Context Navigation

Back to DMsimp

DMsimp: DMsimp_s_spin0.nb

File DMsimp_s_spin0.nb, 332.5 KB (added by mawatari, 9 years ago)
Mathematica notebook for the DMsimp s-channel spin-0 model

Line
1	(* Content-type: application/vnd.wolfram.mathematica *)
2
3	(* Wolfram Notebook File *)
4	(* http://www.wolfram.com/nb *)
5
6	(* CreatedBy='Mathematica 9.0' *)
7
8	(CacheID: 234)
9	(* Internal cache information:
10	NotebookFileLineBreakTest
11	NotebookFileLineBreakTest
12	NotebookDataPosition[ 157, 7]
13	NotebookDataLength[ 340304, 7059]
14	NotebookOptionsPosition[ 317848, 6472]
15	NotebookOutlinePosition[ 318185, 6487]
16	CellTagsIndexPosition[ 318142, 6484]
17	WindowFrame->Normal*)
18
19	(* Beginning of Notebook Content *)
20	Notebook[{
21	Cell[BoxData[
22	RowBox[{"Quit", "[", "]"}]], "Input",
23	CellChangeTimes->{{3.6035389591727333`^9, 3.6035389606320753`^9}, {
24	3.608281672604871^9, 3.608281673651908^9}, {3.6097575541555*^9,
25	3.609757557300255*^9}}],
26
27	Cell[BoxData[
28	RowBox[{
29	RowBox[{"$FeynRulesPath", "=",
30	RowBox[{
31	"SetDirectory", "[", "\"\<~/Documents/feynrules-current_3_7\>\"", "]"}]}],
32	";"}]], "Input",
33	CellChangeTimes->{{3.60353897829296^9, 3.603539043421093^9}, {
34	3.633332218679607^9, 3.6333322194542303`^9}, 3.633333796845446*^9, {
35	3.64301873415166^9, 3.64301873665499^9}, {3.6452720966860647`*^9,
36	3.645272098076991^9}, {3.647076372652458^9, 3.647076373114575*^9}}],
37
38	Cell[CellGroupData[{
39
40	Cell[BoxData[
41	RowBox[{"<<", "FeynRules`"}]], "Input",
42	CellChangeTimes->{{3.603539048879374^9, 3.603539054382785^9}, {
43	3.630748915770712^9, 3.630748916976617^9}}],
44
45	Cell[CellGroupData[{
46
47	Cell[BoxData["\<\" - FeynRules - \"\>"], "Print",
48	CellChangeTimes->{
49	3.6110361274817457`^9, 3.611036216598939^9, 3.6110367049806023`*^9,
50	3.611045876569394^9, 3.611046056835099^9, 3.61104651117745*^9,
51	3.616920484813521^9, 3.616921485363764^9, 3.616922083363084*^9,
52	3.6169222498253803`^9, 3.61692247671194^9, 3.6169225850237217`*^9,
53	3.626081965782981^9, 3.627485432509675^9, 3.62762805295048*^9,
54	3.6276356752872562`^9, 3.627800213057104^9, 3.6307489184278393`*^9,
55	3.63333222790595^9, 3.6333337902040663`^9, 3.633347976246666*^9,
56	3.6334297893921328`^9, 3.633759461568802^9, 3.633759633282177*^9,
57	3.633759726730798^9, {3.633759792106916^9, 3.633759815923191*^9},
58	3.633761293839384^9, 3.6337670547127237`^9, 3.635682215184022*^9,
59	3.635682934883945^9, 3.635760127197874^9, 3.635760175783587*^9,
60	3.6376406863896637`^9, 3.637640726419091^9, 3.637640758629774*^9,
61	3.637640958230589^9, 3.637641405244493^9, 3.637641495220693*^9,
62	3.637642208784834^9, 3.637642569793989^9, 3.6376426520030203`*^9,
63	3.637648124759632^9, 3.639376994064643^9, 3.639377077882502*^9,
64	3.639377201190076^9, 3.639377317501244^9, 3.639377410990694*^9,
65	3.639377513942395^9, 3.639377585687583^9, 3.639379644215146*^9,
66	3.639379726261013^9, 3.639388637108721^9, 3.639388668138874*^9,
67	3.639988974910592^9, 3.640510185967122^9, 3.641476026156052*^9,
68	3.641539935478367^9, 3.6416348653469257`^9, 3.641727097245332*^9,
69	3.64178949804799^9, 3.641789770803505^9, 3.6430232558014317`*^9, {
70	3.6430251332931433`^9, 3.643025158675023^9}, 3.643025218786581*^9,
71	3.645272106771387^9, 3.645273267771743^9, 3.6452749191028843`*^9,
72	3.645770337337294^9, 3.645780123516604^9, 3.645780416101548*^9,
73	3.64602634578681^9, 3.6463709293456306`^9, 3.646371738253957*^9,
74	3.646377062533774^9, 3.646388598051454^9, 3.646733866316379*^9,
75	3.646733955464802^9, 3.647076458494377^9, 3.647347856687975*^9,
76	3.649403273138598^9, 3.649404335728375^9, 3.6494051884010763`*^9}],
77
78	Cell[BoxData[
79	InterpretationBox[
80	RowBox[{"\<\"Version: \"\>", "\[InvisibleSpace]", "\<\"2.3.7\"\>",
81	"\[InvisibleSpace]",
82	RowBox[{"\<\" (\"\>", " ", "\<\"27 July 2015\"\>"}],
83	"\[InvisibleSpace]", "\<\").\"\>"}],
84	SequenceForm["Version: ", "2.3.7", " (" "27 July 2015", ")."],
85	Editable->False]], "Print",
86	CellChangeTimes->{
87	3.6110361274817457`^9, 3.611036216598939^9, 3.6110367049806023`*^9,
88	3.611045876569394^9, 3.611046056835099^9, 3.61104651117745*^9,
89	3.616920484813521^9, 3.616921485363764^9, 3.616922083363084*^9,
90	3.6169222498253803`^9, 3.61692247671194^9, 3.6169225850237217`*^9,
91	3.626081965782981^9, 3.627485432509675^9, 3.62762805295048*^9,
92	3.6276356752872562`^9, 3.627800213057104^9, 3.6307489184278393`*^9,
93	3.63333222790595^9, 3.6333337902040663`^9, 3.633347976246666*^9,
94	3.6334297893921328`^9, 3.633759461568802^9, 3.633759633282177*^9,
95	3.633759726730798^9, {3.633759792106916^9, 3.633759815923191*^9},
96	3.633761293839384^9, 3.6337670547127237`^9, 3.635682215184022*^9,
97	3.635682934883945^9, 3.635760127197874^9, 3.635760175783587*^9,
98	3.6376406863896637`^9, 3.637640726419091^9, 3.637640758629774*^9,
99	3.637640958230589^9, 3.637641405244493^9, 3.637641495220693*^9,
100	3.637642208784834^9, 3.637642569793989^9, 3.6376426520030203`*^9,
101	3.637648124759632^9, 3.639376994064643^9, 3.639377077882502*^9,
102	3.639377201190076^9, 3.639377317501244^9, 3.639377410990694*^9,
103	3.639377513942395^9, 3.639377585687583^9, 3.639379644215146*^9,
104	3.639379726261013^9, 3.639388637108721^9, 3.639388668138874*^9,
105	3.639988974910592^9, 3.640510185967122^9, 3.641476026156052*^9,
106	3.641539935478367^9, 3.6416348653469257`^9, 3.641727097245332*^9,
107	3.64178949804799^9, 3.641789770803505^9, 3.6430232558014317`*^9, {
108	3.6430251332931433`^9, 3.643025158675023^9}, 3.643025218786581*^9,
109	3.645272106771387^9, 3.645273267771743^9, 3.6452749191028843`*^9,
110	3.645770337337294^9, 3.645780123516604^9, 3.645780416101548*^9,
111	3.64602634578681^9, 3.6463709293456306`^9, 3.646371738253957*^9,
112	3.646377062533774^9, 3.646388598051454^9, 3.646733866316379*^9,
113	3.646733955464802^9, 3.647076458494377^9, 3.647347856687975*^9,
114	3.649403273138598^9, 3.649404335728375^9, 3.649405188445945*^9}],
115
116	Cell[BoxData["\<\"Authors: A. Alloul, N. Christensen, C. Degrande, C. Duhr, \
117	B. Fuks\"\>"], "Print",
118	CellChangeTimes->{
119	3.6110361274817457`^9, 3.611036216598939^9, 3.6110367049806023`*^9,
120	3.611045876569394^9, 3.611046056835099^9, 3.61104651117745*^9,
121	3.616920484813521^9, 3.616921485363764^9, 3.616922083363084*^9,
122	3.6169222498253803`^9, 3.61692247671194^9, 3.6169225850237217`*^9,
123	3.626081965782981^9, 3.627485432509675^9, 3.62762805295048*^9,
124	3.6276356752872562`^9, 3.627800213057104^9, 3.6307489184278393`*^9,
125	3.63333222790595^9, 3.6333337902040663`^9, 3.633347976246666*^9,
126	3.6334297893921328`^9, 3.633759461568802^9, 3.633759633282177*^9,
127	3.633759726730798^9, {3.633759792106916^9, 3.633759815923191*^9},
128	3.633761293839384^9, 3.6337670547127237`^9, 3.635682215184022*^9,
129	3.635682934883945^9, 3.635760127197874^9, 3.635760175783587*^9,
130	3.6376406863896637`^9, 3.637640726419091^9, 3.637640758629774*^9,
131	3.637640958230589^9, 3.637641405244493^9, 3.637641495220693*^9,
132	3.637642208784834^9, 3.637642569793989^9, 3.6376426520030203`*^9,
133	3.637648124759632^9, 3.639376994064643^9, 3.639377077882502*^9,
134	3.639377201190076^9, 3.639377317501244^9, 3.639377410990694*^9,
135	3.639377513942395^9, 3.639377585687583^9, 3.639379644215146*^9,
136	3.639379726261013^9, 3.639388637108721^9, 3.639388668138874*^9,
137	3.639988974910592^9, 3.640510185967122^9, 3.641476026156052*^9,
138	3.641539935478367^9, 3.6416348653469257`^9, 3.641727097245332*^9,
139	3.64178949804799^9, 3.641789770803505^9, 3.6430232558014317`*^9, {
140	3.6430251332931433`^9, 3.643025158675023^9}, 3.643025218786581*^9,
141	3.645272106771387^9, 3.645273267771743^9, 3.6452749191028843`*^9,
142	3.645770337337294^9, 3.645780123516604^9, 3.645780416101548*^9,
143	3.64602634578681^9, 3.6463709293456306`^9, 3.646371738253957*^9,
