Class: Quickfix50Sp2::AdjustedPositionReport::NoRelatedSym::NoStreams

Inherits:

Quickfix::Group

• Object
• ((swig_class *) SWIGTYPE_p_FIX__FieldMap->clientdata)->klass
• Quickfix::Group
• Quickfix50Sp2::AdjustedPositionReport::NoRelatedSym::NoStreams

Defined in:

lib/quickfix50sp2.rb

Defined Under Namespace

Classes: NoDeliverySchedules, NoDeliveryStreamCommoditySources, NoDeliveryStreamCycles, NoDividendAccrualPaymentDateBusinessCenters, NoDividendFXTriggerDateBusinessCenters, NoDividendPeriods, NoNonDeliverableFixingDates, NoPaymentSchedules, NoPaymentStreamCompoundingDates, NoPaymentStreamCompoundingDatesBusinessCenters, NoPaymentStreamFixingDateBusinessCenters, NoPaymentStreamFixingDates, NoPaymentStreamFormulas, NoPaymentStreamInitialFixingDateBusinessCenters, NoPaymentStreamNonDeliverableFixingDatesBusinessCenters, NoPaymentStreamPaymentDateBusinessCenters, NoPaymentStreamPaymentDates, NoPaymentStreamPricingBusinessCenters, NoPaymentStreamPricingDates, NoPaymentStreamPricingDays, NoPaymentStreamResetDateBusinessCenters, NoPaymentStubs, NoReturnRates, NoSettlRateFallbacks, NoStreamAssetAttributes, NoStreamCalculationPeriodBusinessCenters, NoStreamCalculationPeriodDates, NoStreamCommodityAltIDs, NoStreamCommodityDataSources, NoStreamCommoditySettlBusinessCenters, NoStreamCommoditySettlPeriods, NoStreamEffectiveDateBusinessCenters, NoStreamFirstPeriodStartDateBusinessCenters, NoStreamTerminationDateBusinessCenters

Instance Method Summary

• #initialize ⇒ NoStreams constructor

  A new instance of NoStreams.

Methods inherited from Quickfix::Group

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

Constructor Details

#initialize ⇒ NoStreams

Returns a new instance of NoStreams.

# File 'lib/quickfix50sp2.rb', line 321878

def initialize
	order = Quickfix::IntArray.new(135)
	order[0] = 40050
	order[1] = 41303
	order[2] = 40051
	order[3] = 42784
	order[4] = 42785
	order[5] = 40052
	order[6] = 40053
	order[7] = 41305
	order[8] = 40054
	order[9] = 40055
	order[10] = 42786
	order[11] = 42787
	order[12] = 41306
	order[13] = 41307
	order[14] = 41308
	order[15] = 41309
	order[16] = 41310
	order[17] = 41311
	order[18] = 41251
	order[19] = 41252
	order[20] = 41253
	order[21] = 41254
	order[22] = 41255
	order[23] = 41256
	order[24] = 41257
	order[25] = 42587
	order[26] = 41258
	order[27] = 41259
	order[28] = 41260
	order[29] = 41261
	order[30] = 41262
	order[31] = 41263
	order[32] = 41264
	order[33] = 41265
	order[34] = 41266
	order[35] = 41267
	order[36] = 41268
	order[37] = 41269
	order[38] = 41270
	order[39] = 41271
	order[40] = 41272
	order[41] = 41273
	order[42] = 41274
	order[43] = 41275
	order[44] = 41276
	order[45] = 40907
	order[46] = 40908
	order[47] = 40910
	order[48] = 40911
	order[49] = 40912
	order[50] = 40913
	order[51] = 40914
	order[52] = 40065
	order[53] = 40066
	order[54] = 40068
	order[55] = 40069
	order[56] = 40070
	order[57] = 40071
	order[58] = 40072
	order[59] = 41244
	order[60] = 41245
	order[61] = 40073
	order[62] = 40075
	order[63] = 40076
	order[64] = 40078
	order[65] = 40079
	order[66] = 40080
	order[67] = 40081
	order[68] = 40082
	order[69] = 40083
	order[70] = 40084
	order[71] = 41246
	order[72] = 41247
	order[73] = 41248
	order[74] = 40738
	order[75] = 40739
	order[76] = 40740
	order[77] = 42600
	order[78] = 40741
	order[79] = 40742
	order[80] = 43106
	order[81] = 40743
	order[82] = 40744
	order[83] = 40745
	order[84] = 40746
	order[85] = 40747
	order[86] = 42601
	order[87] = 42602
	order[88] = 42603
	order[89] = 42604
	order[90] = 40748
	order[91] = 40749
	order[92] = 40750
	order[93] = 41180
	order[94] = 41181
	order[95] = 41182
	order[96] = 41183
	order[97] = 41184
	order[98] = 41185
	order[99] = 41186
	order[100] = 42605
	order[101] = 40828
	order[102] = 40872
	order[103] = 41058
	order[104] = 41059
	order[105] = 41060
	order[106] = 41061
	order[107] = 41062
	order[108] = 42192
	order[109] = 42193
	order[110] = 41063
	order[111] = 41064
	order[112] = 41065
	order[113] = 41066
	order[114] = 41067
	order[115] = 41218
	order[116] = 41068
	order[117] = 41069
	order[118] = 41070
	order[119] = 41071
	order[120] = 41072
	order[121] = 41073
	order[122] = 41074
	order[123] = 41075
	order[124] = 41076
	order[125] = 41077
	order[126] = 41078
	order[127] = 41079
	order[128] = 41080
	order[129] = 43094
	order[130] = 41037
	order[131] = 40056
	order[132] = 40982
	order[133] = 40983
	order[134] = 0
	super(40049, 40050, order)
end