Class: Quickfix50Sp2::SecurityDefinitionUpdateReport::NoUnderlyings
- Inherits:
-
Quickfix::Group
- Object
- ((swig_class *) SWIGTYPE_p_FIX__FieldMap->clientdata)->klass
- Quickfix::Group
- Quickfix50Sp2::SecurityDefinitionUpdateReport::NoUnderlyings
- 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
-
#initialize ⇒ NoUnderlyings
constructor
A new instance of NoUnderlyings.
Methods inherited from Quickfix::Group
#addGroup, #delim, #field, #getGroup, #hasGroup, #removeGroup, #replaceGroup
Constructor Details
#initialize ⇒ NoUnderlyings
Returns a new instance of NoUnderlyings.
311927 311928 311929 311930 311931 311932 311933 311934 311935 311936 311937 311938 311939 311940 311941 311942 311943 311944 311945 311946 311947 311948 311949 311950 311951 311952 311953 311954 311955 311956 311957 311958 311959 311960 311961 311962 311963 311964 311965 311966 311967 311968 311969 311970 311971 311972 311973 311974 311975 311976 311977 311978 311979 311980 311981 311982 311983 311984 311985 311986 311987 311988 311989 311990 311991 311992 311993 311994 311995 311996 311997 311998 311999 312000 312001 312002 312003 312004 312005 312006 312007 312008 312009 312010 312011 312012 312013 312014 312015 312016 312017 312018 312019 312020 312021 312022 312023 312024 312025 312026 312027 312028 312029 312030 312031 312032 312033 312034 312035 312036 312037 312038 312039 312040 312041 312042 312043 312044 312045 312046 312047 312048 312049 312050 312051 312052 312053 312054 312055 312056 312057 312058 312059 312060 312061 312062 312063 312064 312065 312066 312067 312068 312069 312070 312071 312072 312073 312074 312075 312076 312077 312078 312079 312080 312081 312082 312083 312084 312085 312086 312087 312088 312089 312090 312091 312092 312093 312094 312095 312096 312097 312098 312099 312100 312101 312102 312103 312104 312105 312106 312107 312108 312109 312110 312111 312112 312113 312114 312115 312116 312117 312118 |
# File 'lib/quickfix50sp2.rb', line 311927 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 |