144	3.646377062533774^9, 3.646388598051454^9, 3.646733866316379*^9,
145	3.646733955464802^9, 3.647076458494377^9, 3.647347856687975*^9,
146	3.649403273138598^9, 3.649404335728375^9, 3.649405188447673*^9}],
147
148	Cell[BoxData["\<\" \"\>"], "Print",
149	CellChangeTimes->{
150	3.6110361274817457`^9, 3.611036216598939^9, 3.6110367049806023`*^9,
151	3.611045876569394^9, 3.611046056835099^9, 3.61104651117745*^9,
152	3.616920484813521^9, 3.616921485363764^9, 3.616922083363084*^9,
153	3.6169222498253803`^9, 3.61692247671194^9, 3.6169225850237217`*^9,
154	3.626081965782981^9, 3.627485432509675^9, 3.62762805295048*^9,
155	3.6276356752872562`^9, 3.627800213057104^9, 3.6307489184278393`*^9,
156	3.63333222790595^9, 3.6333337902040663`^9, 3.633347976246666*^9,
157	3.6334297893921328`^9, 3.633759461568802^9, 3.633759633282177*^9,
158	3.633759726730798^9, {3.633759792106916^9, 3.633759815923191*^9},
159	3.633761293839384^9, 3.6337670547127237`^9, 3.635682215184022*^9,
160	3.635682934883945^9, 3.635760127197874^9, 3.635760175783587*^9,
161	3.6376406863896637`^9, 3.637640726419091^9, 3.637640758629774*^9,
162	3.637640958230589^9, 3.637641405244493^9, 3.637641495220693*^9,
163	3.637642208784834^9, 3.637642569793989^9, 3.6376426520030203`*^9,
164	3.637648124759632^9, 3.639376994064643^9, 3.639377077882502*^9,
165	3.639377201190076^9, 3.639377317501244^9, 3.639377410990694*^9,
166	3.639377513942395^9, 3.639377585687583^9, 3.639379644215146*^9,
167	3.639379726261013^9, 3.639388637108721^9, 3.639388668138874*^9,
168	3.639988974910592^9, 3.640510185967122^9, 3.641476026156052*^9,
169	3.641539935478367^9, 3.6416348653469257`^9, 3.641727097245332*^9,
170	3.64178949804799^9, 3.641789770803505^9, 3.6430232558014317`*^9, {
171	3.6430251332931433`^9, 3.643025158675023^9}, 3.643025218786581*^9,
172	3.645272106771387^9, 3.645273267771743^9, 3.6452749191028843`*^9,
173	3.645770337337294^9, 3.645780123516604^9, 3.645780416101548*^9,
174	3.64602634578681^9, 3.6463709293456306`^9, 3.646371738253957*^9,
175	3.646377062533774^9, 3.646388598051454^9, 3.646733866316379*^9,
176	3.646733955464802^9, 3.647076458494377^9, 3.647347856687975*^9,
177	3.649403273138598^9, 3.649404335728375^9, 3.649405188449136*^9}],
178
179	Cell[BoxData["\<\"Please cite:\"\>"], "Print",
180	CellChangeTimes->{
181	3.6110361274817457`^9, 3.611036216598939^9, 3.6110367049806023`*^9,
182	3.611045876569394^9, 3.611046056835099^9, 3.61104651117745*^9,
183	3.616920484813521^9, 3.616921485363764^9, 3.616922083363084*^9,
184	3.6169222498253803`^9, 3.61692247671194^9, 3.6169225850237217`*^9,
185	3.626081965782981^9, 3.627485432509675^9, 3.62762805295048*^9,
186	3.6276356752872562`^9, 3.627800213057104^9, 3.6307489184278393`*^9,
187	3.63333222790595^9, 3.6333337902040663`^9, 3.633347976246666*^9,
188	3.6334297893921328`^9, 3.633759461568802^9, 3.633759633282177*^9,
189	3.633759726730798^9, {3.633759792106916^9, 3.633759815923191*^9},
190	3.633761293839384^9, 3.6337670547127237`^9, 3.635682215184022*^9,
191	3.635682934883945^9, 3.635760127197874^9, 3.635760175783587*^9,
192	3.6376406863896637`^9, 3.637640726419091^9, 3.637640758629774*^9,
193	3.637640958230589^9, 3.637641405244493^9, 3.637641495220693*^9,
194	3.637642208784834^9, 3.637642569793989^9, 3.6376426520030203`*^9,
195	3.637648124759632^9, 3.639376994064643^9, 3.639377077882502*^9,
196	3.639377201190076^9, 3.639377317501244^9, 3.639377410990694*^9,
197	3.639377513942395^9, 3.639377585687583^9, 3.639379644215146*^9,
198	3.639379726261013^9, 3.639388637108721^9, 3.639388668138874*^9,
199	3.639988974910592^9, 3.640510185967122^9, 3.641476026156052*^9,
200	3.641539935478367^9, 3.6416348653469257`^9, 3.641727097245332*^9,
201	3.64178949804799^9, 3.641789770803505^9, 3.6430232558014317`*^9, {
202	3.6430251332931433`^9, 3.643025158675023^9}, 3.643025218786581*^9,
203	3.645272106771387^9, 3.645273267771743^9, 3.6452749191028843`*^9,
204	3.645770337337294^9, 3.645780123516604^9, 3.645780416101548*^9,
205	3.64602634578681^9, 3.6463709293456306`^9, 3.646371738253957*^9,
206	3.646377062533774^9, 3.646388598051454^9, 3.646733866316379*^9,
207	3.646733955464802^9, 3.647076458494377^9, 3.647347856687975*^9,
208	3.649403273138598^9, 3.649404335728375^9, 3.6494051884506083`*^9}],
209
210	Cell[BoxData["\<\" - Comput.Phys.Commun.185:2250-2300,2014 \
211	(arXiv:1310.1921);\"\>"], "Print",
212	CellChangeTimes->{
213	3.6110361274817457`^9, 3.611036216598939^9, 3.6110367049806023`*^9,
214	3.611045876569394^9, 3.611046056835099^9, 3.61104651117745*^9,
215	3.616920484813521^9, 3.616921485363764^9, 3.616922083363084*^9,
216	3.6169222498253803`^9, 3.61692247671194^9, 3.6169225850237217`*^9,
217	3.626081965782981^9, 3.627485432509675^9, 3.62762805295048*^9,
218	3.6276356752872562`^9, 3.627800213057104^9, 3.6307489184278393`*^9,
219	3.63333222790595^9, 3.6333337902040663`^9, 3.633347976246666*^9,
220	3.6334297893921328`^9, 3.633759461568802^9, 3.633759633282177*^9,
221	3.633759726730798^9, {3.633759792106916^9, 3.633759815923191*^9},
222	3.633761293839384^9, 3.6337670547127237`^9, 3.635682215184022*^9,
223	3.635682934883945^9, 3.635760127197874^9, 3.635760175783587*^9,
224	3.6376406863896637`^9, 3.637640726419091^9, 3.637640758629774*^9,
225	3.637640958230589^9, 3.637641405244493^9, 3.637641495220693*^9,
226	3.637642208784834^9, 3.637642569793989^9, 3.6376426520030203`*^9,
227	3.637648124759632^9, 3.639376994064643^9, 3.639377077882502*^9,
228	3.639377201190076^9, 3.639377317501244^9, 3.639377410990694*^9,
229	3.639377513942395^9, 3.639377585687583^9, 3.639379644215146*^9,
230	3.639379726261013^9, 3.639388637108721^9, 3.639388668138874*^9,
231	3.639988974910592^9, 3.640510185967122^9, 3.641476026156052*^9,
232	3.641539935478367^9, 3.6416348653469257`^9, 3.641727097245332*^9,
233	3.64178949804799^9, 3.641789770803505^9, 3.6430232558014317`*^9, {
234	3.6430251332931433`^9, 3.643025158675023^9}, 3.643025218786581*^9,
235	3.645272106771387^9, 3.645273267771743^9, 3.6452749191028843`*^9,
236	3.645770337337294^9, 3.645780123516604^9, 3.645780416101548*^9,
237	3.64602634578681^9, 3.6463709293456306`^9, 3.646371738253957*^9,
238	3.646377062533774^9, 3.646388598051454^9, 3.646733866316379*^9,
239	3.646733955464802^9, 3.647076458494377^9, 3.647347856687975*^9,
240	3.649403273138598^9, 3.649404335728375^9, 3.649405188452148*^9}],
241
242	Cell[BoxData["\<\" - Comput.Phys.Commun.180:1614-1641,2009 \
243	(arXiv:0806.4194).\"\>"], "Print",
244	CellChangeTimes->{
245	3.6110361274817457`^9, 3.611036216598939^9, 3.6110367049806023`*^9,
246	3.611045876569394^9, 3.611046056835099^9, 3.61104651117745*^9,
247	3.616920484813521^9, 3.616921485363764^9, 3.616922083363084*^9,
248	3.6169222498253803`^9, 3.61692247671194^9, 3.6169225850237217`*^9,
249	3.626081965782981^9, 3.627485432509675^9, 3.62762805295048*^9,
250	3.6276356752872562`^9, 3.627800213057104^9, 3.6307489184278393`*^9,
251	3.63333222790595^9, 3.6333337902040663`^9, 3.633347976246666*^9,
252	3.6334297893921328`^9, 3.633759461568802^9, 3.633759633282177*^9,
253	3.633759726730798^9, {3.633759792106916^9, 3.633759815923191*^9},
254	3.633761293839384^9, 3.6337670547127237`^9, 3.635682215184022*^9,
255	3.635682934883945^9, 3.635760127197874^9, 3.635760175783587*^9,
256	3.6376406863896637`^9, 3.637640726419091^9, 3.637640758629774*^9,
257	3.637640958230589^9, 3.637641405244493^9, 3.637641495220693*^9,
258	3.637642208784834^9, 3.637642569793989^9, 3.6376426520030203`*^9,
259	3.637648124759632^9, 3.639376994064643^9, 3.639377077882502*^9,
260	3.639377201190076^9, 3.639377317501244^9, 3.639377410990694*^9,
261	3.639377513942395^9, 3.639377585687583^9, 3.639379644215146*^9,
262	3.639379726261013^9, 3.639388637108721^9, 3.639388668138874*^9,
263	3.639988974910592^9, 3.640510185967122^9, 3.641476026156052*^9,
264	3.641539935478367^9, 3.6416348653469257`^9, 3.641727097245332*^9,
