.709','0.7055','10087826.62','7188131.39','-0.0305','-0.0378','-0.1571','0.26947'),
('2016-07-19','0.7028','0.7021','0.6986','0.6951','10087826.62','7082235.03','-0.0448','-0.0394','-0.1658','0.26986'),
('2016-07-21','0.6884','0.6877','0.6843','0.6808','10087826.62','6937348.75','-0.0644','-0.0416','-0.1869','0.27061'),
('2016-07-26','0.7226','0.7219','0.7183','0.7147','10087826.62','7282195.75','-0.0178','-0.0363','-0.149','0.27521'),
('2016-07-28','0.723','0.7223','0.7187','0.7151','10087826.62','7286369.93','-0.0173','-0.0362','-0.1484','0.27521'),
('2016-08-02','0.7195','0.7188','0.7152','0.7116','10087826.62','7250824.68','-0.022','-0.0367','-0.1501','0.27524'),
('2016-08-04','0.7194','0.7187','0.7151','0.7115','10087826.62','7250542.1','-0.0222','-0.0366','-0.149','0.27524'),
('2016-08-09','0.7192','0.7185','0.7149','0.7113','10087826.62','7248025.43','-0.0224','-0.0366','-0.1482','0.27524'),
('2016-08-11','0.7193','0.7186','0.715','0.7114','10087826.62','7248686.22','-0.0223','-0.0366','-0.1502','0.27524'),
('2016-08-16','0.7187','0.718','0.7144','0.7108','10087826.62','7243478.36','-0.0231','-0.0366','-0.1508','0.27524'),
('2016-08-18','0.7193','0.7186','0.715','0.7114','10087826.62','7249533.58','-0.0223','-0.0365','-0.1509','0.27525'),
('2016-08-23','0.7173','0.7166','0.713','0.7094','10087826.62','7228765.11','-0.025','-0.0368','-0.1487','0.27526'),
('2016-08-25','0.7162','0.7155','0.7119','0.7083','10087826.62','7217615.71','-0.0265','-0.0369','-0.1539','0.27526'),
('2016-08-30','0.7179','0.7172','0.7136','0.71','10087826.62','7235483.18','-0.0242','-0.0366','0.0246','0.27527'),
('2016-09-01','0.7154','0.7147','0.7111','0.7076','10087826.62','7209417.51','-0.0276','-0.0369','0.0155','0.27529'),
('2016-09-08','0.7366','0.7359','0.7322','0.7285','10087826.62','7423834.45','0.0012','-0.0337','0.0453','0.27692'),
('2016-09-13','0.7365','0.7358','0.7321','0.7284','10359344.41','7622270.76','0.0011','-0.0337','0.0407','0.27692'),
('2016-09-15','0.7359','0.7352','0.7315','0.7278','10359344.41','7616422.89','0.0003','-0.0337','0.0254','0.27692'),
('2016-09-20','0.7778','0.777','0.7731','0.7692','10359344.41','8048935.43','0.0571','-0.0277','0.0852','0.28276'),
('2016-09-27','0.7798','0.779','0.7751','0.7712','10359344.41','8070341.22','0.0599','-0.0274','0.0892','0.28277'),
('2016-09-29','0.7804','0.7796','0.7757','0.7718','10359344.41','8075835.69','0.0607','-0.0273','0.092','0.28277'),
('2016-10-04','0.7837','0.7829','0.779','0.7751','10359344.41','8110758.21','0.0652','-0.0268','0.1004','0.28281'),
('2016-10-06','0.7257','0.725','0.7214','0.7178','10359344.41','7510454.77','-0.0136','-0.035','0.0171','0.29226'),
('2016-10-11','0.728','0.7273','0.7237','0.72','10359344.41','7534509.15','-0.0105','-0.0346','0.0195','0.29228'),
('2016-10-13','0.7264','0.7257','0.7221','0.7184','10359344.41','7518249.23','-0.0127','-0.0349','0.0217','0.29229'),
('2016-10-18','0.7265','0.7258','0.7222','0.7185','10359344.41','7518731.74','-0.0125','-0.0348','0.023','0.29229'),
('2016-10-20','0.7267','0.726','0.7224','0.7187','10359344.41','7521247.5','-0.0122','-0.0347','0.0217','0.29229'),
('2016-10-25','0.7268','0.7261','0.7225','0.7188','10359344.41','7522110.11','-0.0121','-0.0347','0.0238','0.29229'),
('2016-10-27','0.7272','0.7265','0.7229','0.7192','10359344.41','7525861.86','-0.0116','-0.0346','0.0242','0.29229'),
('2016-11-01','0.7212','0.7205','0.7169','0.7133','10359344.41','7463804.28','-0.0197','-0.0354','-0.0074','0.2924'),
('2016-11-03','0.7227','0.722','0.7184','0.7148','10359344.41','7479959.67','-0.0177','-0.0352','-0.0048','0.29241'),
('2016-11-08','0.723','0.7223','0.7187','0.7151','10359344.41','7482085.59','-0.0173','-0.0351','-0.0054','0.29241'),
('2016-11-10','0.7238','0.7231','0.7195','0.7159','10359344.41','7490917.71','-0.0162','-0.0349','-0.004','0.29241'),
('2016-11-15','0.7215','0.7208','0.7172','0.7136','10359344.41','7466861.7','-0.0193','-0.0352','0.0073','0.29242'),
('2016-11-17','0.7206','0.7199','0.7163','0.7127','10359344.41','7457517.27','-0.0205','-0.0353','-0.0098','0.29243'),
('2016-11-22','0.7208','0.7201','0.7165','0.7129','10359344.41','7459438.78','-0.0203','-0.0353','-0.0074','0.29243'),
('2016-11-24','0.7206','0.7199','0.7163','0.7127','10359344.41','7457429.61','-0.0205','-0.0353','-0.0099','0.29243'),
('2016-11-29','0.7198','0.7191','0.7155','0.7119','10359344.41','7449744.72','-0.0216','-0.0353','-0.0109','0.29243'),
('2016-12-01','0.7205','0.7198','0.7162','0.7126','10359344.41','7456386.25','-0.0207','-0.0352','-0.0094','0.29243'),
('2016-12-06','0.722','0.7213','0.7177','0.7141','10359344.41','7472472.84','-0.0186','-0.0349','-0.0097','0.29244'),
('2016-12-08','0.7218','0.7211','0.7175','0.7139','10359344.41','7470478.38','-0.0189','-0.0349','-0.0164','0.29244'),
('2016-12-13','0.7232','0.7225','0.7189','0.7153','10421688.55','7529449.07','-0.017','-0.0347','-0.0101','0.29245'),
('2016-12-15','0.7201','0.7194','0.7158','0.7122','10421688.55','7497142.43','-0.0212','-0.0351','-0.0176','0.29247'),
('2016-12-20','0.7256','0.7249','0.7213','0.7177','10421688.55','7554592.5','-0.0137','-0.0343','-0.012','0.29258'),
('2016-12-22','0.7181','0.7174','0.7138','0.7102','10421688.55','7476678.16','-0.0239','-0.0353','-0.0219','0.29275'),
('2016-12-27','0.7202','0.7195','0.7159','0.7123','10421688.55','7497941.6','-0.0211','-0.035','-0.0179','0.29277'),
('2016-12-29','0.7253','0.7246','0.721','0.7174','10421688.55','7551872.66','-0.0141','-0.0342','0.0021','0.29287'),
('2017-01-03','0.7227','0.722','0.7184','0.7148','10421688.55','7524082.55','-0.001','-0.0346','-0.0169','0.29288'),
('2017-01-05','0.7247','0.724','0.7204','0.7168','10421688.55','7545807.19','0.0018','-0.0342','-0.0142','0.2929'),
('2017-01-10','0.7226','0.7219','0.7183','0.7147','10421688.55','7523352.85','-0.0011','-0.0345','-0.0115','0.29291'),
('2017-01-12','0.7239','0.7232','0.7196','0.716','10421688.55','7537230.81','0.0007','-0.0343','-0.0097','0.29292'),
('2017-01-17','0.7237','0.723','0.7194','0.7158','10421688.55','7535255.91','0.0004','-0.0343','-0.0073','0.29292'),
('2017-01-19','0.7234','0.7227','0.7191','0.7155','10421688.55','7531661.37','0','-0.0343','-0.0077','0.29292'),
('2017-01-24','0.7201','0.7194','0.7158','0.7122','10421688.55','7497230.51','-0.0046','-0.0347','-0.019','0.29295'),
('2017-01-26','0.72','0.7193','0.7157','0.7121','10421688.55','7496088.44','-0.0047','-0.0347','-0.0191','0.29295'),
('2017-01-31','0.7191','0.7184','0.7148','0.7112','10421688.55','7486773.5','-0.0059','-0.0348','-0.0191','0.29288'),
('2017-02-02','0.719','0.7183','0.7147','0.7111','10421688.55','7485500.62','-0.0061','-0.0348','-0.0188','0.29288'),
('2017-02-07','0.7206','0.7199','0.7163','0.7127','10421688.55','7502463.39','-0.0039','-0.0345','-0.024','0.29289'),
('2017-02-09','0.7208','0.7201','0.7165','0.7129','10421688.55','7504682','-0.0036','-0.0345','-0.022','0.29289'),
('2017-02-14','0.7215','0.7208','0.7172','0.7136','10421688.55','7511986.22','-0.0026','-0.0343','-0.0181','0.29289'),
('2017-02-16','0.7189','0.7182','0.7146','0.711','10421688.55','7484876.62','-0.0062','-0.0347','-0.0218','0.29291'),
('2017-02-21','0.7197','0.719','0.7154','0.7118','10421688.55','7493067.34','-0.0051','-0.0345','-0.0151','0.29291'),
('2017-02-23','0.7219','0.7212','0.7176','0.714','10421688.55','7515615.03','-0.0021','-0.0342','-0.0144','0.29293'),
('2017-02-28','0.7211','0.7204','0.7168','0.7132','10421688.55','7508274.01','-0.0032','-0.0342','-0.0165','0.29293'),
('2017-03-02','0.7239','0.7232','0.7196','0.716','10421688.55','7537193.72','0.0007','-0.0338','-0.0124','0.29303'),
('2017-03-07','0.7231','0.7224','0.7188','0.7152','10421688.55','7528987.44','-0.0004','-0.0339','-0.0135','0.29303'),
('2017-03-09','0.7231','0.7224','0.7188','0.7152','10421688.55','7528910.24','-0.0004','-0.0339','-0.0139','0.29303'),
('2017-03-14','0.7226','0.7219','0.7183','0.7147','10421688.55','7523085.4','-0.0011','-0.0339','-0.0111','0.29303'),
('2017-03-16','0.7194','0.7187','0.7151','0.7115','10643111.19','7648837.37','-0.0055','-0.0343','-0.0133','0.29306'),
('2017-03-21','0.7184','0.7177','0.7141','0.7105','10643111.19','7638851.14','-0.0069','-0.0344','-0.0144','0.29306'),
('2017-03-23','0.7152','0.7145','0.7109','0.7074','10643111.19','7604282.71','-0.0113','-0.0348','-0.018','0.29309'),
('2017-03-28','0.7136','0.7129','0.7093','0.7058','10643111.19','7587878.52','-0.0136','-0.035','-0.0187','0.29309'),
('2017-03-30','0.7131','0.7124','0.7088','0.7053','10643111.19','7581731.41','-0.0143','-0.0351','-0.0193','0.29309'),
('2017-04-04','0.7198','0.7191','0.7155','0.7119','10643111.19','7653004.7','-0.005','-0.0341','-0.0121','0.29326'),
('2017-04-06','0.7212','0.7205','0.7169','0.7133','10643111.19','7668048.42','-0.003','-0.0339','-0.0095','0.29326'),
('2017-04-11','0.7161','0.7154','0.7118','0.7082','10643111.19','7614541.1','-0.0101','-0.0345','-0.0162','0.29334'),
('2017-04-13','0.7162','0.7155','0.7119','0.7083','10643111.19','7614703.35','-0.01','-0.0345','-0.0128','0.29334'),
('2017-04-18','0.7152','0.7145','0.7109','0.7074','10643111.19','7604645.58','-0.0113','-0.0346','-0.0131','0.29334'),
('2017-04-20','0.7147','0.714','0.7104','0.7069','10643111.19','7599128.13','-0.012','-0.0346','-0.0153','0.29334'),
('2017-04-25','0.7172','0.7165','0.7129','0.7093','10643111.19','7625428.09','-0.0086','-0.0342','-0.0127','0.29337'),
('2017-04-27','0.7182','0.7175','0.7139','0.7103','10643111.19','7636684.07','-0.0072','-0.0341','-0.0099','0.29337'),
('2017-05-02','0.7183','0.7176','0.714','0.7104','10643111.19','7636983.9','-0.0071','-0.034','-0.0075','0.29337'),
('2017-05-04','0.7259','0.7252','0.7216','0.7179','10643111.19','7718687.76','0.0035','-0.0329','-0.0015','0.29358'),
('2017-05-09','0.7196','0.7189','0.7153','0.7117','10643111.19','7651279.86','-0.0053','-0.0338','-0.0094','0.2937'),
('2017-05-11','0.7337','0.733','0.7293','0.7257','10643111.19','7800887.39','0.0143','-0.0318','0.0173','0.29437'),
('2017-05-16','0.7318','0.7311','0.7274','0.7238','10643111.19','7781403.68','0.0116','-0.032','0.0191','0.29438'),
('2017-05-18','0.7322','0.7315','0.7278','0.7242','10643111.19','7785829.92','0.0122','-0.0319','0.0172','0.29438'),
('2017-05-23','0.7319','0.7312','0.7275','0.7239','10643111.19','7782215.48','0.0118','-0.0319','0.0204','0.29438'),
('2017-05-25','0.732','0.7313','0.7276','0.724','10643111.19','7783448.04','0.0119','-0.0319','0.0205','0.29438'),
('2017-05-30','0.7308','0.7301','0.7264','0.7228','10643111.19','7770014.21','0.0102','-0.032','0.0109','0.29438'),
('2017-06-01','0.7258','0.7251','0.7215','0.7178','10643111.19','7717464.07','0.0033','-0.0327','0.005','0.29446'),
('2017-06-06','0.7264','0.7257','0.7221','0.7184','10643111.19','7723504.27','0.0042','-0.0326','0.0046','0.29446'),
('2017-06-08','0.7263','0.7256','0.722','0.7183','10643111.19','7722344.89','0.004','-0.0326','0.0131','0.29446'),
('2017-06-13','0.7314','0.7307','0.727','0.7234','10643111.19','7776511.08','0.0111','-0.0318','0.0217','0.29455'),
('2017-06-15','0.7323','0.7316','0.7279','0.7243','11069690.35','8098989.72','0.0123','-0.0317','0.0206','0.29455'),
('2017-06-20','0.7301','0.7294','0.7258','0.7221','11069690.35','8074406.86','0.0093','-0.0319','0.0414','0.29456'),
('2017-06-22','0.7331','0.7324','0.7287','0.7251','11069690.35','8107411.65','0.0134','-0.0315','0.0436','0.2946'),
('2017-06-27','0.734','0.7333','0.7296','0.726','11069690.35','8117768.79','0.0147','-0.0313','0.0446','0.2946'),
('2017-06-29','0.7357','0.735','0.7313','0.7277','11069690.35','8136393.69','0.017','-0.0311','0.0478','0.29461'),
('2017-07-04','0.7414','0.7407','0.737','0.7333','11069690.35','8199776.27','0.0249','-0.0303','0.0465','0.29472'),
('2017-07-06','0.7376','0.7369','0.7332','0.7295','11069690.35','8157379.1','0.0196','-0.0308','0.0482','0.29476'),
('2017-07-11','0.744','0.7433','0.7396','0.7359','11069690.35','8227716.36','0.0285','-0.0299','0.0456','0.2949'),
('2017-07-13','0.749','0.7483','0.7446','0.7408','11069690.35','8283660.15','0.0354','-0.0292','0.0501','0.29498'),
('2017-07-18','0.7309','0.7302','0.7265','0.7229','11069690.35','8082733.58','0.0104','-0.0316','0.04','0.29595'),
