Class: Quickfix50Sp2::SecurityListUpdateReport::NoRelatedSym::NoUnderlyings

Inherits:
Quickfix::Group
  • Object
show all
Defined in:
lib/quickfix50sp2.rb

Defined Under Namespace

Classes: NoUnderlyingAdditionalTerms, NoUnderlyingAssetAttributes, NoUnderlyingBusinessCenters, NoUnderlyingCashSettlTerms, NoUnderlyingComplexEvents, NoUnderlyingDividendPayments, NoUnderlyingEvents, NoUnderlyingExtraordinaryEvents, NoUnderlyingMarketDisruptionEvents, NoUnderlyingMarketDisruptionFallbackReferencePrices, NoUnderlyingMarketDisruptionFallbacks, NoUnderlyingOptionExerciseBusinessCenters, NoUnderlyingOptionExerciseDates, NoUnderlyingOptionExerciseExpirationDateBusinessCenters, NoUnderlyingOptionExerciseExpirationDates, NoUnderlyingPhysicalSettlTerms, NoUnderlyingPricingDateBusinessCenters, NoUnderlyingProtectionTerms, NoUnderlyingProvisions, NoUnderlyingRateSpreadSteps, NoUnderlyingSecondaryAssetClasses, NoUnderlyingSecurityAltID, NoUnderlyingSettlMethodElectionDateBusinessCenters, NoUnderlyingStips, NoUnderlyingStreams, NoUndlyInstrumentParties

Instance Method Summary collapse

Methods inherited from Quickfix::Group

#addGroup, #delim, #field, #getGroup, #hasGroup, #removeGroup, #replaceGroup

Constructor Details

#initialize ⇒ NoUnderlyings

Returns a new instance of NoUnderlyings.



317702
317703
317704
317705
317706
317707
317708
317709
317710
317711
317712
317713
317714
317715
317716
317717
317718
317719
317720
317721
317722
317723
317724
317725
317726
317727
317728
317729
317730
317731
317732
317733
317734
317735
317736
317737
317738
317739
317740
317741
317742
317743
317744
317745
317746
317747
317748
317749
317750
317751
317752
317753
317754
317755
317756
317757
317758
317759
317760
317761
317762
317763
317764
317765
317766
317767
317768
317769
317770
317771
317772
317773
317774
317775
317776
317777
317778
317779
317780
317781
317782
317783
317784
317785
317786
317787
317788
317789
317790
317791
317792
317793
317794
317795
317796
317797
317798
317799
317800
317801
317802
317803
317804
317805
317806
317807
317808
317809
317810
317811
317812
317813
317814
317815
317816
317817
317818
317819
317820
317821
317822
317823
317824
317825
317826
317827
317828
317829
317830
317831
317832
317833
317834
317835
317836
317837
317838
317839
317840
317841
317842
317843
317844
317845
317846
317847
317848
317849
317850
317851
317852
317853
317854
317855
317856
317857
317858
317859
317860
317861
317862
317863
317864
317865
317866
317867
317868
317869
317870
317871
317872
317873
317874
317875
317876
317877
317878
317879
317880
317881
317882
317883
317884
317885
317886
317887
317888
317889
317890
317891
317892
317893
# File 'lib/quickfix50sp2.rb', line 317702