265	3.64178949804799^9, 3.641789770803505^9, 3.6430232558014317`*^9, {
266	3.6430251332931433`^9, 3.643025158675023^9}, 3.643025218786581*^9,
267	3.645272106771387^9, 3.645273267771743^9, 3.6452749191028843`*^9,
268	3.645770337337294^9, 3.645780123516604^9, 3.645780416101548*^9,
269	3.64602634578681^9, 3.6463709293456306`^9, 3.646371738253957*^9,
270	3.646377062533774^9, 3.646388598051454^9, 3.646733866316379*^9,
271	3.646733955464802^9, 3.647076458494377^9, 3.647347856687975*^9,
272	3.649403273138598^9, 3.649404335728375^9, 3.649405188453771*^9}],
273
274	Cell[BoxData["\<\" \"\>"], "Print",
275	CellChangeTimes->{
276	3.6110361274817457`^9, 3.611036216598939^9, 3.6110367049806023`*^9,
277	3.611045876569394^9, 3.611046056835099^9, 3.61104651117745*^9,
278	3.616920484813521^9, 3.616921485363764^9, 3.616922083363084*^9,
279	3.6169222498253803`^9, 3.61692247671194^9, 3.6169225850237217`*^9,
280	3.626081965782981^9, 3.627485432509675^9, 3.62762805295048*^9,
281	3.6276356752872562`^9, 3.627800213057104^9, 3.6307489184278393`*^9,
282	3.63333222790595^9, 3.6333337902040663`^9, 3.633347976246666*^9,
283	3.6334297893921328`^9, 3.633759461568802^9, 3.633759633282177*^9,
284	3.633759726730798^9, {3.633759792106916^9, 3.633759815923191*^9},
285	3.633761293839384^9, 3.6337670547127237`^9, 3.635682215184022*^9,
286	3.635682934883945^9, 3.635760127197874^9, 3.635760175783587*^9,
287	3.6376406863896637`^9, 3.637640726419091^9, 3.637640758629774*^9,
288	3.637640958230589^9, 3.637641405244493^9, 3.637641495220693*^9,
289	3.637642208784834^9, 3.637642569793989^9, 3.6376426520030203`*^9,
290	3.637648124759632^9, 3.639376994064643^9, 3.639377077882502*^9,
291	3.639377201190076^9, 3.639377317501244^9, 3.639377410990694*^9,
292	3.639377513942395^9, 3.639377585687583^9, 3.639379644215146*^9,
293	3.639379726261013^9, 3.639388637108721^9, 3.639388668138874*^9,
294	3.639988974910592^9, 3.640510185967122^9, 3.641476026156052*^9,
295	3.641539935478367^9, 3.6416348653469257`^9, 3.641727097245332*^9,
296	3.64178949804799^9, 3.641789770803505^9, 3.6430232558014317`*^9, {
297	3.6430251332931433`^9, 3.643025158675023^9}, 3.643025218786581*^9,
298	3.645272106771387^9, 3.645273267771743^9, 3.6452749191028843`*^9,
299	3.645770337337294^9, 3.645780123516604^9, 3.645780416101548*^9,
300	3.64602634578681^9, 3.6463709293456306`^9, 3.646371738253957*^9,
301	3.646377062533774^9, 3.646388598051454^9, 3.646733866316379*^9,
302	3.646733955464802^9, 3.647076458494377^9, 3.647347856687975*^9,
303	3.649403273138598^9, 3.649404335728375^9, 3.6494051884553413`*^9}],
304
305	Cell[BoxData["\<\"http://feynrules.phys.ucl.ac.be\"\>"], "Print",
306	CellChangeTimes->{
307	3.6110361274817457`^9, 3.611036216598939^9, 3.6110367049806023`*^9,
308	3.611045876569394^9, 3.611046056835099^9, 3.61104651117745*^9,
309	3.616920484813521^9, 3.616921485363764^9, 3.616922083363084*^9,
310	3.6169222498253803`^9, 3.61692247671194^9, 3.6169225850237217`*^9,
311	3.626081965782981^9, 3.627485432509675^9, 3.62762805295048*^9,
312	3.6276356752872562`^9, 3.627800213057104^9, 3.6307489184278393`*^9,
313	3.63333222790595^9, 3.6333337902040663`^9, 3.633347976246666*^9,
314	3.6334297893921328`^9, 3.633759461568802^9, 3.633759633282177*^9,
315	3.633759726730798^9, {3.633759792106916^9, 3.633759815923191*^9},
316	3.633761293839384^9, 3.6337670547127237`^9, 3.635682215184022*^9,
317	3.635682934883945^9, 3.635760127197874^9, 3.635760175783587*^9,
318	3.6376406863896637`^9, 3.637640726419091^9, 3.637640758629774*^9,
319	3.637640958230589^9, 3.637641405244493^9, 3.637641495220693*^9,
320	3.637642208784834^9, 3.637642569793989^9, 3.6376426520030203`*^9,
321	3.637648124759632^9, 3.639376994064643^9, 3.639377077882502*^9,
322	3.639377201190076^9, 3.639377317501244^9, 3.639377410990694*^9,
323	3.639377513942395^9, 3.639377585687583^9, 3.639379644215146*^9,
324	3.639379726261013^9, 3.639388637108721^9, 3.639388668138874*^9,
325	3.639988974910592^9, 3.640510185967122^9, 3.641476026156052*^9,
326	3.641539935478367^9, 3.6416348653469257`^9, 3.641727097245332*^9,
327	3.64178949804799^9, 3.641789770803505^9, 3.6430232558014317`*^9, {
328	3.6430251332931433`^9, 3.643025158675023^9}, 3.643025218786581*^9,
329	3.645272106771387^9, 3.645273267771743^9, 3.6452749191028843`*^9,
330	3.645770337337294^9, 3.645780123516604^9, 3.645780416101548*^9,
331	3.64602634578681^9, 3.6463709293456306`^9, 3.646371738253957*^9,
332	3.646377062533774^9, 3.646388598051454^9, 3.646733866316379*^9,
333	3.646733955464802^9, 3.647076458494377^9, 3.647347856687975*^9,
334	3.649403273138598^9, 3.649404335728375^9, 3.649405188457313*^9}],
335
336	Cell[BoxData["\<\" \"\>"], "Print",
337	CellChangeTimes->{
338	3.6110361274817457`^9, 3.611036216598939^9, 3.6110367049806023`*^9,
339	3.611045876569394^9, 3.611046056835099^9, 3.61104651117745*^9,
340	3.616920484813521^9, 3.616921485363764^9, 3.616922083363084*^9,
341	3.6169222498253803`^9, 3.61692247671194^9, 3.6169225850237217`*^9,
342	3.626081965782981^9, 3.627485432509675^9, 3.62762805295048*^9,
343	3.6276356752872562`^9, 3.627800213057104^9, 3.6307489184278393`*^9,
344	3.63333222790595^9, 3.6333337902040663`^9, 3.633347976246666*^9,
345	3.6334297893921328`^9, 3.633759461568802^9, 3.633759633282177*^9,
346	3.633759726730798^9, {3.633759792106916^9, 3.633759815923191*^9},
347	3.633761293839384^9, 3.6337670547127237`^9, 3.635682215184022*^9,
348	3.635682934883945^9, 3.635760127197874^9, 3.635760175783587*^9,
349	3.6376406863896637`^9, 3.637640726419091^9, 3.637640758629774*^9,
350	3.637640958230589^9, 3.637641405244493^9, 3.637641495220693*^9,
351	3.637642208784834^9, 3.637642569793989^9, 3.6376426520030203`*^9,
352	3.637648124759632^9, 3.639376994064643^9, 3.639377077882502*^9,
353	3.639377201190076^9, 3.639377317501244^9, 3.639377410990694*^9,
354	3.639377513942395^9, 3.639377585687583^9, 3.639379644215146*^9,
355	3.639379726261013^9, 3.639388637108721^9, 3.639388668138874*^9,
356	3.639988974910592^9, 3.640510185967122^9, 3.641476026156052*^9,
357	3.641539935478367^9, 3.6416348653469257`^9, 3.641727097245332*^9,
358	3.64178949804799^9, 3.641789770803505^9, 3.6430232558014317`*^9, {
359	3.6430251332931433`^9, 3.643025158675023^9}, 3.643025218786581*^9,
360	3.645272106771387^9, 3.645273267771743^9, 3.6452749191028843`*^9,
361	3.645770337337294^9, 3.645780123516604^9, 3.645780416101548*^9,
362	3.64602634578681^9, 3.6463709293456306`^9, 3.646371738253957*^9,
363	3.646377062533774^9, 3.646388598051454^9, 3.646733866316379*^9,
364	3.646733955464802^9, 3.647076458494377^9, 3.647347856687975*^9,
365	3.649403273138598^9, 3.649404335728375^9, 3.64940518845918*^9}],
366
367	Cell[BoxData["\<\"The FeynRules palette can be opened using the command \
368	FRPalette[].\"\>"], "Print",
369	CellChangeTimes->{
370	3.6110361274817457`^9, 3.611036216598939^9, 3.6110367049806023`*^9,
371	3.611045876569394^9, 3.611046056835099^9, 3.61104651117745*^9,
372	3.616920484813521^9, 3.616921485363764^9, 3.616922083363084*^9,
373	3.6169222498253803`^9, 3.61692247671194^9, 3.6169225850237217`*^9,
374	3.626081965782981^9, 3.627485432509675^9, 3.62762805295048*^9,
375	3.6276356752872562`^9, 3.627800213057104^9, 3.6307489184278393`*^9,
376	3.63333222790595^9, 3.6333337902040663`^9, 3.633347976246666*^9,
377	3.6334297893921328`^9, 3.633759461568802^9, 3.633759633282177*^9,
378	3.633759726730798^9, {3.633759792106916^9, 3.633759815923191*^9},
379	3.633761293839384^9, 3.6337670547127237`^9, 3.635682215184022*^9,
380	3.635682934883945^9, 3.635760127197874^9, 3.635760175783587*^9,
381	3.6376406863896637`^9, 3.637640726419091^9, 3.637640758629774*^9,
382	3.637640958230589^9, 3.637641405244493^9, 3.637641495220693*^9,
383	3.637642208784834^9, 3.637642569793989^9, 3.6376426520030203`*^9,
384	3.637648124759632^9, 3.639376994064643^9, 3.639377077882502*^9,