('2017-07-20','0.7278','0.7271','0.7235','0.7198','11069690.35','8049244.13','0.0061','-0.032','0.0573','0.29598'),
('2017-07-25','0.7292','0.7285','0.7249','0.7212','11069690.35','8063728.08','0.008','-0.0317','0.0091','0.29598'),
('2017-07-27','0.7285','0.7278','0.7242','0.7205','11069690.35','8056194.84','0.0071','-0.0318','0.0076','0.29598'),
('2017-08-01','0.7233','0.7226','0.719','0.7154','11069690.35','7998774','-0.0001','-0.0325','0.0053','0.29606'),
('2017-08-03','0.7244','0.7237','0.7201','0.7165','11069690.35','8010647.35','0.0014','-0.0323','0.007','0.29607'),
('2017-08-08','0.7262','0.7255','0.7219','0.7182','11759916.74','8531513.12','0.0039','-0.032','0.0097','0.29608'),
('2017-08-10','0.7271','0.7264','0.7228','0.7191','11758718.42','8541647.05','0.0051','-0.0319','0.0109','0.29608'),
('2017-08-15','0.7264','0.7257','0.7221','0.7184','11758718.42','8533880.87','0.0042','-0.0319','0.0107','0.29641'),
('2017-08-17','0.7272','0.7265','0.7229','0.7192','11758718.42','8542192.23','0.0053','-0.0318','0.011','0.29609'),
('2017-08-22','0.7261','0.7254','0.7218','0.7181','11758718.42','8529297.75','0.0037','-0.0319','0.0123','0.29609'),
('2017-08-24','0.7262','0.7255','0.7219','0.7182','11758718.42','8531183.71','0.0039','-0.0319','0.014','0.29609'),
('2017-08-29','0.7239','0.7232','0.7196','0.716','11758718.42','8504457.02','0.0007','-0.0322','0.0084','0.29611'),
('2017-08-31','0.723','0.7223','0.7187','0.7151','11758718.42','8493237.52','-0.0006','-0.0323','0.0106','0.29611'),
('2017-09-05','0.7168','0.7161','0.7125','0.7089','11758718.42','8420313.03','-0.0091','-0.0331','-0.0269','0.29622'),
('2017-09-07','0.7219','0.7212','0.7176','0.714','11758718.42','8480590.55','-0.0021','-0.0323','-0.02','0.29632'),
('2017-09-12','0.7204','0.7197','0.7161','0.7125','11758718.42','8463045.76','-0.0042','-0.0325','-0.0219','0.29632'),
('2017-09-14','0.7171','0.7164','0.7128','0.7092','11758718.42','8424058.47','-0.0087','-0.0329','-0.0256','0.29635'),
('2017-09-19','0.7158','0.7151','0.7115','0.7079','11758718.42','8409151.89','-0.0105','-0.0331','-0.0797','0.29636'),
('2017-09-21','0.7161','0.7154','0.7118','0.7082','11758718.42','8412594.1','-0.0101','-0.033','-0.0816','0.29636'),
('2017-09-26','0.7159','0.7152','0.7116','0.708','11758718.42','8410362.06','-0.0104','-0.033','-0.0819','0.29636'),
('2017-09-28','0.7168','0.7161','0.7125','0.7089','11758718.42','8419925.8','-0.0091','-0.0329','-0.0815','0.29636'),
('2017-10-03','0.7197','0.719','0.7154','0.7118','11758718.42','8454228.63','-0.0051','-0.0324','-0.0816','0.29639'),
('2017-10-05','0.7198','0.7191','0.7155','0.7119','11758718.42','8455394.17','-0.005','-0.0324','-0.0081','0.29639'),
('2017-10-10','0.7212','0.7205','0.7169','0.7133','11758718.42','8472479.84','-0.003','-0.0322','-0.0093','0.2964'),
('2017-10-12','0.7207','0.72','0.7164','0.7128','11758718.42','8466796.85','-0.0037','-0.0322','-0.0079','0.2964'),
('2017-10-17','0.717','0.7163','0.7127','0.7091','11758718.42','8423246.22','-0.0089','-0.0327','-0.0131','0.29644'),
('2017-10-19','0.7178','0.7171','0.7135','0.7099','12316598.48','8832212.38','-0.0077','-0.0325','-0.0123','0.29644'),
('2017-10-24','0.7199','0.7192','0.7156','0.712','12316598.48','8858566.11','-0.0048','-0.0322','-0.0095','0.29646'),
('2017-10-26','0.7174','0.7167','0.7131','0.7095','12316598.48','8827086.7','-0.0083','-0.0325','-0.0135','0.29648'),
('2017-10-31','0.7182','0.7175','0.7139','0.7103','12316598.48','8836576.54','-0.0072','-0.0324','-0.0042','0.29648'),
('2017-11-02','0.7191','0.7184','0.7148','0.7112','12316598.48','8848508.95','-0.0059','-0.0322','-0.005','0.29648'),
('2017-11-07','0.7139','0.7132','0.7096','0.7061','12316598.48','8783780.22','-0.0131','-0.0329','-0.0126','0.29657'),
('2017-11-09','0.7138','0.7131','0.7095','0.706','12316598.48','8783232.16','-0.0133','-0.0329','-0.0138','0.29657'),
('2017-11-14','0.7144','0.7137','0.7101','0.7066','12316598.48','8789789.68','-0.0125','-0.0328','-0.0099','0.29657'),
('2017-11-16','0.7148','0.7141','0.7105','0.707','12316598.48','8794919.95','-0.0119','-0.0327','-0.0081','0.29657'),
('2017-11-21','0.7129','0.7122','0.7086','0.7051','12316598.48','8772285.33','-0.0145','-0.0329','-0.011','0.29658'),
('2017-11-23','0.7131','0.7124','0.7088','0.7053','12316598.48','8774230.14','-0.0143','-0.0329','-0.0104','0.29658'),
('2017-11-28','0.7123','0.7116','0.708','0.7045','12316598.48','8764387.15','-0.0154','-0.0329','-0.0104','0.29658'),
('2017-11-30','0.7129','0.7122','0.7086','0.7051','12316598.48','8772152.3','-0.0145','-0.0328','-0.0106','0.29658'),
('2017-12-05','0.7119','0.7112','0.7076','0.7041','12316598.48','8760130.77','-0.0159','-0.0329','-0.014','0.29658'),
('2017-12-07','0.7166','0.7159','0.7123','0.7087','12316598.48','8816902.95','-0.0094','-0.0323','-0.0072','0.29666'),
('2017-12-12','0.7148','0.7141','0.7105','0.707','12316598.48','8794970.77','-0.0119','-0.0325','-0.0116','0.29667'),
('2017-12-14','0.7148','0.7141','0.7105','0.707','12316598.48','8795157.67','-0.0119','-0.0324','-0.0074','0.29667'),
('2017-12-19','0.7155','0.7148','0.7112','0.7077','12316598.48','8804001.21','-0.0109','-0.0323','-0.0139','0.29667'),
('2017-12-21','0.7189','0.7182','0.7146','0.711','12316598.48','8846320.96','-0.0062','-0.0318','0.0011','0.29672'),
('2017-12-28','0.7211','0.7204','0.7168','0.7132','12316598.48','8872336.87','-0.0032','-0.0315','-0.0058','0.29674'),
('2018-01-02','0.7258','0.7251','0.7215','0.7178','12316598.48','8930932.17','0','-0.0308','0.0043','0.29681'),
('2018-01-04','0.7267','0.726','0.7224','0.7187','12316598.48','8941256.17','0.0012','-0.0307','0.0028','0.29682'),
('2018-01-09','0.7271','0.7264','0.7228','0.7191','12316598.48','8946370.59','0.0018','-0.0306','0.0062','0.29682'),
('2018-01-11','0.7277','0.727','0.7234','0.7197','12316598.48','8954456.64','0.0026','-0.0305','0.0053','0.29682'),
('2018-01-16','0.722','0.7213','0.7177','0.7141','12316598.48','8884084.63','-0.0052','-0.0312','-0.0024','0.29692'),
('2018-01-18','0.7248','0.7241','0.7205','0.7169','12316598.48','8918850.14','-0.0014','-0.0308','0.0019','0.29695'),
('2018-01-23','0.7228','0.7221','0.7185','0.7149','12316598.48','8893785.59','-0.0041','-0.0311','0.0038','0.29696'),
('2018-01-25','0.723','0.7223','0.7187','0.7151','12316598.48','8896463.2','-0.0039','-0.031','0.0042','0.29696'),
('2018-01-30','0.7223','0.7216','0.718','0.7144','12316598.48','8887094.23','-0.0048','-0.0311','0.0045','0.29696'),
('2018-02-01','0.7205','0.7198','0.7162','0.7126','12316598.48','8865196.53','-0.0073','-0.0313','0.0021','0.29697'),
('2018-02-06','0.7252','0.7245','0.7209','0.7173','12316598.48','8923176.45','-0.0008','-0.0306','0.0064','0.29704'),
('2018-02-08','0.7268','0.7261','0.7225','0.7188','12316598.48','8943409.37','0.0014','-0.0304','0.0083','0.29705'),
('2018-02-13','0.7243','0.7236','0.72','0.7164','12316598.48','8912067.86','-0.0021','-0.0307','0.0039','0.29707'),
('2018-02-15','0.7229','0.7222','0.7186','0.715','12316598.48','8895186.33','-0.004','-0.0309','0.0056','0.29707'),
('2018-02-20','0.7231','0.7224','0.7188','0.7152','12316598.48','8897191.74','-0.0037','-0.0308','0.0047','0.29708'),
('2018-02-22','0.7366','0.7359','0.7322','0.7285','12316598.48','9063943.69','0.0149','-0.0291','0.0204','0.29768'),
('2018-02-27','0.7243','0.7236','0.72','0.7164','12316598.48','8912272.46','-0.0021','-0.0306','0.0044','0.29813'),
('2018-03-01','0.7392','0.7385','0.7348','0.7311','12316598.48','9096339.17','0.0185','-0.0287','0.0212','0.29886'),
('2018-03-06','0.7301','0.7294','0.7258','0.7221','12316598.48','8984270.59','0.0059','-0.0298','0.0097','0.29911'),
('2018-03-08','0.7261','0.7254','0.7218','0.7181','12316598.48','8934451.15','0.0004','-0.0303','0.0042','0.29915'),
('2018-03-13','0.7119','0.7112','0.7076','0.7041','12316598.48','8759059.09','-0.0192','-0.0321','-0.0148','0.06266'),
('2018-03-15','0.7128','0.7121','0.7085','0.705','12325448.04','8777095.08','-0.0179','-0.0319','-0.0092','0.06268'),
('2018-03-20','0.7093','0.7086','0.7051','0.7015','12325448.04','8733717.01','-0.0228','-0.0324','-0.0127','0.06286'),
('2018-03-22','0.704','0.7033','0.6998','0.6963','12325448.04','8668377.04','-0.0301','-0.033','-0.0157','0.06328'),
('2018-03-27','0.7048','0.7041','0.7006','0.6971','12325448.04','8677866.78','-0.029','-0.0329','-0.0123','0.0633'),
('2018-03-29','0.7029','0.7022','0.6987','0.6952','12325448.04','8655544.25','-0.0316','-0.0331','-0.0143','0.06335'),
('2018-04-03','0.7019','0.7012','0.6977','0.6942','12325448.04','8642699.11','-0.033','-0.0332','-0.0249','0.06337'),
('2018-04-05','0.6974','0.6967','0.6932','0.6897','12325448.04','8587293.57','-0.0392','-0.0338','-0.033','0.06366'),
('2018-04-10','0.6988','0.6981','0.6946','0.6911','12325448.04','8604807.29','-0.0372','-0.0336','-0.0242','0.06371'),
('2018-04-12','0.7098','0.7091','0.7056','0.702','12325448.04','8740235.02','-0.0221','-0.0321','-0.0089','0.06565'),
('2018-04-17','0.6958','0.6951','0.6916','0.6881','12325448.04','8567621.92','-0.0414','-0.0339','-0.0272','0.06845'),
('2018-04-19','0.6897','0.689','0.6856','0.6821','12828466.14','8838629.29','-0.0498','-0.0347','-0.035','0.06896'),
('2018-04-24','0.6913','0.6906','0.6871','0.6837','12844415.11','8869846.78','-0.0476','-0.0344','-0.0361','0.06902'),
('2018-04-26','0.6714','0.6707','0.6673','0.664','12844415.11','8614622.6','-0.075','-0.0371','-0.0652','0.07452'),
('2018-05-03','0.6808','0.6801','0.6767','0.6733','12844415.11','8735840.09','-0.0621','-0.0357','-0.0622','0.07591'),
('2018-05-08','0.677','0.6763','0.6729','0.6695','12844415.11','8687291.31','-0.0673','-0.0362','-0.0593','0.07608'),
('2018-05-10','0.6797','0.679','0.6756','0.6722','12844415.11','8720725.16','-0.0636','-0.0358','-0.0737','0.07622'),
('2018-05-15','0.6801','0.6794','0.676','0.6726','12844415.11','8726557.5','-0.063','-0.0357','-0.0707','0.07623'),
('2018-05-17','0.678','0.6773','0.6739','0.6705','12844415.11','8700063.44','-0.0659','-0.036','-0.0741','0.07628'),
('2018-05-22','0.6783','0.6776','0.6742','0.6708','12844415.11','8703641.67','-0.0655','-0.0359','-0.0733','0.07629'),
('2018-05-29','0.6735','0.6728','0.6694','0.6661','12844415.11','8641379.05','-0.0721','-0.0365','-0.0785','0.07657'),
('2018-05-31','0.6751','0.6744','0.671','0.6677','12844415.11','8662191.3','-0.0699','-0.0363','-0.0699','0.07663'),
('2018-06-05','0.6735','0.6728','0.6694','0.6661','12844415.11','8642187.32','-0.0721','-0.0364','-0.0729','0.07666'),
('2018-06-07','0.6732','0.6725','0.6691','0.6658','12844415.11','8637843.52','-0.0725','-0.0364','-0.0732','0.07666'),
('2018-06-12','0.6672','0.6665','0.6632','0.6598','12844415.11','8561422.41','-0.0808','-0.0372','-0.0879','0.07712'),
('2018-06-14','0.6666','0.6659','0.6626','0.6592','12844415.11','8552551.8','-0.0816','-0.0373','-0.0898','0.07712'),
('2018-06-19','0.6628','0.6621','0.6588','0.6555','12844415.11','8504661.59','-0.0869','-0.0377','-0.0923','0.07729'),
('2018-06-21','0.6663','0.6656','0.6623','0.6589','12844415.11','8548741.7','-0.0821','-0.0372','-0.0912','0.07752'),
('2018-06-26','0.6675','0.6668','0.6635','0.6601','12844415.11','8565182.46','-0.0804','-0.037','-0.0907','0.07756'),
('2018-06-28','0.6717','0.671','0.6676','0.6643','12844415.11','8618863.5','-0.0746','-0.0365','-0.0871','0.07786'),
('2018-07-03','0.6864','0.6857','0.6823','0.6788','12844415.11','8807992.35','-0.0543','-0.0345','-0.0743','0.08096'),
('2018-07-05','0.6678','0.6671','0.6638','0.6604','12844415.11','8568061.65','-0.08','-0.0369','-0.0947','0.08518'),
('2018-07-10','0.6589','0.6582','0.6549','0.6516','12844415.11','8454070.68','-0.0923','-0.0381','-0.1145','0.08612'),
('2018-07-12','0.671','0.6703','0.6669','0.6636','12844415.11','8609033.08','-0.0756','-0.0364','-0.1042','0.08816'),
('2018-07-17','0.6695','0.6688','0.6655','0.6621','12844415.11','8590296.95','-0.0776','-0.0366','-0.0841','0.08818'),
('2018-07-19','0.6707','0.67','0.6667','0.6633','12844415.11','8606193.08','-0.076','-0.0364','-0.0785','0.08822'),
('2018-07-24','0.6685','0.6678','0.6645','0.6611','12844415.11','8578016.57','-0.079','-0.0366','-0.0833','0.08826'),