def initialize
	order = Quickfix::IntArray.new(188)
	order[0] = 311
	order[1] = 312
	order[2] = 309
	order[3] = 305
	order[4] = 2874
	order[5] = 462
	order[6] = 463
	order[7] = 2894
	order[8] = 310
	order[9] = 763
	order[10] = 313
	order[11] = 542
	order[12] = 1213
	order[13] = 1837
	order[14] = 241
	order[15] = 1453
	order[16] = 1454
	order[17] = 2614
	order[18] = 2615
	order[19] = 2921
	order[20] = 2616
	order[21] = 2617
	order[22] = 2619
	order[23] = 1455
	order[24] = 1456
	order[25] = 1459
	order[26] = 1460
	order[27] = 242
	order[28] = 243
	order[29] = 244
	order[30] = 245
	order[31] = 246
	order[32] = 256
	order[33] = 595
	order[34] = 592
	order[35] = 593
	order[36] = 594
	order[37] = 247
	order[38] = 316
	order[39] = 941
	order[40] = 2917
	order[41] = 317
	order[42] = 436
	order[43] = 1437
	order[44] = 2363
	order[45] = 1441
	order[46] = 998
	order[47] = 1423
	order[48] = 1718
	order[49] = 2918
	order[50] = 1424
	order[51] = 1425
	order[52] = 1719
	order[53] = 2919
	order[54] = 1000
	order[55] = 1419
	order[56] = 1526
	order[57] = 2920
	order[58] = 435
	order[59] = 308
	order[60] = 306
	order[61] = 362
	order[62] = 363
	order[63] = 2742
	order[64] = 2720
	order[65] = 2721
	order[66] = 2722
	order[67] = 2723
	order[68] = 2724
	order[69] = 307
	order[70] = 364
	order[71] = 365
	order[72] = 877
	order[73] = 878
	order[74] = 972
	order[75] = 318
	order[76] = 2916
	order[77] = 879
	order[78] = 975
	order[79] = 973
	order[80] = 974
	order[81] = 810
	order[82] = 882
	order[83] = 883
	order[84] = 884
	order[85] = 885
	order[86] = 886
	order[87] = 2885
	order[88] = 2886
	order[89] = 1044
	order[90] = 1045
	order[91] = 1046
	order[92] = 1038
	order[93] = 1039
	order[94] = 315
	order[95] = 2683
	order[96] = 2687
	order[97] = 1988
	order[98] = 1989
	order[99] = 1990
	order[100] = 1991
	order[101] = 1992
	order[102] = 1993
	order[103] = 2881
	order[104] = 1994
	order[105] = 1995
	order[106] = 1996
	order[107] = 1997
	order[108] = 2620
	order[109] = 2621
	order[110] = 1998
	order[111] = 1999
	order[112] = 2000
	order[113] = 2003
	order[114] = 2004
	order[115] = 2005
	order[116] = 2006
	order[117] = 2284
	order[118] = 2285
	order[119] = 2286
	order[120] = 2287
	order[121] = 2288
	order[122] = 2007
	order[123] = 2008
	order[124] = 2009
	order[125] = 2010
	order[126] = 2011
	order[127] = 2012
	order[128] = 2491
	order[129] = 2013
	order[130] = 2014
	order[131] = 2015
	order[132] = 2744
	order[133] = 2016
	order[134] = 2289
	order[135] = 2017
	order[136] = 2018
	order[137] = 2019
	order[138] = 2020
	order[139] = 2021
	order[140] = 2022
	order[141] = 2290
	order[142] = 2622
	order[143] = 2291
	order[144] = 2623
	order[145] = 2292
	order[146] = 2023
	order[147] = 2024
	order[148] = 2025
	order[149] = 2026
	order[150] = 2027
	order[151] = 2028
	order[152] = 2029
	order[153] = 2757
	order[154] = 2030
	order[155] = 2031
	order[156] = 2293
	order[157] = 2294
	order[158] = 2032
	order[159] = 2033
	order[160] = 2034
	order[161] = 2035
	order[162] = 2036
	order[163] = 2037
	order[164] = 2038
	order[165] = 2039
	order[166] = 2040
	order[167] = 2041
	order[168] = 2042
	order[169] = 2043
	order[170] = 2044
	order[171] = 41314
	order[172] = 41315
	order[173] = 2295
	order[174] = 2296
	order[175] = 2297
	order[176] = 2756
	order[177] = 2298
	order[178] = 2299
	order[179] = 2624
	order[180] = 2625
	order[181] = 2626
	order[182] = 2627
	order[183] = 2628
	order[184] = 2629
	order[185] = 2630
	order[186] = 2631
	order[187] = 0
	super(711, 311, order)
end