385	3.639377201190076^9, 3.639377317501244^9, 3.639377410990694*^9,
386	3.639377513942395^9, 3.639377585687583^9, 3.639379644215146*^9,
387	3.639379726261013^9, 3.639388637108721^9, 3.639388668138874*^9,
388	3.639988974910592^9, 3.640510185967122^9, 3.641476026156052*^9,
389	3.641539935478367^9, 3.6416348653469257`^9, 3.641727097245332*^9,
390	3.64178949804799^9, 3.641789770803505^9, 3.6430232558014317`*^9, {
391	3.6430251332931433`^9, 3.643025158675023^9}, 3.643025218786581*^9,
392	3.645272106771387^9, 3.645273267771743^9, 3.6452749191028843`*^9,
393	3.645770337337294^9, 3.645780123516604^9, 3.645780416101548*^9,
394	3.64602634578681^9, 3.6463709293456306`^9, 3.646371738253957*^9,
395	3.646377062533774^9, 3.646388598051454^9, 3.646733866316379*^9,
396	3.646733955464802^9, 3.647076458494377^9, 3.647347856687975*^9,
397	3.649403273138598^9, 3.649404335728375^9, 3.649405188460844*^9}]
398	}, Open ]]
399	}, Open ]],
400
401	Cell[BoxData[
402	RowBox[{
403	RowBox[{"SetDirectory", "[",
404	RowBox[{"$FeynRulesPath", "<>", "\"\</Models/DMsimp\>\""}], "]"}],
405	";"}]], "Input",
406	CellChangeTimes->{{3.603539061006528^9, 3.603539075359961^9}, {
407	3.606550370901471^9, 3.606550372067235^9}, {3.608280713549712*^9,
408	3.608280720038208^9}, {3.608280848612903^9, 3.608280850051903*^9}, {
409	3.610078232055901^9, 3.610078244162396^9}, {3.611032810906569*^9,
410	3.611032811729677^9}, 3.611046032505571^9, {3.611046080564261*^9,
411	3.6110460835240393`^9}, {3.616920451742062^9, 3.616920454335582*^9}, {
412	3.61692081007111^9, 3.616920811789462^9}, {3.6169220902135057`*^9,
413	3.6169220916785192`^9}, {3.627800218613393^9, 3.6278002208210363`*^9}, {
414	3.630748932272941^9, 3.630748937906595^9}, {3.633332239193083*^9,
415	3.6333322403879013`^9}, 3.633333794100926^9, {3.633759468942481*^9,
416	3.6337594703175983`^9}, {3.635681641356083^9, 3.6356816446148367`*^9}, {
417	3.6376402973444223`^9, 3.6376402986547117`^9}, {3.639376919579711*^9,
418	3.639376921244483^9}, {3.6405100299897413`^9, 3.640510032443145*^9}, {
419	3.643018741816877^9, 3.643018742543559^9}, 3.643024926442786*^9, {
420	3.645273275267683^9, 3.645273276634437^9}, {3.645274930954957*^9,
421	3.645274932634717^9}, {3.645770163878159^9, 3.6457701691664543`*^9}, {
422	3.645780013280984^9, 3.645780013490704^9}, {3.646026237633871*^9,
423	3.6460262398106728`^9}, {3.6473477666176853`^9, 3.647347767847106*^9}, {
424	3.649402992381681^9, 3.6494029933443527`^9}}],
425
426	Cell[BoxData[""], "Input",
427	CellChangeTimes->{{3.603538963565145^9, 3.603538971919922^9}}],
428
429	Cell[CellGroupData[{
430
431	Cell[BoxData[
432	RowBox[{"LoadModel", "[",
433	RowBox[{
434	"\"\<SM.fr\>\"", ",", "\"\<dm_s_spin0.fr\>\"", ",",
435	"\"\<dm_s_spin0_ew.fr\>\""}], "]"}]], "Input",
436	CellChangeTimes->{{3.633332249125042^9, 3.633332249491701^9}, {
437	3.6337594763689528`^9, 3.6337594776507893`^9}, {3.6356816576884117`*^9,
438	3.6356816603749027`^9}, {3.637640302808282^9, 3.6376403082726*^9}, {
439	3.637640716438528^9, 3.6376407440268297`^9}, 3.643024914860723*^9, {
440	3.645273293611383^9, 3.6452732956188726`^9}, {3.645770176958198*^9,
441	3.645770177262162^9}, {3.646026243920371^9, 3.6460262460509453`*^9}, {
442	3.647347782049244^9, 3.64734778358805^9}, {3.64940300547442*^9,
443	3.649403021810585^9}, {3.6494051044305058`^9, 3.649405106795322*^9}}],
444
445	Cell[CellGroupData[{
446
447	Cell[BoxData["\<\"Merging model-files...\"\>"], "Print",
448	CellChangeTimes->{
449	3.603539276229219^9, 3.6035428651813183`^9, 3.603599911499213*^9,
450	3.603601342445846^9, 3.6036187190236464`^9, 3.6049467561305513`*^9,
451	3.6065503769323997`^9, 3.608280856221733^9, 3.608281631553297*^9,
452	3.608281690134647^9, 3.6082817251443768`^9, 3.608282107510787*^9,
453	3.6082824242562103`^9, 3.608352909441928^9, 3.6083540622806997`*^9,
454	3.6083541434032393`^9, 3.6083543240677567`^9, 3.608354614648614*^9,
455	3.608358025933999^9, 3.608358128623258^9, 3.608359221131486*^9,
456	3.6084510618171864`^9, 3.609235764148369^9, 3.609236227349654*^9,
457	3.609757586028043^9, 3.610078214393291^9, 3.610078266654603*^9,
458	3.610078858102491^9, 3.610079022297451^9, 3.61007906477439*^9,
459	3.610097055075354^9, 3.6110328165448027`^9, 3.6110328622220716`*^9,
460	3.611033051920595^9, 3.611035756190256^9, 3.611035887624475*^9,
461	3.611036013590836^9, 3.611036133470861^9, 3.611036222009946*^9,
462	3.6110367119538603`^9, 3.6110458837561626`^9, 3.611046087381626*^9,
463	3.611046516578813^9, 3.616920494644947^9, 3.616921490449946*^9,
464	3.61692209555116^9, {3.616922235727729^9, 3.6169222557918653`*^9},
465	3.61692248266975^9, 3.616922590363521^9, 3.6260819710519257`*^9,
466	3.6274854451468067`^9, 3.627628058682411^9, 3.627635682746304*^9,
467	3.6278002260992823`^9, 3.630748955872439^9, 3.633332251206326*^9,
468	3.633333805271109^9, 3.6333479837150583`^9, 3.633429797615189*^9,
469	3.6337596440210867`^9, 3.633759736316864^9, {3.633759800942401*^9,
470	3.633759821611841^9}, 3.633761298716833^9, 3.633767060283568*^9,
471	3.6356822233246393`^9, 3.635682940927937^9, 3.635760132371312*^9,
472	3.635760181490759^9, {3.63764070672262^9, 3.637640731407392*^9},
473	3.637640785936223^9, 3.637640963641189^9, 3.6376414110670567`*^9,
474	3.637641502585011^9, 3.637642214642048^9, 3.637642577024967*^9,
475	3.63764265841442^9, 3.6376481321319447`^9, 3.6393770012564774`*^9,
476	3.639377083908358^9, 3.639377206661962^9, 3.639377325698201*^9,
477	3.639377417358796^9, 3.6393775234213247`^9, 3.639377592106596*^9,
478	3.639379649440363^9, 3.639379734329454^9, 3.639388644217759*^9,
479	3.639388674403668^9, 3.639988980372665^9, 3.640510194707777*^9,
480	3.6414760321905518`^9, 3.64153994214283^9, 3.6416348706083508`*^9,
481	3.641727103360285^9, 3.641789503957403^9, 3.641789776141971*^9,
482	3.643025165611589^9, 3.643025225125194^9, 3.645272117924819*^9,
483	3.645273299742169^9, 3.645274940197342^9, 3.645770345152109*^9,
484	3.6457801294682627`^9, 3.64578042170009^9, 3.646026354595029*^9,
485	3.646370936028935^9, 3.646371743777197^9, 3.646377068395289*^9,
486	3.64638860403161^9, 3.646733874256979^9, 3.6467339613477383`*^9,
487	3.647076465387384^9, 3.647347864730913^9, 3.649403280131568*^9,
488	3.649404342789527^9, 3.649405195055838^9}],
489
490	Cell[BoxData["\<\"This model implementation was created by\"\>"], "Print",
491	CellChangeTimes->{
492	3.603539276229219^9, 3.6035428651813183`^9, 3.603599911499213*^9,
493	3.603601342445846^9, 3.6036187190236464`^9, 3.6049467561305513`*^9,
494	3.6065503769323997`^9, 3.608280856221733^9, 3.608281631553297*^9,
495	3.608281690134647^9, 3.6082817251443768`^9, 3.608282107510787*^9,
496	3.6082824242562103`^9, 3.608352909441928^9, 3.6083540622806997`*^9,
497	3.6083541434032393`^9, 3.6083543240677567`^9, 3.608354614648614*^9,
498	3.608358025933999^9, 3.608358128623258^9, 3.608359221131486*^9,
499	3.6084510618171864`^9, 3.609235764148369^9, 3.609236227349654*^9,
500	3.609757586028043^9, 3.610078214393291^9, 3.610078266654603*^9,
501	3.610078858102491^9, 3.610079022297451^9, 3.61007906477439*^9,
502	3.610097055075354^9, 3.6110328165448027`^9, 3.6110328622220716`*^9,
503	3.611033051920595^9, 3.611035756190256^9, 3.611035887624475*^9,
504	3.611036013590836^9, 3.611036133470861^9, 3.611036222009946*^9,
505	3.6110367119538603`^9, 3.6110458837561626`^9, 3.611046087381626*^9,
506	3.611046516578813^9, 3.616920494644947^9, 3.616921490449946*^9,
507	3.61692209555116^9, {3.616922235727729^9, 3.6169222557918653`*^9},
508	3.61692248266975^9, 3.616922590363521^9, 3.6260819710519257`*^9,
509	3.6274854451468067`^9, 3.627628058682411^9, 3.627635682746304*^9,
510	3.6278002260992823`^9, 3.630748955872439^9, 3.633332251206326*^9,
511	3.633333805271109^9, 3.6333479837150583`^9, 3.633429797615189*^9,
512	3.6337596440210867`^9, 3.633759736316864^9, {3.633759800942401*^9,