('2018-07-26','0.6678','0.6671','0.6638','0.6604','12844415.11','8568157.21','-0.08','-0.0367','-0.0834','0.08827'),
('2018-07-31','0.6743','0.6736','0.6702','0.6669','12844415.11','8652011.11','-0.071','-0.0358','-0.0678','0.07828'),
('2018-08-02','0.6679','0.6672','0.6639','0.6605','12844415.11','8569303.03','-0.0799','-0.0366','-0.0781','0.07851'),
('2018-08-07','0.6661','0.6654','0.6621','0.6587','12844415.11','8546321.45','-0.0823','-0.0368','-0.0828','0.0785'),
('2018-08-09','0.6554','0.6547','0.6514','0.6482','12844415.11','8409263.93','-0.0971','-0.0383','-0.0987','0.07986'),
('2018-08-14','0.6569','0.6562','0.6529','0.6496','12844415.11','8428070.12','-0.095','-0.038','-0.0958','0.08030666667'),
('2018-08-16','0.6588','0.6581','0.6548','0.6515','12844415.11','8452655.61','-0.0924','-0.0377','-0.0942','0.07998'),
('2018-08-21','0.6564','0.6557','0.6524','0.6491','12844415.11','8422371.86','-0.0957','-0.038','-0.0961','0.08'),
('2018-08-23','0.6575','0.6568','0.6535','0.6502','12844415.11','8436843.02','-0.0942','-0.0378','-0.0947','0.08004'),
('2018-08-28','0.6609','0.6602','0.6569','0.6536','12844415.11','8480253.52','-0.0895','-0.0373','-0.0871','0.08026'),
('2018-08-30','0.6663','0.6656','0.6623','0.6589','12844415.11','8549821.75','-0.0821','-0.0366','-0.0785','0.08072'),
('2018-09-04','0.6658','0.6651','0.6618','0.6584','12844415.11','8543081.41','-0.0827','-0.0366','-0.0712','0.08072'),
('2018-09-11','0.6658','0.6651','0.6618','0.6584','12844415.11','8542970.3','-0.0827','-0.0366','-0.0759','0.07957'),
('2018-09-13','0.6675','0.6668','0.6635','0.6601','12844415.11','8565217.81','-0.0804','-0.0363','-0.0692','0.07962'),
('2018-09-18','0.6687','0.668','0.6647','0.6613','12844415.11','8580319.47','-0.0787','-0.0361','-0.0659','0.07957'),
('2018-09-20','0.6704','0.6697','0.6664','0.663','12844415.11','8602055.62','-0.0764','-0.0359','-0.0639','0.07962'),
('2018-09-25','0.6708','0.6701','0.6667','0.6634','12844415.11','8606988.52','-0.0759','-0.0358','-0.0631','0.07962'),
('2018-09-27','0.6654','0.6647','0.6614','0.6581','12844415.11','8537402.98','-0.0833','-0.0365','-0.0718','0.07995'),
('2018-10-02','0.6636','0.6629','0.6596','0.6563','12844415.11','8514532.12','-0.0858','-0.0367','-0.078','0.07996'),
('2018-10-04','0.6647','0.664','0.6607','0.6574','12844415.11','8529006.49','-0.0843','-0.0365','-0.0766','0.07985'),
('2018-10-09','0.6631','0.6624','0.6591','0.6558','12844415.11','8508506.84','-0.0865','-0.0367','-0.0806','0.07986'),
('2018-10-11','0.6631','0.6624','0.6591','0.6558','12844415.11','8508779.41','-0.0865','-0.0366','-0.08','0.07942'),
('2018-10-16','0.6605','0.6598','0.6565','0.6532','12844415.11','8474447.89','-0.0901','-0.0369','-0.0789','0.07948'),
('2018-10-18','0.656','0.6553','0.652','0.6487','12844415.11','8417077.02','-0.0963','-0.0375','-0.0862','0.07958'),
('2018-10-23','0.6566','0.6559','0.6526','0.6493','12844415.11','8424168.12','-0.0954','-0.0374','-0.088','0.07958'),
('2018-10-25','0.6568','0.6561','0.6528','0.6495','12844415.11','8426726.87','-0.0952','-0.0374','-0.0846','0.0795'),
('2018-10-30','0.6521','0.6514','0.6481','0.6449','12844415.11','8367456.52','-0.1016','-0.0379','-0.0921','0.07969'),
('2018-11-01','0.6529','0.6522','0.6489','0.6457','12844415.11','8376617.06','-0.1005','-0.0378','-0.0921','0.0797'),
('2018-11-06','0.6587','0.658','0.6547','0.6514','12844415.11','8451600.87','-0.0925','-0.037','-0.0774','0.08024'),
('2018-11-08','0.6582','0.6575','0.6542','0.6509','12844415.11','8444672.15','-0.0932','-0.037','-0.078','0.07999'),
('2018-11-13','0.6541','0.6534','0.6501','0.6469','12844415.11','8392681.12','-0.0989','-0.0375','-0.0845','0.08017'),
('2018-11-15','0.6631','0.6624','0.6591','0.6558','12844415.11','8507611.22','-0.0865','-0.0363','-0.0724','0.08141'),
('2018-11-20','0.6659','0.6652','0.6619','0.6585','12844415.11','8544324.07','-0.0826','-0.0359','-0.066','0.08154'),
('2018-11-22','0.6652','0.6645','0.6612','0.6579','12844415.11','8535473.61','-0.0836','-0.036','-0.0672','0.08152'),
('2018-11-27','0.665','0.6643','0.661','0.6577','12844415.11','8532499.59','-0.0839','-0.036','-0.0665','0.08152'),
('2018-11-29','0.6589','0.6582','0.6549','0.6516','12844415.11','8453710.89','-0.0923','-0.0368','-0.0758','0.08194'),
('2018-12-04','0.6652','0.6645','0.6612','0.6579','12844415.11','8534903.29','-0.0836','-0.0359','-0.0657','0.08254'),
('2018-12-06','0.6653','0.6646','0.6613','0.658','12844415.11','8536191.16','-0.0834','-0.0359','-0.0717','0.08254'),
('2018-12-11','0.6652','0.6645','0.6612','0.6579','12844415.11','8535035.95','-0.0836','-0.0358','-0.0695','0.08223'),
('2018-12-13','0.6646','0.6639','0.6606','0.6573','12844415.11','8527765.31','-0.0844','-0.0359','-0.0703','0.08221'),
('2018-12-18','0.6573','0.6566','0.6533','0.65','12844415.11','8433830.45','-0.0945','-0.0368','-0.0814','0.08324'),
('2018-12-20','0.6563','0.6556','0.6523','0.649','12844415.11','8420957','-0.0958','-0.0369','-0.0872','0.08323'),
('2018-12-27','0.6572','0.6565','0.6532','0.6499','12844415.11','8432554.56','-0.0946','-0.0367','-0.0887','0.08308'),
('2019-01-03','0.654','0.6533','0.65','0.6468','12844415.11','8391530.9','-0.0046','-0.0371','-0.1001','0.08314'),
('2019-01-08','0.6588','0.6581','0.6548','0.6515','12844415.11','8453371.04','0.0027','-0.0364','-0.094','0.08352'),
('2019-01-10','0.6596','0.6589','0.6556','0.6523','12844415.11','8463149.39','0.004','-0.0363','-0.0937','0.08353'),
('2019-01-15','0.6638','0.6631','0.6598','0.6565','12844415.11','8517158.32','0.0104','-0.0357','-0.0807','0.08383'),
('2019-01-17','0.664','0.6633','0.66','0.6567','12844415.11','8520296.38','0.0107','-0.0357','-0.084','0.08355'),
('2019-01-22','0.662','0.6613','0.658','0.6547','12844415.11','8493521.83','0.0076','-0.0359','-0.0842','0.08344'),
('2019-01-24','0.6618','0.6611','0.6578','0.6545','12844415.11','8490880.05','0.0073','-0.0359','-0.0847','0.08342'),
('2019-01-29','0.6606','0.6599','0.6566','0.6533','12844415.11','8475878.22','0.0055','-0.036','-0.0855','0.08342'),
('2019-01-31','0.6636','0.6629','0.6596','0.6563','12844415.11','8514789.24','0.0101','-0.0356','-0.079','0.08359'),
('2019-02-05','0.6617','0.661','0.6577','0.6544','12844415.11','8490466.41','0.0072','-0.0358','-0.0876','0.0836'),
('2019-02-07','0.6645','0.6638','0.6605','0.6572','12844415.11','8526385.07','0.0114','-0.0354','-0.0858','0.08343'),
('2019-02-12','0.6657','0.665','0.6617','0.6584','12844415.11','8541723.82','0.0133','-0.0352','-0.081','0.08342'),
('2019-02-14','0.6663','0.6656','0.6623','0.6589','12844415.11','8548736.42','0.0142','-0.0351','-0.0784','0.0834'),
('2019-02-19','0.668','0.6673','0.664','0.6606','12844415.11','8571617.29','0.0168','-0.0349','-0.0763','0.08345'),
('2019-02-21','0.6653','0.6646','0.6613','0.658','12844415.11','8536419.37','0.0126','-0.0352','-0.0969','0.08351'),
('2019-02-26','0.6646','0.6639','0.6606','0.6573','12844415.11','8527675.55','0.0116','-0.0353','-0.0825','0.08123'),
('2019-02-28','0.667','0.6663','0.663','0.6596','12844415.11','8558352.96','0.0152','-0.0349','-0.0978','0.07983'),
('2019-03-05','0.6674','0.6667','0.6634','0.66','12844415.11','8563318.83','0.0158','-0.0348','-0.086','0.07696'),
('2019-03-07','0.6669','0.6662','0.6629','0.6595','12844415.11','8556679.57','0.0151','-0.0349','-0.0816','0.07613'),
('2019-03-12','0.6645','0.6638','0.6605','0.6572','12844415.11','8525840.73','0.0114','-0.0352','-0.0666','0.07604'),
('2019-03-14','0.664','0.6633','0.66','0.6567','12844415.11','8519500.92','0.0107','-0.0352','-0.0685','0.07372'),
('2019-03-19','0.6633','0.6626','0.6593','0.656','12844415.11','8511218.83','0.0096','-0.0353','-0.0649','0.0737'),
('2019-03-21','0.6638','0.6631','0.6598','0.6565','12844415.11','8517755.17','0.0104','-0.0352','-0.0572','0.07359'),
('2019-03-26','0.6656','0.6649','0.6616','0.6583','12844415.11','8540194.71','0.0131','-0.0349','-0.0557','0.07334'),
('2019-03-28','0.666','0.6653','0.662','0.6586','12844415.11','8545047.96','0.0137','-0.0348','-0.0525','0.07333'),
('2019-04-02','0.6715','0.6708','0.6674','0.6641','12844415.11','8615611.31','0.0221','-0.0341','-0.0434','0.07381'),
('2019-04-04','0.6712','0.6705','0.6671','0.6638','12844415.11','8611713.04','0.0216','-0.0341','-0.0376','0.0738'),
('2019-04-09','0.666','0.6653','0.662','0.6586','12844415.11','8544870.46','0.0137','-0.0347','-0.047','0.07392'),
('2019-04-11','0.665','0.6643','0.661','0.6577','12844415.11','8533096.72','0.0122','-0.0348','-0.0632','0.07389'),
('2019-04-16','0.664','0.6633','0.66','0.6567','12844415.11','8519679.72','0.0107','-0.0349','-0.0457','0.07211'),
('2019-04-18','0.664','0.6633','0.66','0.6567','12844415.11','8519634.03','0.0107','-0.0349','-0.0373','0.06921'),
('2019-04-23','0.6638','0.6631','0.6598','0.6565','12844415.11','8517040.34','0.0104','-0.0349','-0.0398','0.06871'),
('2019-04-25','0.6632','0.6625','0.6592','0.6559','12844415.11','8508904.69','0.0094','-0.035','-0.0122','0.06867'),
('2019-04-30','0.6642','0.6635','0.6602','0.6569','12844415.11','8522826.83','0.011','-0.0348','-0.0244','0.06265'),
('2019-05-02','0.6597','0.659','0.6557','0.6524','12844415.11','8464208.68','0.0041','-0.0353','-0.031','0.06301'),
('2019-05-07','0.664','0.6633','0.66','0.6567','12844415.11','8519882.17','0.0107','-0.0348','-0.0192','0.06179'),
('2019-05-09','0.664','0.6633','0.66','0.6567','12844415.11','8519761.84','0.0107','-0.0347','-0.0231','0.06125'),
('2019-05-14','0.6646','0.6639','0.6606','0.6573','12844415.11','8527636.89','0.0116','-0.0346','-0.0228','0.06112'),
('2019-05-16','0.6656','0.6649','0.6616','0.6583','12844415.11','8539964.15','0.0131','-0.0345','-0.0183','0.06114'),
('2019-05-21','0.6632','0.6625','0.6592','0.6559','12844415.11','8509911.86','0.0094','-0.0348','-0.0223','0.06116'),
('2019-05-23','0.6646','0.6639','0.6606','0.6573','12844415.11','8528009.69','0.0116','-0.0346','-0.0132','0.0612'),
('2019-05-28','0.6639','0.6632','0.6599','0.6566','12844415.11','8518758.64','0.0105','-0.0346','-0.0143','0.06122'),
('2019-05-30','0.6639','0.6632','0.6599','0.6566','12844415.11','8518783.48','0.0105','-0.0346','-0.0166','0.06053'),
('2019-06-04','0.6636','0.6629','0.6596','0.6563','12844415.11','8514134.93','0.0101','-0.0346','-0.0147','0.06048'),
('2019-06-06','0.6636','0.6629','0.6596','0.6563','12844415.11','8514252.74','0.0101','-0.0346','-0.0143','0.06014'),
('2019-06-11','0.6633','0.6626','0.6593','0.656','12844415.11','8511088.46','0.0096','-0.0346','-0.0059','0.06014'),
('2019-06-13','0.6643','0.6636','0.6603','0.657','12844415.11','8523001.8','0.0111','-0.0344','-0.0035','0.05954'),
('2019-06-18','0.6633','0.6626','0.6593','0.656','12844415.11','8510432.99','0.0096','-0.0345','0.0008','0.05923'),
('2019-06-20','0.6655','0.6648','0.6615','0.6582','12844415.11','8539012.76','0.013','-0.0342','-0.0012','0.05938'),
('2019-06-25','0.663','0.6623','0.659','0.6557','12844415.11','8507024.68','0.0091','-0.0345','-0.0067','0.05927'),
('2019-06-27','0.6629','0.6622','0.6589','0.6556','12844415.11','8506136.46','0.009','-0.0345','-0.0131','0.05924'),
('2019-07-02','0.6638','0.6631','0.6598','0.6565','12844415.11','8517428','0.0104','-0.0343','-0.033','0.05894'),
('2019-07-04','0.6658','0.6651','0.6618','0.6584','12844415.11','8543239.75','0.0134','-0.0341','-0.003','0.05499'),
('2019-07-09','0.6643','0.6636','0.6603','0.657','12844415.11','8523109.14','0.0111','-0.0342','0.0082','0.0484'),
('2019-07-11','0.6642','0.6635','0.6602','0.6569','12844415.11','8522251.96','0.011','-0.0342','-0.0101','0.04663'),
('2019-07-16','0.6673','0.6666','0.6633','0.6599','12844415.11','8561690.38','0.0157','-0.0338','-0.0033','0.04333'),
('2019-07-18','0.6672','0.6665','0.6632','0.6598','12844415.11','8561243.58','0.0155','-0.0338','-0.0052','0.04328'),
('2019-07-23','0.6684','0.6677','0.6644','0.661','12844415.11','8576509.9','0.0174','-0.0336','-0.0001','0.04328'),
('2019-07-25','0.6681','0.6674','0.6641','0.6607','12844415.11','8572025.22','0.0169','-0.0336','0.0004','0.04316'),
('2019-07-30','0.6645','0.6638','0.6605','0.6572','12844415.11','8526719.88','0.0114','-0.034','-0.0145','0.04326'),
