Class: Quickfix50Sp2::AllocationInstructionAlert::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

#initializeNoUnderlyings

Returns a new instance of NoUnderlyings.



324866
324867
324868
324869
324870
324871
324872
324873
324874
324875
324876
324877
324878
324879
324880
324881
324882
324883
324884
324885
324886
324887
324888
324889
324890
324891
324892
324893
324894
324895
324896
324897
324898
324899
324900
324901
324902
324903
324904
324905
324906
324907
324908
324909
324910
324911
324912
324913
324914
324915
324916
324917
324918
324919
324920
324921
324922
324923
324924
324925
324926
324927
324928
324929
324930
324931
324932
324933
324934
324935
324936
324937
324938
324939
324940
324941
324942
324943
324944
324945
324946
324947
324948
324949
324950
324951
324952
324953
324954
324955
324956
324957
324958
324959
324960
324961
324962
324963
324964
324965
324966
324967
324968
324969
324970
324971
324972
324973
324974
324975
324976
324977
324978
324979
324980
324981
324982
324983
324984
324985
324986
324987
324988
324989
324990
324991
324992
324993
324994
324995
324996
324997
324998
324999
325000
325001
325002
325003
325004
325005
325006
325007
325008
325009
325010
325011
325012
325013
325014
325015
325016
325017
325018
325019
325020
325021
325022
325023
325024
325025
325026
325027
325028
325029
325030
325031
325032
325033
325034
325035
325036
325037
325038
325039
325040
325041
325042
325043
325044
325045
325046
325047
325048
325049
325050
325051
325052
325053
325054
325055
325056
325057
# File 'lib/quickfix50sp2.rb', line 324866

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