513	3.633759821611841^9}, 3.633761298716833^9, 3.633767060283568*^9,
514	3.6356822233246393`^9, 3.635682940927937^9, 3.635760132371312*^9,
515	3.635760181490759^9, {3.63764070672262^9, 3.637640731407392*^9},
516	3.637640785936223^9, 3.637640963641189^9, 3.6376414110670567`*^9,
517	3.637641502585011^9, 3.637642214642048^9, 3.637642577024967*^9,
518	3.63764265841442^9, 3.6376481321319447`^9, 3.6393770012564774`*^9,
519	3.639377083908358^9, 3.639377206661962^9, 3.639377325698201*^9,
520	3.639377417358796^9, 3.6393775234213247`^9, 3.639377592106596*^9,
521	3.639379649440363^9, 3.639379734329454^9, 3.639388644217759*^9,
522	3.639388674403668^9, 3.639988980372665^9, 3.640510194707777*^9,
523	3.6414760321905518`^9, 3.64153994214283^9, 3.6416348706083508`*^9,
524	3.641727103360285^9, 3.641789503957403^9, 3.641789776141971*^9,
525	3.643025165611589^9, 3.643025225125194^9, 3.645272117924819*^9,
526	3.645273299742169^9, 3.645274940197342^9, 3.645770345152109*^9,
527	3.6457801294682627`^9, 3.64578042170009^9, 3.646026354595029*^9,
528	3.646370936028935^9, 3.646371743777197^9, 3.646377068395289*^9,
529	3.64638860403161^9, 3.646733874256979^9, 3.6467339613477383`*^9,
530	3.647076465387384^9, 3.647347864730913^9, 3.649403280131568*^9,
531	3.649404342789527^9, 3.64940519509337^9}],
532
533	Cell[BoxData["\<\"A. Martini, K. Mawatari, J. Wang, C. Zhang\"\>"], "Print",
534	CellChangeTimes->{
535	3.603539276229219^9, 3.6035428651813183`^9, 3.603599911499213*^9,
536	3.603601342445846^9, 3.6036187190236464`^9, 3.6049467561305513`*^9,
537	3.6065503769323997`^9, 3.608280856221733^9, 3.608281631553297*^9,
538	3.608281690134647^9, 3.6082817251443768`^9, 3.608282107510787*^9,
539	3.6082824242562103`^9, 3.608352909441928^9, 3.6083540622806997`*^9,
540	3.6083541434032393`^9, 3.6083543240677567`^9, 3.608354614648614*^9,
541	3.608358025933999^9, 3.608358128623258^9, 3.608359221131486*^9,
542	3.6084510618171864`^9, 3.609235764148369^9, 3.609236227349654*^9,
543	3.609757586028043^9, 3.610078214393291^9, 3.610078266654603*^9,
544	3.610078858102491^9, 3.610079022297451^9, 3.61007906477439*^9,
545	3.610097055075354^9, 3.6110328165448027`^9, 3.6110328622220716`*^9,
546	3.611033051920595^9, 3.611035756190256^9, 3.611035887624475*^9,
547	3.611036013590836^9, 3.611036133470861^9, 3.611036222009946*^9,
548	3.6110367119538603`^9, 3.6110458837561626`^9, 3.611046087381626*^9,
549	3.611046516578813^9, 3.616920494644947^9, 3.616921490449946*^9,
550	3.61692209555116^9, {3.616922235727729^9, 3.6169222557918653`*^9},
551	3.61692248266975^9, 3.616922590363521^9, 3.6260819710519257`*^9,
552	3.6274854451468067`^9, 3.627628058682411^9, 3.627635682746304*^9,
553	3.6278002260992823`^9, 3.630748955872439^9, 3.633332251206326*^9,
554	3.633333805271109^9, 3.6333479837150583`^9, 3.633429797615189*^9,
555	3.6337596440210867`^9, 3.633759736316864^9, {3.633759800942401*^9,
556	3.633759821611841^9}, 3.633761298716833^9, 3.633767060283568*^9,
557	3.6356822233246393`^9, 3.635682940927937^9, 3.635760132371312*^9,
558	3.635760181490759^9, {3.63764070672262^9, 3.637640731407392*^9},
559	3.637640785936223^9, 3.637640963641189^9, 3.6376414110670567`*^9,
560	3.637641502585011^9, 3.637642214642048^9, 3.637642577024967*^9,
561	3.63764265841442^9, 3.6376481321319447`^9, 3.6393770012564774`*^9,
562	3.639377083908358^9, 3.639377206661962^9, 3.639377325698201*^9,
563	3.639377417358796^9, 3.6393775234213247`^9, 3.639377592106596*^9,
564	3.639379649440363^9, 3.639379734329454^9, 3.639388644217759*^9,
565	3.639388674403668^9, 3.639988980372665^9, 3.640510194707777*^9,
566	3.6414760321905518`^9, 3.64153994214283^9, 3.6416348706083508`*^9,
567	3.641727103360285^9, 3.641789503957403^9, 3.641789776141971*^9,
568	3.643025165611589^9, 3.643025225125194^9, 3.645272117924819*^9,
569	3.645273299742169^9, 3.645274940197342^9, 3.645770345152109*^9,
570	3.6457801294682627`^9, 3.64578042170009^9, 3.646026354595029*^9,
571	3.646370936028935^9, 3.646371743777197^9, 3.646377068395289*^9,
572	3.64638860403161^9, 3.646733874256979^9, 3.6467339613477383`*^9,
573	3.647076465387384^9, 3.647347864730913^9, 3.649403280131568*^9,
574	3.649404342789527^9, 3.649405195095366^9}],
575
576	Cell[BoxData[
577	InterpretationBox[
578	RowBox[{"\<\"Model Version: \"\>", "\[InvisibleSpace]", "\<\"1.0\"\>"}],
579	SequenceForm["Model Version: ", "1.0"],
580	Editable->False]], "Print",
581	CellChangeTimes->{
582	3.603539276229219^9, 3.6035428651813183`^9, 3.603599911499213*^9,
583	3.603601342445846^9, 3.6036187190236464`^9, 3.6049467561305513`*^9,
584	3.6065503769323997`^9, 3.608280856221733^9, 3.608281631553297*^9,
585	3.608281690134647^9, 3.6082817251443768`^9, 3.608282107510787*^9,
586	3.6082824242562103`^9, 3.608352909441928^9, 3.6083540622806997`*^9,
587	3.6083541434032393`^9, 3.6083543240677567`^9, 3.608354614648614*^9,
588	3.608358025933999^9, 3.608358128623258^9, 3.608359221131486*^9,
589	3.6084510618171864`^9, 3.609235764148369^9, 3.609236227349654*^9,
590	3.609757586028043^9, 3.610078214393291^9, 3.610078266654603*^9,
591	3.610078858102491^9, 3.610079022297451^9, 3.61007906477439*^9,
592	3.610097055075354^9, 3.6110328165448027`^9, 3.6110328622220716`*^9,
593	3.611033051920595^9, 3.611035756190256^9, 3.611035887624475*^9,
594	3.611036013590836^9, 3.611036133470861^9, 3.611036222009946*^9,
595	3.6110367119538603`^9, 3.6110458837561626`^9, 3.611046087381626*^9,
596	3.611046516578813^9, 3.616920494644947^9, 3.616921490449946*^9,
597	3.61692209555116^9, {3.616922235727729^9, 3.6169222557918653`*^9},
598	3.61692248266975^9, 3.616922590363521^9, 3.6260819710519257`*^9,
599	3.6274854451468067`^9, 3.627628058682411^9, 3.627635682746304*^9,
600	3.6278002260992823`^9, 3.630748955872439^9, 3.633332251206326*^9,
601	3.633333805271109^9, 3.6333479837150583`^9, 3.633429797615189*^9,
602	3.6337596440210867`^9, 3.633759736316864^9, {3.633759800942401*^9,
603	3.633759821611841^9}, 3.633761298716833^9, 3.633767060283568*^9,
604	3.6356822233246393`^9, 3.635682940927937^9, 3.635760132371312*^9,
605	3.635760181490759^9, {3.63764070672262^9, 3.637640731407392*^9},
606	3.637640785936223^9, 3.637640963641189^9, 3.6376414110670567`*^9,
607	3.637641502585011^9, 3.637642214642048^9, 3.637642577024967*^9,
608	3.63764265841442^9, 3.6376481321319447`^9, 3.6393770012564774`*^9,
609	3.639377083908358^9, 3.639377206661962^9, 3.639377325698201*^9,
610	3.639377417358796^9, 3.6393775234213247`^9, 3.639377592106596*^9,
611	3.639379649440363^9, 3.639379734329454^9, 3.639388644217759*^9,
612	3.639388674403668^9, 3.639988980372665^9, 3.640510194707777*^9,
613	3.6414760321905518`^9, 3.64153994214283^9, 3.6416348706083508`*^9,
614	3.641727103360285^9, 3.641789503957403^9, 3.641789776141971*^9,
615	3.643025165611589^9, 3.643025225125194^9, 3.645272117924819*^9,
616	3.645273299742169^9, 3.645274940197342^9, 3.645770345152109*^9,
617	3.6457801294682627`^9, 3.64578042170009^9, 3.646026354595029*^9,
618	3.646370936028935^9, 3.646371743777197^9, 3.646377068395289*^9,
619	3.64638860403161^9, 3.646733874256979^9, 3.6467339613477383`*^9,
620	3.647076465387384^9, 3.647347864730913^9, 3.649403280131568*^9,
621	3.649404342789527^9, 3.649405195097041^9}],
622
623	Cell[BoxData["\<\"Please cite\"\>"], "Print",
624	CellChangeTimes->{
625	3.603539276229219^9, 3.6035428651813183`^9, 3.603599911499213*^9,
626	3.603601342445846^9, 3.6036187190236464`^9, 3.6049467561305513`*^9,
627	3.6065503769323997`^9, 3.608280856221733^9, 3.608281631553297*^9,
628	3.608281690134647^9, 3.6082817251443768`^9, 3.608282107510787*^9,
629	3.6082824242562103`^9, 3.608352909441928^9, 3.6083540622806997`*^9,
630	3.6083541434032393`^9, 3.6083543240677567`^9, 3.608354614648614*^9,
631	3.608358025933999^9, 3.608358128623258^9, 3.608359221131486*^9,
632	3.6084510618171864`^9, 3.609235764148369^9, 3.609236227349654*^9,