('2019-08-01','0.6633','0.6626','0.6593','0.656','12844415.11','8510540.88','0.0096','-0.0342','-0.0069','0.04244'),
('2019-08-06','0.6596','0.6589','0.6556','0.6523','12844415.11','8462794.17','0.004','-0.0346','-0.0098','0.04179'),
('2019-08-08','0.6588','0.6581','0.6548','0.6515','12844415.11','8453389.24','0.0027','-0.0347','0.0052','0.04172'),
('2019-08-13','0.6739','0.6732','0.6698','0.6665','12844415.11','8646733.08','0.0258','-0.0328','0.0259','0.04457'),
('2019-08-15','0.6793','0.6786','0.6752','0.6718','12844415.11','8716263.21','0.034','-0.0321','0.0312','0.04515'),
('2019-08-20','0.6779','0.6772','0.6738','0.6704','12844415.11','8698772.99','0.0318','-0.0323','0.0328','0.04514'),
('2019-08-22','0.6785','0.6778','0.6744','0.671','12844415.11','8705675.57','0.0328','-0.0322','0.032','0.04498'),
('2019-08-27','0.6784','0.6777','0.6743','0.6709','12844415.11','8704099.43','0.0326','-0.0321','0.0265','0.04497'),
('2019-08-29','0.6746','0.6739','0.6705','0.6672','12844415.11','8655664.29','0.0268','-0.0326','0.0125','0.04507'),
('2019-09-03','0.6752','0.6745','0.6711','0.6678','12844415.11','8663114.29','0.0277','-0.0325','0.0141','0.0444'),
('2019-09-05','0.674','0.6733','0.6699','0.6666','12844415.11','8648297.08','0.0259','-0.0326','0.0123','0.04444'),
('2019-09-10','0.6733','0.6726','0.6692','0.6659','12844415.11','8638918.09','0.0248','-0.0326','0.0113','0.04446'),
('2019-09-12','0.673','0.6723','0.6689','0.6656','12844415.11','8634855.46','0.0244','-0.0327','0.0082','0.04469'),
('2019-09-17','0.6724','0.6717','0.6683','0.665','12844415.11','8627282.56','0.0235','-0.0327','0.0055','0.04464'),
('2019-09-19','0.6709','0.6702','0.6668','0.6635','12844415.11','8608868.77','0.0212','-0.0329','0.0007','0.04466'),
('2019-09-24','0.6716','0.6709','0.6675','0.6642','12844415.11','8617147.99','0.0222','-0.0328','0.0012','0.04461'),
('2019-09-26','0.671','0.6703','0.6669','0.6636','12844415.11','8609269.83','0.0213','-0.0328','0.0084','0.04461'),
('2019-10-01','0.6732','0.6725','0.6691','0.6658','12844415.11','8637870.73','0.0247','-0.0325','0.0145','0.04401'),
('2019-10-03','0.6735','0.6728','0.6694','0.6661','12844415.11','8641200.81','0.0251','-0.0325','0.0133','0.04393'),
('2019-10-08','0.6717','0.671','0.6676','0.6643','12844415.11','8618729.62','0.0224','-0.0326','0.013','0.04399'),
('2019-10-10','0.6712','0.6705','0.6671','0.6638','12844415.11','8612332.88','0.0216','-0.0327','0.0122','0.04393'),
('2019-10-15','0.6712','0.6705','0.6671','0.6638','12844415.11','8612460.68','0.0216','-0.0326','0.0162','0.04393'),
('2019-10-17','0.6711','0.6704','0.667','0.6637','12844415.11','8611082.48','0.0215','-0.0326','0.023','0.04375'),
('2019-10-22','0.671','0.6703','0.6669','0.6636','12844415.11','8609847.82','0.0213','-0.0326','0.022','0.04321'),
('2019-10-24','0.6736','0.6729','0.6695','0.6662','12844415.11','8642380.57','0.0253','-0.0323','0.0256','0.04335'),
('2019-10-29','0.6707','0.67','0.6667','0.6633','12844415.11','8605296.27','0.0209','-0.0326','0.0286','0.04358'),
('2019-10-31','0.6709','0.6702','0.6668','0.6635','12844415.11','8608908.93','0.0212','-0.0326','0.0276','0.04297'),
('2019-11-05','0.6682','0.6675','0.6642','0.6608','12918941.86','8623133.49','0.0171','-0.0329','0.0144','0.04316'),
('2019-11-07','0.6669','0.6662','0.6629','0.6595','12918941.86','8607039.32','0.0151','-0.033','0.0132','0.04237'),
('2019-11-12','0.6679','0.6672','0.6639','0.6605','12978920.87','8659969.5','0.0166','-0.0328','0.0211','0.04238'),
('2019-11-14','0.6697','0.669','0.6657','0.6623','12978920.87','8682999.26','0.0194','-0.0326','0.01','0.04199'),
('2019-11-19','0.6684','0.6677','0.6644','0.661','12978920.87','8665841.99','0.0174','-0.0327','0.0038','0.03988'),
('2019-11-21','0.6712','0.6705','0.6671','0.6638','12978920.87','8702493.56','0.0216','-0.0324','0.009','0.03988'),
('2019-11-26','0.6708','0.6701','0.6667','0.6634','12978920.87','8697472.55','0.021','-0.0324','0.0087','0.03987'),
('2019-11-28','0.677','0.6763','0.6729','0.6695','13068366.31','8838709.97','0.0305','-0.0316','0.0275','0.04085'),
('2019-12-03','0.6768','0.6761','0.6727','0.6693','13068366.31','8835439.48','0.0302','-0.0316','0.0175','0.03981'),
('2019-12-05','0.6663','0.6656','0.6623','0.6589','13068366.31','8698199.89','0.0142','-0.0329','0.0015','0.04164'),
('2019-12-10','0.666','0.6653','0.662','0.6586','13068366.31','8694083.34','0.0137','-0.0329','0.0012','0.04164'),
('2019-12-12','0.666','0.6653','0.662','0.6586','13068366.31','8693966.95','0.0137','-0.0328','0.0021','0.04143'),
('2019-12-17','0.6655','0.6648','0.6615','0.6582','13068366.31','8687557.64','0.013','-0.0329','0.0125','0.04143'),
('2019-12-19','0.6654','0.6647','0.6614','0.6581','13068366.31','8687146.32','0.0128','-0.0329','0.0139','0.04001'),
('2019-12-31','0.6631','0.6624','0.6591','0.6558','13068366.31','8657014.43','0.0093','-0.0331','0.0093','0.0401'),
('2020-01-02','0.6633','0.6626','0.6593','0.656','13068366.31','8658468.22','0.0003','-0.033','0.0142','0.0401'),
('2020-01-07','0.6633','0.6626','0.6593','0.656','13068366.31','8659559.61','0.0003','-0.033','0.0068','0.03963'),
('2020-01-09','0.6635','0.6628','0.6595','0.6562','13068366.31','8661479.83','0.0006','-0.0329','0.0059','0.03901'),
('2020-01-14','0.6636','0.6629','0.6596','0.6563','13068366.31','8662931.57','0.0008','-0.0329','-0.0003','0.039'),
('2020-01-16','0.665','0.6643','0.661','0.6577','13068366.31','8681727.22','0.0029','-0.0327','0.0015','0.03857'),
('2020-01-21','0.6643','0.6636','0.6603','0.657','13068366.31','8671712.46','0.0018','-0.0328','0.0035','0.03858'),
('2020-01-23','0.6627','0.662','0.6587','0.6554','13068366.31','8651234.54','-0.0006','-0.0329','0.0014','0.03854'),
('2020-01-28','0.6624','0.6617','0.6584','0.6551','13068366.31','8647058.16','-0.0011','-0.0329','0.0027','0.03854'),
('2020-01-30','0.6632','0.6625','0.6592','0.6559','13068366.31','8658405.87','0.0002','-0.0328','-0.0006','0.03852'),
('2020-02-04','0.6655','0.6648','0.6615','0.6582','13068366.31','8687513.39','0.0036','-0.0325','0.0057','0.03841'),
('2020-02-06','0.6692','0.6685','0.6652','0.6618','13068366.31','8736113.9','0.0092','-0.0321','0.0071','0.03867'),
('2020-02-11','0.6644','0.6637','0.6604','0.6571','13068366.31','8672826.18','0.002','-0.0326','-0.002','0.03909'),
('2020-02-13','0.667','0.6663','0.663','0.6596','13068366.31','8707580.21','0.0059','-0.0323','0.0011','0.03924'),
('2020-02-18','0.6672','0.6665','0.6632','0.6598','13068366.31','8710423.13','0.0062','-0.0322','-0.0012','0.03923'),
('2020-02-20','0.6656','0.6649','0.6616','0.6583','13068366.31','8689487.64','0.0038','-0.0324','0.0005','0.03922'),
('2020-02-25','0.667','0.6663','0.663','0.6596','13068366.31','8707728.52','0.0059','-0.0322','0.0036','0.03907'),
('2020-02-27','0.6648','0.6641','0.6608','0.6575','13068366.31','8678051.44','0.0026','-0.0324','-0.0033','0.03919'),
('2020-03-05','0.6563','0.6556','0.6523','0.649','13068366.31','8568175.13','-0.0103','-0.0334','-0.0159','0.0409'),
('2020-03-10','0.6555','0.6548','0.6515','0.6483','13068366.31','8557047.9','-0.0115','-0.0334','-0.0136','0.04091'),
('2020-03-12','0.6505','0.6499','0.6467','0.6434','13068366.31','8493540.54','-0.0189','-0.034','-0.0202','0.04138'),
('2020-03-17','0.6511','0.6504','0.6471','0.6439','13068366.31','8499863.77','-0.0181','-0.0339','-0.0184','0.04139'),
('2020-03-19','0.6499','0.6493','0.6461','0.6428','13068366.31','8485204.55','-0.0198','-0.034','-0.0208','0.0414'),
('2020-03-24','0.6477','0.6471','0.6439','0.6406','13068366.31','8456427.19','-0.0231','-0.0343','-0.0268','0.04151'),
('2020-03-26','0.6481','0.6475','0.6443','0.641','13068366.31','8461482.4','-0.0225','-0.0342','-0.0268','0.04142'),
('2020-03-31','0.6489','0.6483','0.6451','0.6418','13068366.31','8472681.15','-0.0213','-0.0341','-0.0335','0.04143'),
('2020-04-02','0.6497','0.6491','0.6459','0.6426','13068366.31','8482709.64','-0.0201','-0.034','-0.0319','0.04063'),
('2020-04-07','0.65','0.6494','0.6462','0.6429','13068366.31','8487034.24','-0.0196','-0.0339','-0.0239','0.04064'),
('2020-04-09','0.6501','0.6495','0.6463','0.643','13068366.31','8487842.43','-0.0195','-0.0339','-0.0223','0.03999'),
('2020-04-14','0.6502','0.6496','0.6464','0.6431','13068366.31','8489569.83','-0.0193','-0.0338','-0.0207','0.03997'),
('2020-04-16','0.6496','0.649','0.6458','0.6425','13068366.31','8480934.33','-0.0202','-0.0339','-0.0216','0.03996'),
('2020-04-21','0.6493','0.6487','0.6455','0.6422','13068366.31','8476837.01','-0.0207','-0.0339','-0.0217','0.04017'),
('2020-04-23','0.6478','0.6472','0.644','0.6407','13068366.31','8458029.88','-0.0229','-0.034','-0.0231','0.04022'),
('2020-04-28','0.6483','0.6477','0.6445','0.6412','13068366.31','8464174.78','-0.0222','-0.0339','-0.0238','0.04023'),
('2020-04-30','0.6534','0.6527','0.6494','0.6462','13068366.31','8530315.63','-0.0146','-0.0333','-0.0096','0.04092'),
('2020-05-05','0.6529','0.6522','0.6489','0.6457','13068366.31','8523442.23','-0.0154','-0.0334','-0.0167','0.04041'),
('2020-05-07','0.6511','0.6504','0.6471','0.6439','13068366.31','8500195.61','-0.0181','-0.0335','-0.0194','0.03997'),
('2020-05-12','0.651','0.6503','0.647','0.6438','13068366.31','8498573.81','-0.0183','-0.0335','-0.0205','0.04018'),
('2020-05-14','0.6517','0.651','0.6477','0.6445','13068366.31','8508016.69','-0.0172','-0.0334','-0.0209','0.04018'),
('2020-05-19','0.6518','0.6511','0.6478','0.6446','13068366.31','8508675.69','-0.0171','-0.0334','-0.0172','0.04015'),
('2020-05-21','0.6518','0.6511','0.6478','0.6446','13068366.31','8509127.73','-0.0171','-0.0334','-0.0193','0.0398'),
('2020-05-26','0.6526','0.6519','0.6486','0.6454','13068366.31','8518850.66','-0.0159','-0.0332','-0.017','0.03976'),
('2020-05-28','0.6525','0.6518','0.6485','0.6453','13068366.31','8518047.92','-0.016','-0.0332','-0.0172','0.03976'),
('2020-06-02','0.6514','0.6507','0.6474','0.6442','13068366.31','8504145.9','-0.0177','-0.0333','-0.0184','0.03999'),
('2020-06-04','0.6541','0.6534','0.6501','0.6469','13068366.31','8538778.98','-0.0136','-0.033','-0.0143','0.04021'),
('2020-06-09','0.6549','0.6542','0.6509','0.6477','13068366.31','8549166.98','-0.0124','-0.0329','-0.0127','0.04044'),
('2020-06-11','0.6553','0.6546','0.6513','0.6481','13068366.31','8553918.6','-0.0118','-0.0328','-0.0136','0.04044'),
('2020-06-16','0.655','0.6543','0.651','0.6478','13068366.31','8551011.59','-0.0122','-0.0328','-0.0125','0.04041'),
('2020-06-18','0.6572','0.6565','0.6532','0.6499','13068366.31','8578876.61','-0.0089','-0.0325','-0.0125','0.04053'),
('2020-06-23','0.6577','0.657','0.6537','0.6504','13068366.31','8586462.74','-0.0082','-0.0324','-0.008','0.0404'),
('2020-06-25','0.6572','0.6565','0.6532','0.6499','13068366.31','8578964.91','-0.0089','-0.0325','-0.0086','0.04025'),
('2020-06-30','0.6575','0.6568','0.6535','0.6502','13068366.31','8583082.42','-0.0085','-0.0324','-0.0095','0.04025'),
('2020-07-02','0.662','0.6613','0.658','0.6547','13068366.31','8642306.95','-0.0017','-0.0319','-0.0057','0.04079'),
('2020-07-07','0.6619','0.6612','0.6579','0.6546','13068366.31','8641228.32','-0.0018','-0.0319','-0.0036','0.04068'),
('2020-07-09','0.6623','0.6616','0.6583','0.655','13068366.31','8645652.32','-0.0012','-0.0318','-0.0029','0.04063'),
('2020-07-14','0.6635','0.6628','0.6595','0.6562','13068366.31','8661775.58','0.0006','-0.0316','-0.0057','0.04067'),
('2020-07-16','0.6629','0.6622','0.6589','0.6556','13068366.31','8653381.1','-0.0003','-0.0317','-0.0065','0.04041'),
('2020-07-21','0.6614','0.6607','0.6574','0.6541','13068366.31','8634336.04','-0.0026','-0.0318','-0.0105','0.04047'),
('2020-07-23','0.6603','0.6596','0.6563','0.653','13068366.31','8620130.01','-0.0042','-0.0319','-0.0117','0.04046'),
('2020-07-28','0.6511','0.6504','0.6471','0.6439','13068366.31','8500068.01','-0.0181','-0.033','-0.0202','0.04265'),
('2020-07-30','0.6524','0.6517','0.6484','0.6452','13068366.31','8516604.05','-0.0162','-0.0328','-0.0165','0.0424'),
('2020-08-04','0.6529','0.6522','0.6489','0.6457','13068366.31','8523723.16','-0.0154','-0.0327','-0.0102','0.04238'),
('2020-08-06','0.652','0.6513','0.648','0.6448','13068366.31','8511392.06','-0.0168','-0.0328','-0.0103','0.04206'),
