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# This file was automatically created by FeynRules 1.7.167
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# Mathematica version: 8.0 for Mac OS X x86 (64-bit) (November 6, 2010)
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# Date: Tue 7 May 2013 06:54:14
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from __future__ import division
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from object_library import all_particles, Particle
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import parameters as Param
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import propagators as Prop
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a = Particle(pdg_code = 22,
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Z = Particle(pdg_code = 23,
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W__plus__ = Particle(pdg_code = 24,
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W__minus__ = W__plus__.anti()
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g = Particle(pdg_code = 21,
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ghA = Particle(pdg_code = 9000001,
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ghA__tilde__ = ghA.anti()
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ghZ = Particle(pdg_code = 9000002,
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ghZ__tilde__ = ghZ.anti()
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ghWp = Particle(pdg_code = 9000003,
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antitexname = 'ghWp~',
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ghWp__tilde__ = ghWp.anti()
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ghWm = Particle(pdg_code = 9000004,
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antitexname = 'ghWm~',
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ghWm__tilde__ = ghWm.anti()
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ghG = Particle(pdg_code = 9000005,
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antitexname = 'ghG~',
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ghG__tilde__ = ghG.anti()
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ve = Particle(pdg_code = 12,
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ve__tilde__ = ve.anti()
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vm = Particle(pdg_code = 14,
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vm__tilde__ = vm.anti()
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vt = Particle(pdg_code = 16,
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vt__tilde__ = vt.anti()
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e__minus__ = Particle(pdg_code = 11,
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e__plus__ = e__minus__.anti()
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mu__minus__ = Particle(pdg_code = 13,
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mu__plus__ = mu__minus__.anti()
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ta__minus__ = Particle(pdg_code = 15,
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ta__plus__ = ta__minus__.anti()
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u = Particle(pdg_code = 2,
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u__tilde__ = u.anti()
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c = Particle(pdg_code = 4,
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c__tilde__ = c.anti()
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t = Particle(pdg_code = 6,
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t__tilde__ = t.anti()
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d = Particle(pdg_code = 1,
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d__tilde__ = d.anti()
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s = Particle(pdg_code = 3,
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s__tilde__ = s.anti()
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b = Particle(pdg_code = 5,
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b__tilde__ = b.anti()
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H = Particle(pdg_code = 25,
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G0 = Particle(pdg_code = 250,
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GoldstoneBoson = True,
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G__plus__ = Particle(pdg_code = 251,
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GoldstoneBoson = True,
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G__minus__ = G__plus__.anti()