633	3.609757586028043^9, 3.610078214393291^9, 3.610078266654603*^9,
634	3.610078858102491^9, 3.610079022297451^9, 3.61007906477439*^9,
635	3.610097055075354^9, 3.6110328165448027`^9, 3.6110328622220716`*^9,
636	3.611033051920595^9, 3.611035756190256^9, 3.611035887624475*^9,
637	3.611036013590836^9, 3.611036133470861^9, 3.611036222009946*^9,
638	3.6110367119538603`^9, 3.6110458837561626`^9, 3.611046087381626*^9,
639	3.611046516578813^9, 3.616920494644947^9, 3.616921490449946*^9,
640	3.61692209555116^9, {3.616922235727729^9, 3.6169222557918653`*^9},
641	3.61692248266975^9, 3.616922590363521^9, 3.6260819710519257`*^9,
642	3.6274854451468067`^9, 3.627628058682411^9, 3.627635682746304*^9,
643	3.6278002260992823`^9, 3.630748955872439^9, 3.633332251206326*^9,
644	3.633333805271109^9, 3.6333479837150583`^9, 3.633429797615189*^9,
645	3.6337596440210867`^9, 3.633759736316864^9, {3.633759800942401*^9,
646	3.633759821611841^9}, 3.633761298716833^9, 3.633767060283568*^9,
647	3.6356822233246393`^9, 3.635682940927937^9, 3.635760132371312*^9,
648	3.635760181490759^9, {3.63764070672262^9, 3.637640731407392*^9},
649	3.637640785936223^9, 3.637640963641189^9, 3.6376414110670567`*^9,
650	3.637641502585011^9, 3.637642214642048^9, 3.637642577024967*^9,
651	3.63764265841442^9, 3.6376481321319447`^9, 3.6393770012564774`*^9,
652	3.639377083908358^9, 3.639377206661962^9, 3.639377325698201*^9,
653	3.639377417358796^9, 3.6393775234213247`^9, 3.639377592106596*^9,
654	3.639379649440363^9, 3.639379734329454^9, 3.639388644217759*^9,
655	3.639388674403668^9, 3.639988980372665^9, 3.640510194707777*^9,
656	3.6414760321905518`^9, 3.64153994214283^9, 3.6416348706083508`*^9,
657	3.641727103360285^9, 3.641789503957403^9, 3.641789776141971*^9,
658	3.643025165611589^9, 3.643025225125194^9, 3.645272117924819*^9,
659	3.645273299742169^9, 3.645274940197342^9, 3.645770345152109*^9,
660	3.6457801294682627`^9, 3.64578042170009^9, 3.646026354595029*^9,
661	3.646370936028935^9, 3.646371743777197^9, 3.646377068395289*^9,
662	3.64638860403161^9, 3.646733874256979^9, 3.6467339613477383`*^9,
663	3.647076465387384^9, 3.647347864730913^9, 3.649403280131568*^9,
664	3.649404342789527^9, 3.649405195098624^9}],
665
666	Cell[BoxData["\<\"O. Mattelaer et al., arXiv:1508.00564\"\>"], "Print",
667	CellChangeTimes->{
668	3.603539276229219^9, 3.6035428651813183`^9, 3.603599911499213*^9,
669	3.603601342445846^9, 3.6036187190236464`^9, 3.6049467561305513`*^9,
670	3.6065503769323997`^9, 3.608280856221733^9, 3.608281631553297*^9,
671	3.608281690134647^9, 3.6082817251443768`^9, 3.608282107510787*^9,
672	3.6082824242562103`^9, 3.608352909441928^9, 3.6083540622806997`*^9,
673	3.6083541434032393`^9, 3.6083543240677567`^9, 3.608354614648614*^9,
674	3.608358025933999^9, 3.608358128623258^9, 3.608359221131486*^9,
675	3.6084510618171864`^9, 3.609235764148369^9, 3.609236227349654*^9,
676	3.609757586028043^9, 3.610078214393291^9, 3.610078266654603*^9,
677	3.610078858102491^9, 3.610079022297451^9, 3.61007906477439*^9,
678	3.610097055075354^9, 3.6110328165448027`^9, 3.6110328622220716`*^9,
679	3.611033051920595^9, 3.611035756190256^9, 3.611035887624475*^9,
680	3.611036013590836^9, 3.611036133470861^9, 3.611036222009946*^9,
681	3.6110367119538603`^9, 3.6110458837561626`^9, 3.611046087381626*^9,
682	3.611046516578813^9, 3.616920494644947^9, 3.616921490449946*^9,
683	3.61692209555116^9, {3.616922235727729^9, 3.6169222557918653`*^9},
684	3.61692248266975^9, 3.616922590363521^9, 3.6260819710519257`*^9,
685	3.6274854451468067`^9, 3.627628058682411^9, 3.627635682746304*^9,
686	3.6278002260992823`^9, 3.630748955872439^9, 3.633332251206326*^9,
687	3.633333805271109^9, 3.6333479837150583`^9, 3.633429797615189*^9,
688	3.6337596440210867`^9, 3.633759736316864^9, {3.633759800942401*^9,
689	3.633759821611841^9}, 3.633761298716833^9, 3.633767060283568*^9,
690	3.6356822233246393`^9, 3.635682940927937^9, 3.635760132371312*^9,
691	3.635760181490759^9, {3.63764070672262^9, 3.637640731407392*^9},
692	3.637640785936223^9, 3.637640963641189^9, 3.6376414110670567`*^9,
693	3.637641502585011^9, 3.637642214642048^9, 3.637642577024967*^9,
694	3.63764265841442^9, 3.6376481321319447`^9, 3.6393770012564774`*^9,
695	3.639377083908358^9, 3.639377206661962^9, 3.639377325698201*^9,
696	3.639377417358796^9, 3.6393775234213247`^9, 3.639377592106596*^9,
697	3.639379649440363^9, 3.639379734329454^9, 3.639388644217759*^9,
698	3.639388674403668^9, 3.639988980372665^9, 3.640510194707777*^9,
699	3.6414760321905518`^9, 3.64153994214283^9, 3.6416348706083508`*^9,
700	3.641727103360285^9, 3.641789503957403^9, 3.641789776141971*^9,
701	3.643025165611589^9, 3.643025225125194^9, 3.645272117924819*^9,
702	3.645273299742169^9, 3.645274940197342^9, 3.645770345152109*^9,
703	3.6457801294682627`^9, 3.64578042170009^9, 3.646026354595029*^9,
704	3.646370936028935^9, 3.646371743777197^9, 3.646377068395289*^9,
705	3.64638860403161^9, 3.646733874256979^9, 3.6467339613477383`*^9,
706	3.647076465387384^9, 3.647347864730913^9, 3.649403280131568*^9,
707	3.649404342789527^9, 3.649405195100688^9}],
708
709	Cell[BoxData["\<\"M. Backovic et al., arXiv:1508.05327\"\>"], "Print",
710	CellChangeTimes->{
711	3.603539276229219^9, 3.6035428651813183`^9, 3.603599911499213*^9,
712	3.603601342445846^9, 3.6036187190236464`^9, 3.6049467561305513`*^9,
713	3.6065503769323997`^9, 3.608280856221733^9, 3.608281631553297*^9,
714	3.608281690134647^9, 3.6082817251443768`^9, 3.608282107510787*^9,
715	3.6082824242562103`^9, 3.608352909441928^9, 3.6083540622806997`*^9,
716	3.6083541434032393`^9, 3.6083543240677567`^9, 3.608354614648614*^9,
717	3.608358025933999^9, 3.608358128623258^9, 3.608359221131486*^9,
718	3.6084510618171864`^9, 3.609235764148369^9, 3.609236227349654*^9,
719	3.609757586028043^9, 3.610078214393291^9, 3.610078266654603*^9,
720	3.610078858102491^9, 3.610079022297451^9, 3.61007906477439*^9,
721	3.610097055075354^9, 3.6110328165448027`^9, 3.6110328622220716`*^9,
722	3.611033051920595^9, 3.611035756190256^9, 3.611035887624475*^9,
723	3.611036013590836^9, 3.611036133470861^9, 3.611036222009946*^9,
724	3.6110367119538603`^9, 3.6110458837561626`^9, 3.611046087381626*^9,
725	3.611046516578813^9, 3.616920494644947^9, 3.616921490449946*^9,
726	3.61692209555116^9, {3.616922235727729^9, 3.6169222557918653`*^9},
727	3.61692248266975^9, 3.616922590363521^9, 3.6260819710519257`*^9,
728	3.6274854451468067`^9, 3.627628058682411^9, 3.627635682746304*^9,
729	3.6278002260992823`^9, 3.630748955872439^9, 3.633332251206326*^9,
730	3.633333805271109^9, 3.6333479837150583`^9, 3.633429797615189*^9,
731	3.6337596440210867`^9, 3.633759736316864^9, {3.633759800942401*^9,
732	3.633759821611841^9}, 3.633761298716833^9, 3.633767060283568*^9,
733	3.6356822233246393`^9, 3.635682940927937^9, 3.635760132371312*^9,
734	3.635760181490759^9, {3.63764070672262^9, 3.637640731407392*^9},
735	3.637640785936223^9, 3.637640963641189^9, 3.6376414110670567`*^9,
736	3.637641502585011^9, 3.637642214642048^9, 3.637642577024967*^9,
737	3.63764265841442^9, 3.6376481321319447`^9, 3.6393770012564774`*^9,
738	3.639377083908358^9, 3.639377206661962^9, 3.639377325698201*^9,
739	3.639377417358796^9, 3.6393775234213247`^9, 3.639377592106596*^9,
740	3.639379649440363^9, 3.639379734329454^9, 3.639388644217759*^9,
741	3.639388674403668^9, 3.639988980372665^9, 3.640510194707777*^9,
742	3.6414760321905518`^9, 3.64153994214283^9, 3.6416348706083508`*^9,
743	3.641727103360285^9, 3.641789503957403^9, 3.641789776141971*^9,
744	3.643025165611589^9, 3.643025225125194^9, 3.645272117924819*^9,
745	3.645273299742169^9, 3.645274940197342^9, 3.645770345152109*^9,
746	3.6457801294682627`^9, 3.64578042170009^9, 3.646026354595029*^9,
747	3.646370936028935^9, 3.646371743777197^9, 3.646377068395289*^9,
748	3.64638860403161^9, 3.646733874256979^9, 3.6467339613477383`*^9,