('2020-08-11','0.6508','0.6501','0.6468','0.6436','13068366.31','8495615.19','-0.0186','-0.0329','-0.0343','0.04208'),
('2020-08-13','0.6519','0.6512','0.6479','0.6447','13068366.31','8510646.44','-0.0169','-0.0328','-0.0404','0.03548'),
('2020-08-18','0.6516','0.6509','0.6476','0.6444','13049511.95','8493380.11','-0.0174','-0.0328','-0.0388','0.03451'),
('2020-08-20','0.6518','0.6511','0.6478','0.6446','13049511.95','8496998.02','-0.0171','-0.0327','-0.0394','0.03448'),
('2020-08-25','0.652','0.6513','0.648','0.6448','13049511.95','8499743.89','-0.0168','-0.0327','-0.039','0.03447'),
('2020-08-27','0.6525','0.6518','0.6485','0.6453','13049511.95','8506244.19','-0.016','-0.0326','-0.0328','0.03448'),
('2020-09-01','0.6504','0.6498','0.6466','0.6433','13049511.95','8480157.84','-0.019','-0.0328','-0.0366','0.0342'),
('2020-09-03','0.6488','0.6482','0.645','0.6417','13049511.95','8458536.44','-0.0214','-0.033','-0.0373','0.03424'),
('2020-09-08','0.6493','0.6487','0.6455','0.6422','13049511.95','8465760.26','-0.0207','-0.0329','-0.0355','0.03423'),
('2020-09-10','0.6501','0.6495','0.6463','0.643','13049511.95','8475884.8','-0.0195','-0.0328','-0.0339','0.03426'),
('2020-09-15','0.6511','0.6504','0.6471','0.6439','13049511.95','8487792.48','-0.0181','-0.0326','-0.0317','0.0343'),
('2020-09-17','0.6496','0.649','0.6458','0.6425','13049511.95','8468969.16','-0.0202','-0.0328','-0.0316','0.03434'),
('2020-09-24','0.6501','0.6495','0.6463','0.643','13049511.95','8475533.31','-0.0195','-0.0327','-0.031','0.03427'),
('2020-09-29','0.6517','0.651','0.6477','0.6445','13049511.95','8494758.22','-0.0172','-0.0325','-0.032','0.03436'),
('2020-10-01','0.6502','0.6496','0.6464','0.6431','13049511.95','8476988.11','-0.0193','-0.0326','-0.0345','0.03423'),
('2020-10-06','0.6507','0.65','0.6468','0.6435','13049511.95','8482653.1','-0.0187','-0.0325','-0.0313','0.03424'),
('2020-10-08','0.6519','0.6512','0.6479','0.6447','13049511.95','8498160.3','-0.0169','-0.0324','-0.0288','0.03422'),
('2020-10-13','0.6521','0.6514','0.6481','0.6449','13049511.95','8500060.08','-0.0166','-0.0323','-0.0285','0.03422'),
('2020-10-15','0.6532','0.6525','0.6492','0.646','13049511.95','8515425.11','-0.0149','-0.0322','-0.0267','0.03445'),
('2020-10-20','0.6531','0.6524','0.6491','0.6459','13049511.95','8512974.01','-0.0151','-0.0322','-0.0267','0.03445'),
('2020-10-22','0.6555','0.6548','0.6515','0.6483','13049511.95','8544996.38','-0.0115','-0.0319','-0.0269','0.03467'),
('2020-10-27','0.6552','0.6545','0.6512','0.648','13049511.95','8540442.06','-0.0119','-0.0319','-0.0231','0.03443'),
('2020-10-29','0.6544','0.6537','0.6504','0.6472','13049511.95','8530250.87','-0.0131','-0.032','-0.0246','0.03421'),
('2020-11-03','0.654','0.6533','0.65','0.6468','13049511.95','8524936.9','-0.0137','-0.032','-0.0213','0.03421'),
('2020-11-05','0.6551','0.6544','0.6511','0.6479','13049511.95','8540103.18','-0.0121','-0.0318','-0.0177','0.03405'),
('2020-11-10','0.6562','0.6555','0.6522','0.6489','13049511.95','8553368.58','-0.0104','-0.0317','-0.0175','0.03406'),
('2020-11-12','0.6557','0.655','0.6517','0.6485','13049511.95','8548069.7','-0.0112','-0.0317','-0.0209','0.03402'),
('2020-11-17','0.6619','0.6612','0.6579','0.6546','13049511.95','8628008.06','-0.0018','-0.031','-0.0097','0.03521'),
('2020-11-19','0.6612','0.6605','0.6572','0.6539','13049511.95','8619495.05','-0.0029','-0.0311','-0.0149','0.03517'),
('2020-11-24','0.6651','0.6644','0.6611','0.6578','13049511.95','8670516.41','0.003','-0.0306','-0.0085','0.03541'),
('2020-11-26','0.6657','0.665','0.6617','0.6584','13049511.95','8678074.56','0.0039','-0.0305','-0.0167','0.03542'),
('2020-12-01','0.6739','0.6732','0.6698','0.6665','13049511.95','8784579.7','0.0163','-0.0296','-0.0043','0.03633'),
('2020-12-03','0.6825','0.6818','0.6784','0.675','13049511.95','8896794.52','0.0293','-0.0286','0.0243','0.03843'),
('2020-12-08','0.6799','0.6792','0.6758','0.6724','13049511.95','8862822.5','0.0254','-0.0289','0.0209','0.03541'),
('2020-12-10','0.677','0.6763','0.6729','0.6695','13049511.95','8825975.53','0.021','-0.0292','0.0165','0.03568'),
('2020-12-15','0.6726','0.6719','0.6685','0.6652','13049511.95','8767602.85','0.0143','-0.0296','0.0107','0.03645'),
('2020-12-17','0.6787','0.678','0.6746','0.6712','13049511.95','8848114.69','0.0236','-0.029','0.02','0.0375'),
('2020-12-22','0.6809','0.6802','0.6768','0.6734','13049511.95','8876763.41','0.0269','-0.0287','0.0269','0.03762'),
('2020-12-29','0.6819','0.6812','0.6778','0.6744','13049511.95','8888961.92','0.0284','-0.0286','0.0284','0.03764'),
('2020-12-31','0.683','0.6823','0.6789','0.6755','13049511.95','8903097.17','0.03','-0.0284','0.0297','0.03748'),
('2021-01-05','0.6829','0.6822','0.6788','0.6754','13049511.95','8902353.6','-0.0001','-0.0284','0.0296','0.03749'),
('2021-01-07','0.6848','0.6841','0.6807','0.6773','13049511.95','8927736.07','0.0026','-0.0282','0.0321','0.03775'),
('2021-01-12','0.6835','0.6828','0.6794','0.676','13049511.95','8910757.53','0.0007','-0.0283','0.03','0.03782'),
('2021-01-14','0.6826','0.6819','0.6785','0.6751','13049511.95','8898086.22','-0.0006','-0.0284','0.0265','0.03785'),
('2021-01-19','0.6799','0.6792','0.6758','0.6724','13049511.95','8863822.46','-0.0045','-0.0286','0.0235','0.03804'),
('2021-01-21','0.6826','0.6819','0.6785','0.6751','13049511.95','8897884.21','-0.0006','-0.0283','0.0301','0.03819'),
('2021-01-26','0.6802','0.6795','0.6761','0.6727','13049511.95','8867346.75','-0.0041','-0.0286','0.0269','0.03829'),
('2021-01-28','0.6838','0.6831','0.6797','0.6763','13049511.95','8914268.88','0.0012','-0.0282','0.0311','0.0386'),
('2021-02-02','0.6839','0.6832','0.6798','0.6764','13049511.95','8915230.56','0.0013','-0.0281','0.0277','0.03859'),
('2021-02-04','0.686','0.6853','0.6819','0.6784','13049511.95','8943085.35','0.0044','-0.0279','0.0251','0.03856'),
('2021-02-09','0.6859','0.6852','0.6818','0.6783','13049511.95','8941993.29','0.0043','-0.0279','0.0324','0.0382'),
('2021-02-11','0.686','0.6853','0.6819','0.6784','13049511.95','8943027.32','0.0044','-0.0279','0.0285','0.03748'),
('2021-02-16','0.6855','0.6848','0.6814','0.678','13049511.95','8936834.23','0.0037','-0.0279','0.0275','0.03732'),
('2021-02-18','0.6826','0.6819','0.6785','0.6751','13049511.95','8898980.74','-0.0006','-0.0282','0.0256','0.03758'),
('2021-02-23','0.6839','0.6832','0.6798','0.6764','13049511.95','8914976.83','0.0013','-0.028','0.0254','0.03753'),
('2021-02-25','0.6844','0.6837','0.6803','0.6769','13049511.95','8921323.27','0.0021','-0.028','0.0295','0.03748'),
('2021-03-02','0.6849','0.6842','0.6808','0.6774','13049511.95','8928631.99','0.0028','-0.0279','0.0436','0.03732'),
('2021-03-04','0.6812','0.6805','0.6771','0.6737','13049511.95','8880806.77','-0.0026','-0.0283','0.038','0.03774'),
('2021-03-09','0.6807','0.68','0.6766','0.6732','13049511.95','8873634.99','-0.0034','-0.0283','0.0385','0.03544'),
('2021-03-11','0.6793','0.6786','0.6752','0.6718','13049511.95','8855726.7','-0.0054','-0.0284','0.0442','0.03548'),
('2021-03-16','0.6806','0.6799','0.6765','0.6731','13049511.95','8872045.61','-0.0035','-0.0283','0.0454','0.03464'),
('2021-03-18','0.6806','0.6799','0.6765','0.6731','13049511.95','8872944.02','-0.0035','-0.0282','0.0471','0.03447'),
('2021-03-23','0.6793','0.6786','0.6752','0.6718','13049511.95','8854996.3','-0.0054','-0.0283','0.0487','0.03448'),
('2021-03-25','0.6823','0.6816','0.6782','0.6748','13049511.95','8894319.09','-0.001','-0.028','0.0527','0.03449'),
('2021-03-30','0.6827','0.682','0.6786','0.6752','13049511.95','8899898.86','-0.0004','-0.0279','0.052','0.03449'),
('2021-04-01','0.6835','0.6828','0.6794','0.676','13049511.95','8909639.05','0.0007','-0.0279','0.0519','0.03449'),
('2021-04-06','0.6839','0.6832','0.6798','0.6764','13049511.95','8914807.15','0.0013','-0.0278','0.052','0.03448'),
('2021-04-08','0.6827','0.682','0.6786','0.6752','13049511.95','8899430.91','-0.0004','-0.0279','0.05','0.03456'),
('2021-04-13','0.6812','0.6805','0.6771','0.6737','13049511.95','8879803.78','-0.0026','-0.028','0.0476','0.03465'),
('2021-04-15','0.6828','0.6821','0.6787','0.6753','13049511.95','8900639.57','-0.0003','-0.0278','0.051','0.0347'),
('2021-04-20','0.6813','0.6806','0.6772','0.6738','13049511.95','8881322.23','-0.0025','-0.028','0.0492','0.03478'),
('2021-04-22','0.6818','0.6811','0.6777','0.6743','13049511.95','8888112.78','-0.0018','-0.0279','0.0524','0.03477'),
('2021-04-27','0.6802','0.6795','0.6761','0.6727','13049511.95','8866510.44','-0.0041','-0.0281','0.0491','0.03477'),
('2021-04-29','0.6828','0.6821','0.6787','0.6753','13049511.95','8901209.98','-0.0003','-0.0278','0.045','0.03492'),
('2021-05-11','0.6841','0.6834','0.68','0.6766','13049511.95','8917509.63','0.0016','-0.0276','0.0509','0.03405'),
('2021-05-13','0.679','0.6783','0.6749','0.6715','13049511.95','8851204.02','-0.0059','-0.0281','0.0419','0.03493'),
('2021-05-18','0.6827','0.682','0.6786','0.6752','13049511.95','8900021.57','-0.0004','-0.0277','0.0475','0.03528'),
('2021-05-20','0.6821','0.6814','0.678','0.6746','13049511.95','8892106.47','-0.0013','-0.0277','0.0465','0.0353'),
('2021-05-25','0.6783','0.6776','0.6742','0.6708','13049511.95','8841776.57','-0.0069','-0.0281','0.0394','0.03597'),
('2021-05-27','0.6774','0.6767','0.6733','0.6699','13049511.95','8830425.9','-0.0082','-0.0282','0.0382','0.036'),
('2021-06-01','0.6806','0.6799','0.6765','0.6731','13049511.95','8873011.23','-0.0035','-0.0278','0.0449','0.03628'),
('2021-06-03','0.6825','0.6818','0.6784','0.675','13049511.95','8896634.96','-0.0007','-0.0276','0.0435','0.03629'),
('2021-06-08','0.6818','0.6811','0.6777','0.6743','13049511.95','8888404.25','-0.0018','-0.0277','0.0411','0.03614'),
('2021-06-10','0.6791','0.6784','0.675','0.6716','13049511.95','8853056.37','-0.0057','-0.0279','0.0364','0.03638'),
('2021-06-15','0.6957','0.695','0.6915','0.6881','13049511.95','9069946.81','0.0186','-0.0262','0.0622','0.04352'),
('2021-06-17','0.6933','0.6926','0.6891','0.6857','13049511.95','9037628.46','0.0151','-0.0264','0.055','0.04369'),
('2021-06-22','0.6965','0.6958','0.6923','0.6888','13049511.95','9079413.29','0.0198','-0.0261','0.0591','0.04379'),
('2021-06-24','0.694','0.6933','0.6898','0.6864','13049511.95','9047259.44','0.0161','-0.0263','0.0561','0.04398'),
('2021-06-29','0.6967','0.696','0.6925','0.689','13049511.95','9082332.94','0.0201','-0.026','0.0597','0.04409'),
('2021-07-01','0.6954','0.6947','0.6912','0.6878','13049511.95','9065229.87','0.0182','-0.0261','0.0505','0.04394'),
('2021-07-06','0.696','0.6953','0.6918','0.6883','13049511.95','9072729.41','0.0191','-0.026','0.0516','0.0435'),
('2021-07-08','0.6958','0.6951','0.6916','0.6881','13049511.95','9070459.28','0.0188','-0.0261','0.0506','0.0435'),
('2021-07-13','0.6969','0.6962','0.6927','0.6892','13049511.95','9085610.47','0.0204','-0.0259','0.0504','0.04351'),
('2021-07-15','0.6957','0.695','0.6915','0.6881','13049511.95','9069916.74','0.0186','-0.026','0.0495','0.04355'),
('2021-07-20','0.6887','0.688','0.6846','0.6811','13049511.95','8978300.43','0.0084','-0.0267','0.0413','0.04475'),
('2021-07-22','0.6922','0.6915','0.688','0.6846','13049511.95','9023490.81','0.0135','-0.0264','0.0484','0.04491'),
('2021-07-27','0.6946','0.6939','0.6904','0.687','13049511.95','9055641.36','0.017','-0.0261','0.0669','0.04496'),
('2021-07-29','0.6921','0.6914','0.6879','0.6845','13049511.95','9021829.91','0.0133','-0.0263','0.0609','0.0428'),
('2021-08-03','0.6923','0.6916','0.6881','0.6847','13049511.95','9025531.64','0.0136','-0.0263','0.0604','0.04302'),
('2021-08-05','0.6924','0.6917','0.6882','0.6848','13049511.95','9026446.61','0.0138','-0.0263','0.062','0.04302'),
('2021-08-10','0.6917','0.691','0.6875','0.6841','13049511.95','9017390.76','0.0128','-0.0263','0.0629','0.04301'),
('2021-08-12','0.6929','0.6922','0.6887','0.6853','13049511.95','9033018.18','0.0145','-0.0262','0.063','0.04295'),
('2021-08-17','0.6905','0.6898','0.6864','0.6829','13049511.95','9001373.56','0.011','-0.0264','0.0598','0.04313'),
('2021-08-19','0.6914','0.6907','0.6872','0.6838','13049511.95','9012708.3','0.0123','-0.0263','0.0608','0.04312'),