749	3.647076465387384^9, 3.647347864730913^9, 3.649403280131568*^9,
750	3.649404342789527^9, 3.649405195102693^9}],
751
752	Cell[BoxData["\<\"M. Neubert et al., arXiv:1508.xxxxx\"\>"], "Print",
753	CellChangeTimes->{
754	3.603539276229219^9, 3.6035428651813183`^9, 3.603599911499213*^9,
755	3.603601342445846^9, 3.6036187190236464`^9, 3.6049467561305513`*^9,
756	3.6065503769323997`^9, 3.608280856221733^9, 3.608281631553297*^9,
757	3.608281690134647^9, 3.6082817251443768`^9, 3.608282107510787*^9,
758	3.6082824242562103`^9, 3.608352909441928^9, 3.6083540622806997`*^9,
759	3.6083541434032393`^9, 3.6083543240677567`^9, 3.608354614648614*^9,
760	3.608358025933999^9, 3.608358128623258^9, 3.608359221131486*^9,
761	3.6084510618171864`^9, 3.609235764148369^9, 3.609236227349654*^9,
762	3.609757586028043^9, 3.610078214393291^9, 3.610078266654603*^9,
763	3.610078858102491^9, 3.610079022297451^9, 3.61007906477439*^9,
764	3.610097055075354^9, 3.6110328165448027`^9, 3.6110328622220716`*^9,
765	3.611033051920595^9, 3.611035756190256^9, 3.611035887624475*^9,
766	3.611036013590836^9, 3.611036133470861^9, 3.611036222009946*^9,
767	3.6110367119538603`^9, 3.6110458837561626`^9, 3.611046087381626*^9,
768	3.611046516578813^9, 3.616920494644947^9, 3.616921490449946*^9,
769	3.61692209555116^9, {3.616922235727729^9, 3.6169222557918653`*^9},
770	3.61692248266975^9, 3.616922590363521^9, 3.6260819710519257`*^9,
771	3.6274854451468067`^9, 3.627628058682411^9, 3.627635682746304*^9,
772	3.6278002260992823`^9, 3.630748955872439^9, 3.633332251206326*^9,
773	3.633333805271109^9, 3.6333479837150583`^9, 3.633429797615189*^9,
774	3.6337596440210867`^9, 3.633759736316864^9, {3.633759800942401*^9,
775	3.633759821611841^9}, 3.633761298716833^9, 3.633767060283568*^9,
776	3.6356822233246393`^9, 3.635682940927937^9, 3.635760132371312*^9,
777	3.635760181490759^9, {3.63764070672262^9, 3.637640731407392*^9},
778	3.637640785936223^9, 3.637640963641189^9, 3.6376414110670567`*^9,
779	3.637641502585011^9, 3.637642214642048^9, 3.637642577024967*^9,
780	3.63764265841442^9, 3.6376481321319447`^9, 3.6393770012564774`*^9,
781	3.639377083908358^9, 3.639377206661962^9, 3.639377325698201*^9,
782	3.639377417358796^9, 3.6393775234213247`^9, 3.639377592106596*^9,
783	3.639379649440363^9, 3.639379734329454^9, 3.639388644217759*^9,
784	3.639388674403668^9, 3.639988980372665^9, 3.640510194707777*^9,
785	3.6414760321905518`^9, 3.64153994214283^9, 3.6416348706083508`*^9,
786	3.641727103360285^9, 3.641789503957403^9, 3.641789776141971*^9,
787	3.643025165611589^9, 3.643025225125194^9, 3.645272117924819*^9,
788	3.645273299742169^9, 3.645274940197342^9, 3.645770345152109*^9,
789	3.6457801294682627`^9, 3.64578042170009^9, 3.646026354595029*^9,
790	3.646370936028935^9, 3.646371743777197^9, 3.646377068395289*^9,
791	3.64638860403161^9, 3.646733874256979^9, 3.6467339613477383`*^9,
792	3.647076465387384^9, 3.647347864730913^9, 3.649403280131568*^9,
793	3.649404342789527^9, 3.649405195104388^9}],
794
795	Cell[BoxData["\<\"http://feynrules.irmp.ucl.ac.be/wiki/DMsimp/\"\>"], "Print",
796	CellChangeTimes->{
797	3.603539276229219^9, 3.6035428651813183`^9, 3.603599911499213*^9,
798	3.603601342445846^9, 3.6036187190236464`^9, 3.6049467561305513`*^9,
799	3.6065503769323997`^9, 3.608280856221733^9, 3.608281631553297*^9,
800	3.608281690134647^9, 3.6082817251443768`^9, 3.608282107510787*^9,
801	3.6082824242562103`^9, 3.608352909441928^9, 3.6083540622806997`*^9,
802	3.6083541434032393`^9, 3.6083543240677567`^9, 3.608354614648614*^9,
803	3.608358025933999^9, 3.608358128623258^9, 3.608359221131486*^9,
804	3.6084510618171864`^9, 3.609235764148369^9, 3.609236227349654*^9,
805	3.609757586028043^9, 3.610078214393291^9, 3.610078266654603*^9,
806	3.610078858102491^9, 3.610079022297451^9, 3.61007906477439*^9,
807	3.610097055075354^9, 3.6110328165448027`^9, 3.6110328622220716`*^9,
808	3.611033051920595^9, 3.611035756190256^9, 3.611035887624475*^9,
809	3.611036013590836^9, 3.611036133470861^9, 3.611036222009946*^9,
810	3.6110367119538603`^9, 3.6110458837561626`^9, 3.611046087381626*^9,
811	3.611046516578813^9, 3.616920494644947^9, 3.616921490449946*^9,
812	3.61692209555116^9, {3.616922235727729^9, 3.6169222557918653`*^9},
813	3.61692248266975^9, 3.616922590363521^9, 3.6260819710519257`*^9,
814	3.6274854451468067`^9, 3.627628058682411^9, 3.627635682746304*^9,
815	3.6278002260992823`^9, 3.630748955872439^9, 3.633332251206326*^9,
816	3.633333805271109^9, 3.6333479837150583`^9, 3.633429797615189*^9,
817	3.6337596440210867`^9, 3.633759736316864^9, {3.633759800942401*^9,
818	3.633759821611841^9}, 3.633761298716833^9, 3.633767060283568*^9,
819	3.6356822233246393`^9, 3.635682940927937^9, 3.635760132371312*^9,
820	3.635760181490759^9, {3.63764070672262^9, 3.637640731407392*^9},
821	3.637640785936223^9, 3.637640963641189^9, 3.6376414110670567`*^9,
822	3.637641502585011^9, 3.637642214642048^9, 3.637642577024967*^9,
823	3.63764265841442^9, 3.6376481321319447`^9, 3.6393770012564774`*^9,
824	3.639377083908358^9, 3.639377206661962^9, 3.639377325698201*^9,
825	3.639377417358796^9, 3.6393775234213247`^9, 3.639377592106596*^9,
826	3.639379649440363^9, 3.639379734329454^9, 3.639388644217759*^9,
827	3.639388674403668^9, 3.639988980372665^9, 3.640510194707777*^9,
828	3.6414760321905518`^9, 3.64153994214283^9, 3.6416348706083508`*^9,
829	3.641727103360285^9, 3.641789503957403^9, 3.641789776141971*^9,
830	3.643025165611589^9, 3.643025225125194^9, 3.645272117924819*^9,
831	3.645273299742169^9, 3.645274940197342^9, 3.645770345152109*^9,
832	3.6457801294682627`^9, 3.64578042170009^9, 3.646026354595029*^9,
833	3.646370936028935^9, 3.646371743777197^9, 3.646377068395289*^9,
834	3.64638860403161^9, 3.646733874256979^9, 3.6467339613477383`*^9,
835	3.647076465387384^9, 3.647347864730913^9, 3.649403280131568*^9,
836	3.649404342789527^9, 3.649405195106065^9}],
837
838	Cell[BoxData["\<\"For more information, type ModelInformation[].\"\>"], \
839	"Print",
840	CellChangeTimes->{
841	3.603539276229219^9, 3.6035428651813183`^9, 3.603599911499213*^9,
842	3.603601342445846^9, 3.6036187190236464`^9, 3.6049467561305513`*^9,
843	3.6065503769323997`^9, 3.608280856221733^9, 3.608281631553297*^9,
844	3.608281690134647^9, 3.6082817251443768`^9, 3.608282107510787*^9,
845	3.6082824242562103`^9, 3.608352909441928^9, 3.6083540622806997`*^9,
846	3.6083541434032393`^9, 3.6083543240677567`^9, 3.608354614648614*^9,
847	3.608358025933999^9, 3.608358128623258^9, 3.608359221131486*^9,
848	3.6084510618171864`^9, 3.609235764148369^9, 3.609236227349654*^9,
849	3.609757586028043^9, 3.610078214393291^9, 3.610078266654603*^9,
850	3.610078858102491^9, 3.610079022297451^9, 3.61007906477439*^9,
851	3.610097055075354^9, 3.6110328165448027`^9, 3.6110328622220716`*^9,
852	3.611033051920595^9, 3.611035756190256^9, 3.611035887624475*^9,
853	3.611036013590836^9, 3.611036133470861^9, 3.611036222009946*^9,
854	3.6110367119538603`^9, 3.6110458837561626`^9, 3.611046087381626*^9,
855	3.611046516578813^9, 3.616920494644947^9, 3.616921490449946*^9,
856	3.61692209555116^9, {3.616922235727729^9, 3.6169222557918653`*^9},
857	3.61692248266975^9, 3.616922590363521^9, 3.6260819710519257`*^9,
858	3.6274854451468067`^9, 3.627628058682411^9, 3.627635682746304*^9,
859	3.6278002260992823`^9, 3.630748955872439^9, 3.633332251206326*^9,
860	3.633333805271109^9, 3.6333479837150583`^9, 3.633429797615189*^9,
861	3.6337596440210867`^9, 3.633759736316864^9, {3.633759800942401*^9,
862	3.633759821611841^9}, 3.633761298716833^9, 3.633767060283568*^9,
863	3.6356822233246393`^9, 3.635682940927937^9, 3.635760132371312*^9,
864	3.635760181490759^9, {3.63764070672262^9, 3.637640731407392*^9},
865	3.637640785936223^9, 3.637640963641189^9, 3.6376414110670567`*^9,
866	3.637641502585011^9, 3.637642214642048^9, 3.637642577024967*^9,
867	3.63764265841442^9, 3.6376481321319447`^9, 3.6393770012564774`*^9,