('2021-08-24','0.6876','0.6869','0.6835','0.68','13049511.95','8963582.49','0.0067','-0.0266','0.0547','0.04353'),
('2021-08-26','0.6877','0.687','0.6836','0.6801','13049511.95','8964453.53','0.0069','-0.0266','0.054','0.04354'),
('2021-08-31','0.6844','0.6837','0.6803','0.6769','13049511.95','8922460.12','0.0021','-0.0269','0.0522','0.04385'),
('2021-09-02','0.6904','0.6897','0.6863','0.6828','13049511.95','8999760.53','0.0108','-0.0263','0.064','0.04446'),
('2021-09-07','0.6899','0.6892','0.6858','0.6823','13049511.95','8993365.05','0.0101','-0.0263','0.0624','0.04438'),
('2021-09-09','0.6904','0.6897','0.6863','0.6828','13049511.95','9000590.41','0.0108','-0.0263','0.0619','0.04438'),
('2021-09-14','0.6846','0.6839','0.6805','0.6771','13049511.95','8924599.98','0.0023','-0.0268','0.0515','0.04525'),
('2021-09-16','0.6861','0.6854','0.682','0.6785','13049511.95','8943750.49','0.0045','-0.0267','0.0561','0.04528'),
('2021-09-21','0.6856','0.6849','0.6815','0.6781','13049511.95','8937039.72','0.0038','-0.0267','0.0545','0.04521'),
('2021-09-23','0.6838','0.6831','0.6797','0.6763','13049511.95','8913921.95','0.0012','-0.0269','0.0517','0.04533'),
('2021-09-28','0.6777','0.677','0.6736','0.6702','13049511.95','8834857.62','-0.0078','-0.0275','0.0399','0.04627'),
('2021-09-30','0.6824','0.6817','0.6783','0.6749','13049511.95','8895298.87','-0.0009','-0.027','0.0494','0.04668'),
('2021-10-05','0.6841','0.6834','0.68','0.6766','13049511.95','8918538.3','0.0016','-0.0268','0.0514','0.04665'),
('2021-10-07','0.6784','0.6777','0.6743','0.6709','13049511.95','8844009.58','-0.0067','-0.0274','0.0407','0.04745'),
('2021-10-12','0.6792','0.6785','0.6751','0.6717','13049511.95','8853997.99','-0.0056','-0.0273','0.0416','0.04744'),
('2021-10-14','0.6814','0.6807','0.6773','0.6739','13049511.95','8882734.36','-0.0023','-0.027','0.0432','0.04752'),
('2021-10-19','0.6786','0.6779','0.6745','0.6711','13049511.95','8845919.7','-0.0064','-0.0273','0.0391','0.04771'),
('2021-10-21','0.6745','0.6738','0.6704','0.6671','13049511.95','8792336.04','-0.0125','-0.0277','0.029','0.04813'),
('2021-10-26','0.6798','0.6791','0.6757','0.6723','13049511.95','8862490.15','-0.0047','-0.0271','0.0376','0.04859'),
('2021-10-28','0.6788','0.6781','0.6747','0.6713','13049511.95','8848413.41','-0.0062','-0.0272','0.0373','0.04862'),
('2021-11-02','0.681','0.6803','0.6769','0.6735','13049511.95','8877507.72','-0.0029','-0.027','0.0413','0.04864'),
('2021-11-04','0.6827','0.682','0.6786','0.6752','13049511.95','8899216.85','-0.0004','-0.0268','0.0422','0.04867'),
('2021-11-09','0.6856','0.6849','0.6815','0.6781','13049511.95','8937602.16','0.0038','-0.0265','0.0449','0.0488'),
('2021-11-11','0.6931','0.6924','0.6889','0.6855','13049511.95','9035298.66','0.0148','-0.0257','0.0571','0.04988'),
('2021-11-16','0.6927','0.692','0.6885','0.6851','13049511.95','9030515.55','0.0142','-0.0257','0.0466','0.04987'),
('2021-11-18','0.6918','0.6911','0.6876','0.6842','13049511.95','9018864.36','0.0129','-0.0258','0.0463','0.0491'),
('2021-11-23','0.6849','0.6842','0.6808','0.6774','13049511.95','8928446.01','0.0028','-0.0265','0.0298','0.05014'),
('2021-11-25','0.6856','0.6849','0.6815','0.6781','13049511.95','8938095.01','0.0038','-0.0264','0.0299','0.04984'),
('2021-11-30','0.68','0.6793','0.6759','0.6725','13049511.95','8864476.35','-0.0044','-0.0269','0.0091','0.05053'),
('2021-12-02','0.6854','0.6847','0.6813','0.6779','13049511.95','8935284.76','0.0035','-0.0264','0.0043','0.04968'),
('2021-12-07','0.6833','0.6826','0.6792','0.6758','13049511.95','8907713.08','0.0004','-0.0265','0.005','0.04817'),
('2021-12-09','0.6826','0.6819','0.6785','0.6751','13847111.83','9442319.71','-0.0006','-0.0266','0.0083','0.04803'),
('2021-12-14','0.6829','0.6822','0.6788','0.6754','13052111.83','8904051.15','-0.0001','-0.0266','0.0153','0.04784'),
('2021-12-16','0.6894','0.6887','0.6853','0.6818','13052111.83','8989176.76','0.0094','-0.0259','0.0158','0.04828'),
('2021-12-21','0.6868','0.6861','0.6827','0.6792','13052111.83','8955124.77','0.0056','-0.0261','0.0087','0.04763'),
('2021-12-23','0.6911','0.6904','0.6869','0.6835','13052111.83','9011450.89','0.0119','-0.0257','0.0135','0.04791'),
('2021-12-30','0.6952','0.6945','0.691','0.6876','13052111.83','9065000.2','0.0179','-0.0253','0.0179','0.04824'),
('2022-01-04','0.6975','0.6968','0.6933','0.6898','13052111.83','9094688.86','0.0007','-0.025','0.0214','0.04828'),
('2022-01-06','0.6982','0.6975','0.694','0.6905','13052111.83','9104347.69','0.0017','-0.0249','0.0196','0.04829'),
('2022-01-11','0.6986','0.6979','0.6944','0.6909','13052111.83','9109180.82','0.0023','-0.0249','0.0221','0.04822'),
('2022-01-13','0.6967','0.696','0.6925','0.689','13052111.83','9083762.77','-0.0004','-0.025','0.0207','0.04826'),
('2022-01-18','0.7001','0.6994','0.6959','0.6924','13052111.83','9129222.25','0.0045','-0.0247','0.0297','0.04846'),
('2022-01-20','0.703','0.7023','0.6988','0.6953','13052111.83','9166324.23','0.0086','-0.0244','0.0299','0.04843'),
('2022-01-25','0.6991','0.6984','0.6949','0.6914','13052111.83','9115723.83','0.003','-0.0247','0.0278','0.04863'),
('2022-01-27','0.6958','0.6951','0.6916','0.6881','13052111.83','9072202.11','-0.0017','-0.0251','0.0176','0.04874'),
('2022-02-01','0.703','0.7023','0.6988','0.6953','13052111.83','9167051.66','0.0086','-0.0243','0.028','0.0496'),
('2022-02-03','0.704','0.7033','0.6998','0.6963','13052111.83','9179612.8','0.0101','-0.0242','0.0263','0.04962'),
('2022-02-08','0.6995','0.6988','0.6953','0.6918','13052111.83','9120880.28','0.0036','-0.0246','0.0198','0.04997'),
('2022-02-10','0.7005','0.6998','0.6963','0.6928','13052111.83','9133303.46','0.005','-0.0245','0.0212','0.04998'),
('2022-02-15','0.6992','0.6985','0.695','0.6915','13052111.83','9117247.73','0.0032','-0.0246','0.02','0.05003'),
('2022-02-17','0.7011','0.7004','0.6969','0.6934','13052111.83','9141084.63','0.0059','-0.0244','0.0271','0.05008'),
('2022-02-22','0.697','0.6963','0.6928','0.6893','13052111.83','9088611.9','0','-0.0248','0.0192','0.05025'),
('2022-02-24','0.698','0.6973','0.6938','0.6903','13052111.83','9101357.63','0.0014','-0.0247','0.0199','0.05023'),
('2022-03-01','0.6922','0.6915','0.688','0.6846','13052111.83','9025631.88','-0.0069','-0.0253','0.0107','0.05069'),
('2022-03-08','0.6873','0.6866','0.6832','0.6797','13052111.83','8961094.62','-0.0139','-0.0257','0.0097','0.05089'),
('2022-03-10','0.6832','0.6825','0.6791','0.6757','13052111.83','8907508.02','-0.0198','-0.0261','0.0057','0.05123'),
('2022-03-15','0.68','0.6793','0.6759','0.6725','13052111.83','8865660.7','-0.0244','-0.0264','-0.0009','0.0514'),
('2022-03-17','0.6805','0.6798','0.6764','0.673','13052111.83','8873464.31','-0.0237','-0.0263','-0.0001','0.05137'),
('2022-03-22','0.6813','0.6806','0.6772','0.6738','13052111.83','8883400.78','-0.0225','-0.0262','0.0029','0.05162'),
('2022-03-24','0.6808','0.6801','0.6767','0.6733','13052111.83','8877376.21','-0.0233','-0.0263','-0.0022','0.05159'),
('2022-03-29','0.6829','0.6822','0.6788','0.6754','13052111.83','8904725.72','-0.0202','-0.026','0.0003','0.0515'),
('2022-03-31','0.6862','0.6855','0.6821','0.6786','13052111.83','8946876.56','-0.0155','-0.0257','0.004','0.05172'),
('2022-04-05','0.6895','0.6888','0.6854','0.6819','13052111.83','8990264.95','-0.0108','-0.0254','0.0082','0.05192'),
('2022-04-07','0.6896','0.6889','0.6855','0.682','13052111.83','8991369.23','-0.0106','-0.0253','0.0101','0.05191'),
('2022-04-12','0.6953','0.6946','0.6911','0.6877','13052111.83','9065803.83','-0.0024','-0.0248','0.0207','0.0525'),
('2022-04-14','0.6953','0.6946','0.6911','0.6877','13195934.64','9165754.53','-0.0024','-0.0247','0.0183','0.05221'),
('2022-04-19','0.6929','0.6922','0.6887','0.6853','13339757.45','9233260.4','-0.0059','-0.025','0.017','0.05228'),
('2022-04-21','0.6903','0.6896','0.6862','0.6827','13339757.45','9199211.52','-0.0096','-0.0252','0.0125','0.05237'),
('2022-04-26','0.6896','0.6889','0.6855','0.682','13484622','9289695.77','-0.0106','-0.0252','0.0138','0.05238'),
('2022-04-28','0.6988','0.6981','0.6946','0.6911','13484622','9413577.69','0.0026','-0.0243','0.0235','0.05391'),
('2022-05-03','0.697','0.6963','0.6928','0.6893','13484622','9389266.99','0','-0.0245','0.0189','0.05383'),
('2022-05-05','0.6965','0.6958','0.6923','0.6888','13484622','9383177.71','-0.0007','-0.0245','0.0181','0.05385'),
('2022-05-10','0.6953','0.6946','0.6911','0.6877','13484622','9365911.79','-0.0024','-0.0246','0.0164','0.05389'),
('2022-05-12','0.6942','0.6935','0.69','0.6866','13484622','9351167.08','-0.004','-0.0247','0.0224','0.05388'),
('2022-05-17','0.6937','0.693','0.6895','0.6861','13484622','9344794.04','-0.0047','-0.0248','0.0161','0.05336'),
('2022-05-19','0.6865','0.6858','0.6824','0.6789','13484622','9247772.16','-0.0151','-0.0254','0.0065','0.05411'),
('2022-05-26','0.6786','0.6779','0.6745','0.6711','13484622','9141453.94','-0.0264','-0.0262','0.0018','0.055'),
('2022-05-31','0.6738','0.6731','0.6697','0.6664','13484622','9076230.45','-0.0333','-0.0266','-0.0101','0.05543'),
('2022-06-02','0.683','0.6823','0.6789','0.6755','13484622','9200105.31','-0.0201','-0.0257','0.0007','0.05683'),
('2022-06-07','0.6848','0.6841','0.6807','0.6773','13484622','9224777.65','-0.0175','-0.0255','0.0044','0.05683'),
('2022-06-09','0.6817','0.681','0.6776','0.6742','13484622','9182668.5','-0.022','-0.0258','0.0038','0.05699'),
('2022-06-14','0.6777','0.677','0.6736','0.6702','13484622','9129293.37','-0.0277','-0.0262','-0.0259','0.05715'),
('2022-06-16','0.677','0.6763','0.6729','0.6695','13484622','9119546.94','-0.0287','-0.0262','-0.0235','0.05176'),
('2022-06-21','0.6764','0.6757','0.6723','0.6689','13484622','9111545.77','-0.0296','-0.0263','-0.0289','0.05167'),
('2022-06-23','0.6751','0.6744','0.671','0.6677','13484622','9094509.33','-0.0315','-0.0264','-0.0273','0.05147'),
('2022-06-28','0.6713','0.6706','0.6672','0.6639','13484622','9043458.73','-0.0369','-0.0267','-0.0365','0.05164'),
('2022-06-30','0.6729','0.6722','0.6688','0.6655','13484622','9064600.22','-0.0346','-0.0266','-0.0324','0.05154'),
('2022-07-05','0.6701','0.6694','0.6661','0.6627','13484622','9026978.38','-0.0386','-0.0268','-0.0373','0.0519'),
('2022-07-07','0.6699','0.6692','0.6659','0.6625','13484622','9023819.66','-0.0389','-0.0268','-0.0373','0.05188'),
('2022-07-12','0.6627','0.662','0.6587','0.6554','13484622','8926690.47','-0.0493','-0.0275','-0.0491','0.05289'),
('2022-07-14','0.6755','0.6748','0.6714','0.6681','13484622','9099913.96','-0.0309','-0.0262','-0.0291','0.05634'),
('2022-07-19','0.6781','0.6774','0.674','0.6706','13484622','9134189.66','-0.0271','-0.026','-0.0154','0.05647'),
('2022-07-21','0.6772','0.6765','0.6731','0.6697','13484622','9122158.34','-0.0284','-0.026','-0.0217','0.05562'),
('2022-07-26','0.6769','0.6762','0.6728','0.6694','13484622','9117746.12','-0.0289','-0.026','-0.0255','0.05512'),
('2022-07-28','0.6726','0.6719','0.6685','0.6652','13484622','9060332.2','-0.035','-0.0265','-0.0282','0.05533'),
('2022-08-02','0.6772','0.6765','0.6731','0.6697','13484622','9122478.79','-0.0284','-0.026','-0.0218','0.0558'),
('2022-08-04','0.6749','0.6742','0.6708','0.6675','13484622','9091346.73','-0.0317','-0.0262','-0.0253','0.05582'),
('2022-08-09','0.6746','0.6739','0.6705','0.6672','13484622','9086666.19','-0.0322','-0.0262','-0.0247','0.05582'),
('2022-08-11','0.6712','0.6705','0.6671','0.6638','13484622','9041732.87','-0.0371','-0.0265','-0.0313','0.05602'),
('2022-08-16','0.6756','0.6749','0.6715','0.6682','13484622','9100421.44','-0.0307','-0.0261','-0.0216','0.05639'),
('2022-08-18','0.6753','0.6746','0.6712','0.6679','13484622','9096054.17','-0.0312','-0.0261','-0.0233','0.0563'),
('2022-08-23','0.6713','0.6706','0.6672','0.6639','13484622','9042684.41','-0.0369','-0.0265','-0.0237','0.05656'),
('2022-08-25','0.6763','0.6756','0.6722','0.6688','13484622','9110699.16','-0.0297','-0.026','-0.0166','0.05682'),
('2022-08-30','0.6676','0.6669','0.6636','0.6602','13484622','8992730.92','-0.0422','-0.0268','-0.0246','0.05819'),
('2022-09-01','0.6757','0.675','0.6716','0.6683','13484622','9102568.36','-0.0306','-0.026','-0.0213','0.05918'),
('2022-09-08','0.6733','0.6726','0.6692','0.6659','13484622','9070140.72','-0.034','-0.0262','-0.0248','0.0586'),
('2022-09-13','0.6707','0.67','0.6667','0.6633','13484622','9034565.4','-0.0378','-0.0264','-0.0203','0.0587'),
('2022-09-15','0.6722','0.6715','0.6681','0.6648','13484622','9055122.13','-0.0356','-0.0263','-0.0203','0.05819'),
('2022-09-20','0.6732','0.6725','0.6691','0.6658','13484622','9068008.15','-0.0342','-0.0261','-0.0181','0.05816'),
('2022-09-27','0.6725','0.6718','0.6684','0.6651','13484622','9059018.41','-0.0352','-0.0262','-0.0077','0.05811'),
('2022-09-29','0.6702','0.6695','0.6662','0.6628','13484622','9028456.64','-0.0385','-0.0264','-0.0179','0.05754'),
('2022-10-04','0.668','0.6673','0.664','0.6606','13484622','8997924.84','-0.0416','-0.0266','-0.0236','0.05765'),
('2022-10-06','0.6677','0.667','0.6637','0.6603','13484622','8994737.05','-0.0421','-0.0266','-0.0158','0.05754'),
('2022-10-11','0.6697','0.669','0.6657','0.6623','13484622','9021570.6','-0.0392','-0.0264','-0.014','0.05705'),
('2022-10-13','0.6701','0.6694','0.6661','0.6627','13484622','9027092.91','-0.0386','-0.0263','-0.0166','0.05704'),
('2022-10-18','0.6682','0.6675','0.6642','0.6608','13484622','9001461.89','-0.0414','-0.0265','-0.0153','0.05701'),
('2022-10-20','0.6699','0.6692','0.6659','0.6625','13484622','9024343.31','-0.0389','-0.0263','-0.0068','0.05693'),
('2022-10-25','0.6693','0.6686','0.6653','0.6619','13484622','9015560.17','-0.0398','-0.0264','-0.0155','0.05663'),
('2022-10-27','0.6637','0.663','0.6597','0.6564','13484622','8939734.2','-0.0478','-0.0269','-0.0223','0.05666'),
('2022-11-01','0.6669','0.6662','0.6629','0.6595','13484622','8983763.51','-0.0432','-0.0266','-0.0207','0.05689'),
('2022-11-03','0.6677','0.667','0.6637','0.6603','13484622','8993674.38','-0.0421','-0.0265','-0.022','0.05689'),
('2022-11-08','0.6671','0.6664','0.6631','0.6597','13484622','8985708.05','-0.0429','-0.0265','-0.027','0.05684'),
('2022-11-10','0.664','0.6633','0.66','0.6567','13484622','8943882.82','-0.0474','-0.0268','-0.042','0.05683'),
('2022-11-15','0.666','0.6653','0.662','0.6586','13484622','8970745.38','-0.0445','-0.0266','-0.0386','0.05582'),
('2022-11-17','0.666','0.6653','0.662','0.6586','13484622','8971748.82','-0.0445','-0.0266','-0.0373','0.05556'),
('2022-11-22','0.6638','0.6631','0.6598','0.6565','13484622','8942128.77','-0.0477','-0.0268','-0.0308','0.05563'),
('2022-11-24','0.6666','0.6659','0.6626','0.6592','13484622','8979854.99','-0.0437','-0.0265','-0.0277','0.05498'),
('2022-11-29','0.6718','0.6711','0.6677','0.6644','13484622','9049309.84','-0.0362','-0.0259','-0.0121','0.05553'),
('2022-12-01','0.6764','0.6757','0.6723','0.6689','13484622','9111425.36','-0.0296','-0.0255','-0.0131','0.05519'),
('2022-12-06','0.6816','0.6809','0.6775','0.6741','13484622','9182046.81','-0.0221','-0.025','-0.0025','0.05515'),
('2022-12-08','0.6811','0.6804','0.677','0.6736','13484622','9174443.41','-0.0228','-0.025','-0.0022','0.05508'),
('2022-12-13','0.6767','0.676','0.6726','0.6692','13484622','9115065.05','-0.0292','-0.0254','-0.0091','0.05543'),
('2022-12-15','0.6903','0.6896','0.6862','0.6827','13484622','9299133.26','-0.0096','-0.0241','0.0013','0.05887'),
('2022-12-20','0.6846','0.6839','0.6805','0.6771','13484622','9222455.08','-0.0178','-0.0246','-0.0032','0.05869'),
('2022-12-22','0.6823','0.6816','0.6782','0.6748','13484622','9190614.19','-0.0211','-0.0248','-0.0127','0.05867'),
('2022-12-29','0.6835','0.6828','0.6794','0.676','13484622','9207786.83','-0.0194','-0.0247','-0.0168','0.05836'),
('2023-01-03','0.6903','0.6896','0.6862','0.6827','13484622','9299648.74','0.0086','-0.0241','-0.0103','0.05865'),
('2023-01-05','0.6896','0.6889','0.6855','0.682','13484622','9289715.25','0.0076','-0.0241','-0.0123','0.05865'),
('2023-01-10','0.7041','0.7034','0.6999','0.6964','13484622','9485232.37','0.0288','-0.0228','0.0079','0.0622'),
('2023-01-12','0.7022','0.7015','0.698','0.6945','13484622','9459331.11','0.026','-0.0229','0.0079','0.06226'),
('2023-01-17','0.7002','0.6995','0.696','0.6925','13484622','9432455.91','0.0231','-0.0231','0.0001','0.06227'),
('2023-01-19','0.6988','0.6981','0.6946','0.6911','13484622','9413640.25','0.0211','-0.0232','-0.006','0.06212'),
('2023-01-24','0.6968','0.6961','0.6926','0.6891','13484622','9386305.47','0.0181','-0.0234','-0.0033','0.06204'),
('2023-01-26','0.7031','0.7024','0.6989','0.6954','13484622','9471964.13','0.0274','-0.0228','0.0105','0.06244'),
('2023-01-31','0.7001','0.6994','0.6959','0.6924','13484622','9430833.1','0.023','-0.023','-0.0046','0.06241'),
('2023-02-02','0.7011','0.7004','0.6969','0.6934','13484622','9445228.56','0.0244','-0.0229','-0.0041','0.06151'),
('2023-02-07','0.7008','0.7001','0.6966','0.6931','13484622','9440462.06','0.024','-0.0229','0.0019','0.06149'),
('2023-02-09','0.7015','0.7008','0.6973','0.6938','13484622','9449558.95','0.025','-0.0229','0.0014','0.06117'),
('2023-02-14','0.7014','0.7007','0.6972','0.6937','13484622','9448578','0.0249','-0.0229','0.0031','0.06116'),
('2023-02-16','0.6992','0.6985','0.695','0.6915','13484622','9419056.43','0.0216','-0.0231','-0.0027','0.06121'),
('2023-02-21','0.6947','0.694','0.6905','0.6871','13484622','9358164.5','0.0151','-0.0234','-0.0033','0.06148'),
('2023-02-23','0.69','0.6893','0.6859','0.6824','13484622','9295074.96','0.0082','-0.0239','-0.0115','0.06157'),
('2023-02-28','0.6913','0.6906','0.6871','0.6837','13484622','9312232.87','0.0101','-0.0237','-0.0013','0.06158'),
('2023-03-02','0.6909','0.6902','0.6867','0.6833','13484622','9307738.81','0.0095','-0.0238','0.0052','0.06132'),
('2023-03-07','0.6881','0.6874','0.684','0.6805','13484622','9269441.98','0.0054','-0.024','0.0012','0.06146'),
('2023-03-09','0.6905','0.6898','0.6864','0.6829','13484622','9301769.99','0.0089','-0.0238','0.0107','0.06115'),
('2023-03-14','0.6877','0.687','0.6836','0.6801','13484622','9263820.98','0.0048','-0.024','0.0113','0.061'),
('2023-03-16','0.6867','0.686','0.6826','0.6791','13484622','9250952.9','0.0034','-0.0241','0.0091','0.06083'),
('2023-03-21','0.6798','0.6791','0.6757','0.6723','13484622','9157372.96','-0.0067','-0.0247','-0.0022','0.06165'),
('2023-03-23','0.6814','0.6807','0.6773','0.6739','13484622','9179272.8','-0.0044','-0.0245','0.0009','0.06168'),
('2023-03-28','0.6822','0.6815','0.6781','0.6747','13484622','9189945.92','-0.0032','-0.0244','-0.001','0.06169'),
('2023-03-30','0.6795','0.6788','0.6754','0.672','13484622','9152723.69','-0.0072','-0.0247','-0.0098','0.06173'),
('2023-04-04','0.6861','0.6854','0.682','0.6785','13484622','9242217.34','0.0025','-0.0241','-0.0049','0.06193'),
('2023-04-06','0.6854','0.6847','0.6813','0.6779','13484622','9233365.29','0.0015','-0.0241','-0.0061','0.06175'),
('2023-04-11','0.6836','0.6829','0.6795','0.6761','13484622','9208382.12','-0.0012','-0.0243','-0.0168','0.0618'),
('2023-04-13','0.6887','0.688','0.6846','0.6811','13484622','9278039.72','0.0063','-0.0238','-0.0095','0.0617'),
('2023-04-18','0.6895','0.6888','0.6854','0.6819','13484622','9288390.06','0.0075','-0.0237','-0.0049','0.062'),
('2023-04-20','0.6874','0.6867','0.6833','0.6798','13484622','9260536.11','0.0044','-0.0239','-0.0042','0.06198'),
('2023-04-25','0.6875','0.6868','0.6834','0.6799','13484622','9261056.5','0.0045','-0.0238','-0.003','0.06187'),
('2023-04-27','0.6847','0.684','0.6806','0.6772','13484622','9223358.33','0.0004','-0.0241','-0.0202','0.06199'),
('2023-05-02','0.6837','0.683','0.6796','0.6762','13484622','9209871.34','-0.001','-0.0242','-0.0191','0.06025'),
('2023-05-04','0.6826','0.6819','0.6785','0.6751','13484622','9195191.52','-0.0026','-0.0242','-0.02','0.06026'),
('2023-05-09','0.6831','0.6824','0.679','0.6756','13484622','9201946.32','-0.0019','-0.0242','-0.0176','0.06026'),
('2023-05-11','0.6845','0.6838','0.6804','0.677','13484622','9221412.54','0.0001','-0.024','-0.014','0.06028'),
('2023-05-16','0.6854','0.6847','0.6813','0.6779','13484622','9232864.41','0.0015','-0.0239','-0.012','0.06028'),
('2023-05-18','0.6886','0.6879','0.6845','0.681','13484622','9276099.12','0.0061','-0.0236','0.0031','0.06046'),
('2023-05-23','0.6855','0.6848','0.6814','0.678','13484622','9233896.85','0.0016','-0.0239','0.0102','0.05975'),
('2023-05-25','0.6805','0.6798','0.6764','0.673','13484622','9167133.76','-0.0057','-0.0244','0.0028','0.06018'),
('2023-05-30','0.6874','0.6867','0.6833','0.6798','13484622','9259553.85','0.0044','-0.0237','0.0202','0.05993'),
('2023-06-01','0.691','0.6903','0.6868','0.6834','13484622','9307780.38','0.0097','-0.0234','0.0117','0.0598'),
('2023-06-06','0.6502','0.6496','0.6464','0.6431','13484622','8759020.26','-0.0499','-0.0271','-0.0504','0.08243'),
('2023-06-08','0.6484','0.6478','0.6446','0.6413','13484622','8735774.51','-0.0525','-0.0273','-0.0488','0.0824'),
('2023-06-13','0.6526','0.6519','0.6486','0.6454','13484622','8790163.28','-0.0465','-0.0269','-0.0371','0.08257'),
('2023-06-15','0.6492','0.6486','0.6454','0.6421','13484622','8746116.1','-0.0513','-0.0272','-0.041','0.08252'),
('2023-06-20','0.655','0.6543','0.651','0.6478','13484622','8822442.19','-0.043','-0.0266','-0.0317','0.08301'),
('2023-06-22','0.6605','0.6598','0.6565','0.6532','13484622','8897038.33','-0.035','-0.0261','-0.0216','0.08345'),
('2023-06-27','0.6565','0.6558','0.6525','0.6492','13484622','8843628.59','-0.0408','-0.0264','-0.0221','0.08363'),
('2023-06-29','0.6513','0.6506','0.6473','0.6441','13484622','8772666.05','-0.0484','-0.0269','-0.0321','0.08381'),
('2023-07-04','0.6509','0.6502','0.6469','0.6437','13484622','8767933.25','-0.049','-0.0269','-0.0287','0.08379'),
('2023-07-06','0.6598','0.6591','0.6558','0.6525','13484622','8887656.52','-0.036','-0.0261','-0.0151','0.08482'),
('2023-07-11','0.6522','0.6515','0.6482','0.645','13484622','8785173.33','-0.0471','-0.0268','-0.0159','0.08557'),
('2023-07-13','0.6547','0.654','0.6507','0.6475','13484622','8819495.3','-0.0434','-0.0265','-0.0308','0.08501'),
('2023-07-18','0.6545','0.6538','0.6505','0.6473','13484622','8815907.71','-0.0437','-0.0265','-0.0348','0.08278'),
('2023-07-20','0.6523','0.6516','0.6483','0.6451','13484622','8787115.44','-0.047','-0.0267','-0.0368','0.08274'),
('2023-07-25','0.6503','0.6497','0.6465','0.6432','13484622','8760850.94','-0.0497','-0.0269','-0.0392','0.08277'),
('2023-07-27','0.6487','0.6481','0.6449','0.6416','13484622','8739914.21','-0.0521','-0.027','-0.0354','0.0828'),
('2023-08-01','0.6463','0.6457','0.6425','0.6392','13484622','8706598.47','-0.0556','-0.0272','-0.0455','0.0824'),
('2023-08-03','0.6422','0.6416','0.6384','0.6352','13484622','8651994.93','-0.0616','-0.0276','-0.0484','0.0826'),
('2023-08-08','0.643','0.6424','0.6392','0.636','13484622','8663007.86','-0.0604','-0.0275','-0.0467','0.08257'),
('2023-08-10','0.6356','0.635','0.6318','0.6287','13484622','8562267.83','-0.0712','-0.0282','-0.0529','0.08329'),
('2023-08-15','0.642','0.6414','0.6382','0.635','13484622','8648521.54','-0.0619','-0.0276','-0.0496','0.08382'),
('2023-08-17','0.6423','0.6417','0.6385','0.6353','13484622','8652864.69','-0.0614','-0.0275','-0.0488','0.08354'),
('2023-08-22','0.6396','0.639','0.6358','0.6326','13484622','8617250.14','-0.0654','-0.0278','-0.0471','0.08362'),
('2023-08-24','0.6426','0.642','0.6388','0.6356','13484622','8656796.35','-0.061','-0.0275','-0.0497','0.0836'),
('2023-08-29','0.6422','0.6416','0.6384','0.6352','13484622','8651402.35','-0.0616','-0.0275','-0.0379','0.08323'),
('2023-08-31','0.64','0.6394','0.6362','0.633','13484622','8622378.34','-0.0648','-0.0277','-0.0522','0.08236'),
('2023-09-05','0.6447','0.6441','0.6409','0.6377','13484622','8684950.81','-0.0579','-0.0272','-0.0424','0.08186'),
('2023-09-07','0.6481','0.6475','0.6443','0.641','13484622','8731130.31','-0.0529','-0.0269','-0.0373','0.08206'),
('2023-09-12','0.6451','0.6445','0.6413','0.6381','13484622','8691118.94','-0.0573','-0.0272','-0.0381','0.0821'),
('2023-09-14','0.6356','0.635','0.6318','0.6287','13484622','8563058.85','-0.0712','-0.0281','-0.0544','0.08325'),
('2023-09-19','0.6396','0.639','0.6358','0.6326','13569581.1','8671336.06','-0.0654','-0.0276','-0.0498','0.08348'),
('2023-09-21','0.6369','0.6363','0.6331','0.6299','13569581.1','8634719.6','-0.0693','-0.0279','-0.0528','0.08354'),
('2023-09-26','0.6403','0.6397','0.6365','0.6333','13797246.35','8825655.43','-0.0644','-0.0275','-0.0478','0.08374'),
('2023-09-28','0.6374','0.6368','0.6336','0.6304','13797246.35','8786162.86','-0.0686','-0.0278','-0.0488','0.08384'),
('2023-10-03','0.6407','0.6401','0.6369','0.6337','13797246.35','8831583.39','-0.0638','-0.0275','-0.0408','0.0837'),
('2023-10-05','0.6357','0.6351','0.6319','0.6287','13797246.35','8762649.39','-0.0711','-0.0279','-0.0478','0.08394'),
('2023-10-10','0.6404','0.6398','0.6366','0.6334','13797246.35','8827639.07','-0.0642','-0.0275','-0.0436','0.08429'),
('2023-10-12','0.6432','0.6426','0.6394','0.6362','13797246.35','8866073.31','-0.0601','-0.0272','-0.04','0.08436'),
('2023-10-17','0.645','0.6444','0.6412','0.638','13797246.35','8891044.53','-0.0575','-0.027','-0.0346','0.08441'),
('2023-10-19','0.6476','0.647','0.6438','0.6405','13797246.35','8927485.12','-0.0537','-0.0268','-0.0332','0.08448'),
('2023-10-24','0.6468','0.6462','0.643','0.6397','13797246.35','8916433.04','-0.0548','-0.0268','-0.0335','0.08444'),
('2023-10-26','0.6483','0.6477','0.6445','0.6412','13797246.35','8936724.61','-0.0527','-0.0267','-0.0231','0.08447'),
('2023-10-31','0.6433','0.6427','0.6395','0.6363','13797246.35','8867456.45','-0.06','-0.0271','-0.036','0.08441'),
('2023-11-02','0.6463','0.6457','0.6425','0.6392','13797246.35','8908767.97','-0.0556','-0.0268','-0.0319','0.08435'),
('2023-11-07','0.6534','0.6527','0.6494','0.6462','13797246.35','9005180.36','-0.0453','-0.0261','-0.0206','0.08504'),
('2023-11-09','0.6531','0.6524','0.6491','0.6459','13797246.35','9001446.36','-0.0458','-0.0262','-0.0164','0.08504'),
('2023-11-14','0.6564','0.6557','0.6524','0.6491','13797246.35','9046195.11','-0.041','-0.0258','-0.0144','0.08508'),
('2023-11-16','0.6599','0.6592','0.6559','0.6526','13797246.35','9095255.62','-0.0358','-0.0255','-0.0092','0.08519'),
('2023-11-21','0.6575','0.6568','0.6535','0.6502','13797246.35','9062138.53','-0.0393','-0.0257','-0.0095','0.08565'),
('2023-11-23','0.6609','0.6602','0.6569','0.6536','13797246.35','9108569.45','-0.0344','-0.0254','-0.0086','0.08575'),
('2023-11-28','0.6556','0.6549','0.6516','0.6484','13797246.35','9035422.81','-0.0421','-0.0258','-0.0241','0.08601'),
('2023-11-30','0.6634','0.6627','0.6594','0.6561','13797246.35','9143779.66','-0.0307','-0.0251','-0.0156','0.08648'),
('2023-12-05','0.663','0.6623','0.659','0.6557','13797246.35','9137314.35','-0.0313','-0.0251','-0.0273','0.08633'),
('2023-12-07','0.6631','0.6624','0.6591','0.6558','13797246.35','9138956.31','-0.0312','-0.0251','-0.0265','0.08597'),
('2023-12-12','0.6617','0.661','0.6577','0.6544','13797246.35','9120018.69','-0.0332','-0.0252','-0.0222','0.08599'),
('2023-12-14','0.6656','0.6649','0.6616','0.6583','13797246.35','9173165.85','-0.0275','-0.0249','-0.0358','0.08598'),
('2023-12-19','0.6663','0.6656','0.6623','0.6589','13797246.35','9182782.23','-0.0265','-0.0248','-0.0268','0.08357'),
('2023-12-21','0.6708','0.6701','0.6667','0.6634','14022370.17','9395857.1','-0.0199','-0.0244','-0.0169','0.08348'),
('2023-12-28','0.6692','0.6685','0.6652','0.6618','14022370.17','9374374.26','-0.0222','-0.0245','-0.0209','0.08345'),
('2023-12-29','0.67','0.6693','0.666','0.6626','14022370.17','9385809.86','-0.0211','-0.0244','-0.0198','0.08346'),
('2024-01-02','0.6727','0.672','0.6686','0.6653','14022370.17','9423011.02','0.0037','-0.0241','-0.0255','0.08352'),
('2024-01-04','0.6636','0.6629','0.6596','0.6563','14022370.17','9295488.03','-0.0099','-0.025','-0.0377','0.0841'),
('2024-01-09','0.6622','0.6615','0.6582','0.6549','14022370.17','9276387.54','-0.0119','-0.0251','-0.0596','0.08412'),
('2024-01-11','0.665','0.6643','0.661','0.6577','14022370.17','9314911.6','-0.0078','-0.0248','-0.053','0.08149'),
('2024-01-16','0.6628','0.6621','0.6588','0.6555','14022370.17','9284720.41','-0.0111','-0.025','-0.0535','0.08151'),
('2024-01-18','0.6621','0.6614','0.6581','0.6548','14022370.17','9274306.37','-0.0121','-0.025','-0.0526','0.08148'),
('2024-01-23','0.6594','0.6587','0.6554','0.6521','14022370.17','9236012.51','-0.0161','-0.0253','-0.0537','0.08154'),
('2024-01-25','0.6615','0.6608','0.6575','0.6542','14022370.17','9266067.64','-0.013','-0.0251','-0.0592','0.08159'),
('2024-01-30','0.6635','0.6628','0.6595','0.6562','14022370.17','9294343.01','-0.01','-0.0249','-0.0523','0.08111'),
('2024-02-01','0.6679','0.6672','0.6639','0.6605','14022370.17','9355601.69','-0.0034','-0.0245','-0.0474','0.0812'),
('2024-02-06','0.6692','0.6685','0.6652','0.6618','14022370.17','9373279.15','-0.0015','-0.0243','-0.0451','0.08121'),
('2024-02-08','0.6687','0.668','0.6647','0.6613','14022370.17','9367130.98','-0.0022','-0.0244','-0.0468','0.08121'),
('2024-02-13','0.668','0.6673','0.664','0.6606','14022370.17','9356938.08','-0.0033','-0.0244','-0.0477','0.0812'),
('2024-02-15','0.6784','0.6777','0.6743','0.6709','14022370.17','9503396.52','0.0122','-0.0235','-0.0298','0.08274'),
('2024-02-20','0.6782','0.6775','0.6741','0.6707','14022370.17','9500739.13','0.0119','-0.0235','-0.0238','0.08269'),
('2024-02-22','0.6714','0.6707','0.6673','0.664','14022370.17','9404127.31','0.0018','-0.0241','-0.027','0.08303'),
('2024-02-27','0.6749','0.6742','0.6708','0.6675','14022370.17','9454145.22','0.007','-0.0237','-0.0237','0.08295'),
('2024-02-29','0.6778','0.6771','0.6737','0.6703','14022370.17','9494899.58','0.0114','-0.0235','-0.019','0.08304'),
('2024-03-05','0.6761','0.6754','0.672','0.6686','14022370.17','9471373.3','0.0088','-0.0236','-0.0175','0.08307'),
('2024-03-07','0.6749','0.6742','0.6708','0.6675','14022370.17','9454408.46','0.007','-0.0237','-0.0226','0.083'),
('2024-03-12','0.6748','0.6741','0.6707','0.6674','14022370.17','9453122.46','0.0069','-0.0237','-0.0188','0.08292'),
('2024-03-14','0.6733','0.6726','0.6692','0.6659','14022370.17','9431309.18','0.0046','-0.0238','-0.0195','0.08285'),
('2024-03-19','0.6737','0.673','0.6696','0.6663','14022370.17','9437667.04','0.0052','-0.0238','-0.009','0.08285'),
('2024-03-21','0.6702','0.6695','0.6662','0.6628','14022370.17','9387812.29','0','-0.0241','-0.0165','0.08241'),
('2024-03-26','0.6883','0.6876','0.6842','0.6807','14022370.17','9642359.79','0.027','-0.0225','0.009','0.08666'),
('2024-03-28','0.6854','0.6847','0.6813','0.6779','14022370.17','9601732.26','0.0227','-0.0227','0.0087','0.08676'),
('2024-04-02','0.689','0.6883','0.6849','0.6814','14022370.17','9651327.22','0.0281','-0.0224','0.0042','0.0867'),
('2024-04-04','0.6888','0.6881','0.6847','0.6812','14022370.17','9648938.9','0.0278','-0.0224','0.005','0.08658'),
('2024-04-09','0.6862','0.6855','0.6821','0.6786','14022370.17','9612744.25','0.0239','-0.0226','0.0038','0.08665'),
('2024-04-11','0.6902','0.6895','0.6861','0.6826','14022370.17','9668961.3','0.0299','-0.0222','0.0022','0.0868'),
('2024-04-16','0.6751','0.6744','0.671','0.6677','14022370.17','9456143.4','0.0073','-0.0235','-0.0209','0.08918'),
('2024-04-18','0.671','0.6703','0.6669','0.6636','14022370.17','9398542.89','0.0012','-0.0239','-0.0239','0.08937'),
('2024-04-23','0.6748','0.6741','0.6707','0.6674','14022370.17','9452898.41','0.0069','-0.0235','-0.0185','0.08951'),
('2024-04-25','0.6879','0.6872','0.6838','0.6803','14022370.17','9636201.28','0.0264','-0.0224','0.0047','0.09159'),
('2024-04-30','0.6904','0.6897','0.6863','0.6828','14022370.17','9670994.59','0.0302','-0.0221','0.0098','0.09155'),
('2024-05-02','0.6895','0.6888','0.6854','0.6819','14022370.17','9658296.15','0.0288','-0.0222','0.0101','0.09197'),
('2024-05-07','0.6883','0.6876','0.6842','0.6807','14022370.17','9641983.46','0.027','-0.0223','0.0076','0.09197'),
('2024-05-09','0.6846','0.6839','0.6805','0.6771','14153127.11','9679685.14','0.0215','-0.0226','0.0001','0.09213'),
('2024-05-14','0.68','0.6793','0.6759','0.6725','14153127.11','9614076.83','0.0146','-0.023','-0.0079','0.09235'),
('2024-05-16','0.6879','0.6872','0.6838','0.6803','14153127.11','9725720.25','0.0264','-0.0223','-0.001','0.09307'),
('2024-05-21','0.6875','0.6868','0.6834','0.6799','14153127.11','9720795.73','0.0258','-0.0223','0.0029','0.09296'),
('2024-05-23','0.6881','0.6874','0.684','0.6805','14153127.11','9728931.62','0.0267','-0.0223','0.0112','0.09285'),
('2024-05-28','0.6841','0.6834','0.68','0.6766','14153127.11','9672744.46','0.0208','-0.0226','-0.0048','0.09274'),
('2024-05-30','0.684','0.6833','0.6799','0.6765','14153127.11','9671108.02','0.0206','-0.0226','-0.0041','0.09219'),
('2024-06-04','0.6833','0.6826','0.6792','0.6758','14153127.11','9661034.15','0.0196','-0.0226','0.0508','0.09202'),
('2024-06-06','0.6826','0.6819','0.6785','0.6751','14153127.11','9651196.53','0.0185','-0.0227','0.0526','0.07049'),
('2024-06-11','0.6835','0.6828','0.6794','0.676','14153127.11','9663528.41','0.0199','-0.0226','0.0474','0.07042'),
('2024-06-13','0.6791','0.6784','0.675','0.6716','14153127.11','9601541.39','0.0133','-0.023','0.0459','0.07051'),
('2024-06-18','0.6991','0.6984','0.6949','0.6914','14153127.11','9884274.65','0.0432','-0.0212','0.0674','0.07602'),
('2024-06-20','0.6979','0.6972','0.6937','0.6902','14153127.11','9868058.43','0.0414','-0.0213','0.0567','0.07561'),
('2024-06-25','0.6996','0.6989','0.6954','0.6919','14153127.11','9892019.9','0.0439','-0.0212','0.0657','0.07523'),
('2024-06-27','0.6986','0.6979','0.6944','0.6909','14153127.11','9877912.02','0.0424','-0.0212','0.0727','0.07496'),
('2024-07-02','0.7001','0.6994','0.6959','0.6924','14153127.11','9898927.72','0.0447','-0.0211','0.0757','0.0746'),
('2024-07-04','0.7016','0.7009','0.6974','0.6939','14153127.11','9919642.62','0.0469','-0.021','0.0634','0.07459'),
('2024-07-09','0.6993','0.6986','0.6951','0.6916','14153127.11','9887268.6','0.0435','-0.0211','0.0723','0.07354'),
('2024-07-11','0.6986','0.6979','0.6944','0.6909','18443131.4','12871426.06','0.0424','-0.0212','0.0671','0.07255'),
('2024-07-16','0.6975','0.6968','0.6933','0.6898','18443131.4','12851255.94','0.0408','-0.0213','0.0658','0.07251'),
('2024-07-18','0.6962','0.6955','0.692','0.6885','23030945.02','16018987.66','0.0388','-0.0214','0.0674','0.07254'),
('2024-07-23','0.6992','0.6985','0.695','0.6915','23030945.02','16087261.08','0.0433','-0.0211','0.0751','0.07253'),
('2024-07-25','0.699','0.6983','0.6948','0.6913','23030945.02','16082499.89','0.043','-0.0211','0.0775','0.07245'),
('2024-07-30','0.6969','0.6962','0.6927','0.6892','23030945.02','16033707.28','0.0399','-0.0213','0.079','0.07247'),
('2024-08-01','0.6986','0.6979','0.6944','0.6909','23030945.02','16074127.11','0.0424','-0.0211','0.0877','0.07229'),
('2024-08-06','0.6979','0.6972','0.6937','0.6902','23030945.02','16058204.89','0.0414','-0.0212','0.0853','0.07197'),
('2024-08-08','0.6962','0.6955','0.692','0.6885','23030945.02','16016916.47','0.0388','-0.0213','0.0953','0.07204'),
('2024-08-13','0.6955','0.6948','0.6913','0.6879','23030945.02','16002296.46','0.0378','-0.0213','0.0833','0.071'),
('2024-08-15','0.6963','0.6956','0.6921','0.6886','23030945.02','16020112.27','0.039','-0.0213','0.084','0.07039'),
('2024-08-20','0.699','0.6983','0.6948','0.6913','23030945.02','16082627.61','0.043','-0.021','0.0928','0.07046'),
('2024-08-22','0.7033','0.7026','0.6991','0.6956','23030945.02','16182303.42','0.0494','-0.0207','0.0944','0.07048'),
('2024-08-27','0.7052','0.7045','0.701','0.6975','23030945.02','16225770.51','0.0523','-0.0205','0.098','0.0704'),
('2024-08-29','0.7058','0.7051','0.7016','0.698','23030945.02','16238307.03','0.0532','-0.0204','0.1028','0.07039'),
('2024-09-03','0.7075','0.7068','0.7033','0.6997','23030945.02','16277386.04','0.0557','-0.0203','0.0973','0.07027'),
('2024-09-05','0.7104','0.7097','0.7062','0.7026','23030945.02','16344299.26','0.06','-0.02','0.0961','0.07005'),
('2024-09-10','0.7101','0.7094','0.7059','0.7023','23030945.02','16337459.76','0.0596','-0.02','0.1007','0.06992'),
('2024-09-12','0.7078','0.7071','0.7036','0.7','23030945.02','16284074.43','0.0562','-0.0202','0.1135','0.06982');