868	3.639377083908358^9, 3.639377206661962^9, 3.639377325698201*^9,
869	3.639377417358796^9, 3.6393775234213247`^9, 3.639377592106596*^9,
870	3.639379649440363^9, 3.639379734329454^9, 3.639388644217759*^9,
871	3.639388674403668^9, 3.639988980372665^9, 3.640510194707777*^9,
872	3.6414760321905518`^9, 3.64153994214283^9, 3.6416348706083508`*^9,
873	3.641727103360285^9, 3.641789503957403^9, 3.641789776141971*^9,
874	3.643025165611589^9, 3.643025225125194^9, 3.645272117924819*^9,
875	3.645273299742169^9, 3.645274940197342^9, 3.645770345152109*^9,
876	3.6457801294682627`^9, 3.64578042170009^9, 3.646026354595029*^9,
877	3.646370936028935^9, 3.646371743777197^9, 3.646377068395289*^9,
878	3.64638860403161^9, 3.646733874256979^9, 3.6467339613477383`*^9,
879	3.647076465387384^9, 3.647347864730913^9, 3.649403280131568*^9,
880	3.649404342789527^9, 3.6494051951076937`^9}],
881
882	Cell[BoxData["\<\"\"\>"], "Print",
883	CellChangeTimes->{
884	3.603539276229219^9, 3.6035428651813183`^9, 3.603599911499213*^9,
885	3.603601342445846^9, 3.6036187190236464`^9, 3.6049467561305513`*^9,
886	3.6065503769323997`^9, 3.608280856221733^9, 3.608281631553297*^9,
887	3.608281690134647^9, 3.6082817251443768`^9, 3.608282107510787*^9,
888	3.6082824242562103`^9, 3.608352909441928^9, 3.6083540622806997`*^9,
889	3.6083541434032393`^9, 3.6083543240677567`^9, 3.608354614648614*^9,
890	3.608358025933999^9, 3.608358128623258^9, 3.608359221131486*^9,
891	3.6084510618171864`^9, 3.609235764148369^9, 3.609236227349654*^9,
892	3.609757586028043^9, 3.610078214393291^9, 3.610078266654603*^9,
893	3.610078858102491^9, 3.610079022297451^9, 3.61007906477439*^9,
894	3.610097055075354^9, 3.6110328165448027`^9, 3.6110328622220716`*^9,
895	3.611033051920595^9, 3.611035756190256^9, 3.611035887624475*^9,
896	3.611036013590836^9, 3.611036133470861^9, 3.611036222009946*^9,
897	3.6110367119538603`^9, 3.6110458837561626`^9, 3.611046087381626*^9,
898	3.611046516578813^9, 3.616920494644947^9, 3.616921490449946*^9,
899	3.61692209555116^9, {3.616922235727729^9, 3.6169222557918653`*^9},
900	3.61692248266975^9, 3.616922590363521^9, 3.6260819710519257`*^9,
901	3.6274854451468067`^9, 3.627628058682411^9, 3.627635682746304*^9,
902	3.6278002260992823`^9, 3.630748955872439^9, 3.633332251206326*^9,
903	3.633333805271109^9, 3.6333479837150583`^9, 3.633429797615189*^9,
904	3.6337596440210867`^9, 3.633759736316864^9, {3.633759800942401*^9,
905	3.633759821611841^9}, 3.633761298716833^9, 3.633767060283568*^9,
906	3.6356822233246393`^9, 3.635682940927937^9, 3.635760132371312*^9,
907	3.635760181490759^9, {3.63764070672262^9, 3.637640731407392*^9},
908	3.637640785936223^9, 3.637640963641189^9, 3.6376414110670567`*^9,
909	3.637641502585011^9, 3.637642214642048^9, 3.637642577024967*^9,
910	3.63764265841442^9, 3.6376481321319447`^9, 3.6393770012564774`*^9,
911	3.639377083908358^9, 3.639377206661962^9, 3.639377325698201*^9,
912	3.639377417358796^9, 3.6393775234213247`^9, 3.639377592106596*^9,
913	3.639379649440363^9, 3.639379734329454^9, 3.639388644217759*^9,
914	3.639388674403668^9, 3.639988980372665^9, 3.640510194707777*^9,
915	3.6414760321905518`^9, 3.64153994214283^9, 3.6416348706083508`*^9,
916	3.641727103360285^9, 3.641789503957403^9, 3.641789776141971*^9,
917	3.643025165611589^9, 3.643025225125194^9, 3.645272117924819*^9,
918	3.645273299742169^9, 3.645274940197342^9, 3.645770345152109*^9,
919	3.6457801294682627`^9, 3.64578042170009^9, 3.646026354595029*^9,
920	3.646370936028935^9, 3.646371743777197^9, 3.646377068395289*^9,
921	3.64638860403161^9, 3.646733874256979^9, 3.6467339613477383`*^9,
922	3.647076465387384^9, 3.647347864730913^9, 3.649403280131568*^9,
923	3.649404342789527^9, 3.649405195109859^9}],
924
925	Cell[BoxData["\<\" - Loading particle classes.\"\>"], "Print",
926	CellChangeTimes->{
927	3.603539276229219^9, 3.6035428651813183`^9, 3.603599911499213*^9,
928	3.603601342445846^9, 3.6036187190236464`^9, 3.6049467561305513`*^9,
929	3.6065503769323997`^9, 3.608280856221733^9, 3.608281631553297*^9,
930	3.608281690134647^9, 3.6082817251443768`^9, 3.608282107510787*^9,
931	3.6082824242562103`^9, 3.608352909441928^9, 3.6083540622806997`*^9,
932	3.6083541434032393`^9, 3.6083543240677567`^9, 3.608354614648614*^9,
933	3.608358025933999^9, 3.608358128623258^9, 3.608359221131486*^9,
934	3.6084510618171864`^9, 3.609235764148369^9, 3.609236227349654*^9,
935	3.609757586028043^9, 3.610078214393291^9, 3.610078266654603*^9,
936	3.610078858102491^9, 3.610079022297451^9, 3.61007906477439*^9,
937	3.610097055075354^9, 3.6110328165448027`^9, 3.6110328622220716`*^9,
938	3.611033051920595^9, 3.611035756190256^9, 3.611035887624475*^9,
939	3.611036013590836^9, 3.611036133470861^9, 3.611036222009946*^9,
940	3.6110367119538603`^9, 3.6110458837561626`^9, 3.611046087381626*^9,
941	3.611046516578813^9, 3.616920494644947^9, 3.616921490449946*^9,
942	3.61692209555116^9, {3.616922235727729^9, 3.6169222557918653`*^9},
943	3.61692248266975^9, 3.616922590363521^9, 3.6260819710519257`*^9,
944	3.6274854451468067`^9, 3.627628058682411^9, 3.627635682746304*^9,
945	3.6278002260992823`^9, 3.630748955872439^9, 3.633332251206326*^9,
946	3.633333805271109^9, 3.6333479837150583`^9, 3.633429797615189*^9,
947	3.6337596440210867`^9, 3.633759736316864^9, {3.633759800942401*^9,
948	3.633759821611841^9}, 3.633761298716833^9, 3.633767060283568*^9,
949	3.6356822233246393`^9, 3.635682940927937^9, 3.635760132371312*^9,
950	3.635760181490759^9, {3.63764070672262^9, 3.637640731407392*^9},
951	3.637640785936223^9, 3.637640963641189^9, 3.6376414110670567`*^9,
952	3.637641502585011^9, 3.637642214642048^9, 3.637642577024967*^9,
953	3.63764265841442^9, 3.6376481321319447`^9, 3.6393770012564774`*^9,
954	3.639377083908358^9, 3.639377206661962^9, 3.639377325698201*^9,
955	3.639377417358796^9, 3.6393775234213247`^9, 3.639377592106596*^9,
956	3.639379649440363^9, 3.639379734329454^9, 3.639388644217759*^9,
957	3.639388674403668^9, 3.639988980372665^9, 3.640510194707777*^9,
958	3.6414760321905518`^9, 3.64153994214283^9, 3.6416348706083508`*^9,
959	3.641727103360285^9, 3.641789503957403^9, 3.641789776141971*^9,
960	3.643025165611589^9, 3.643025225125194^9, 3.645272117924819*^9,
961	3.645273299742169^9, 3.645274940197342^9, 3.645770345152109*^9,
962	3.6457801294682627`^9, 3.64578042170009^9, 3.646026354595029*^9,
963	3.646370936028935^9, 3.646371743777197^9, 3.646377068395289*^9,
964	3.64638860403161^9, 3.646733874256979^9, 3.6467339613477383`*^9,
965	3.647076465387384^9, 3.647347864730913^9, 3.649403280131568*^9,
966	3.649404342789527^9, 3.649405195111539^9}],
967
968	Cell[BoxData["\<\" - Loading gauge group classes.\"\>"], "Print",
969	CellChangeTimes->{
970	3.603539276229219^9, 3.6035428651813183`^9, 3.603599911499213*^9,
971	3.603601342445846^9, 3.6036187190236464`^9, 3.6049467561305513`*^9,
972	3.6065503769323997`^9, 3.608280856221733^9, 3.608281631553297*^9,
973	3.608281690134647^9, 3.6082817251443768`^9, 3.608282107510787*^9,
974	3.6082824242562103`^9, 3.608352909441928^9, 3.6083540622806997`*^9,
975	3.6083541434032393`^9, 3.6083543240677567`^9, 3.608354614648614*^9,
976	3.608358025933999^9, 3.608358128623258^9, 3.608359221131486*^9,
977	3.6084510618171864`^9, 3.609235764148369^9, 3.609236227349654*^9,
978	3.609757586028043^9, 3.610078214393291^9, 3.610078266654603*^9,
979	3.610078858102491^9, 3.610079022297451^9, 3.61007906477439*^9,
980	3.610097055075354^9, 3.6110328165448027`^9, 3.6110328622220716`*^9,
981	3.611033051920595^9, 3.611035756190256^9, 3.611035887624475*^9,
982	3.611036013590836^9, 3.611036133470861^9, 3.611036222009946*^9,
983	3.6110367119538603`^9, 3.6110458837561626`^9, 3.611046087381626*^9,
984	3.611046516578813^9, 3.616920494644947^9, 3.616921490449946*^9,
985	3.61692209555116^9, {3.616922235727729^9, 3.6169222557918653`*^9},
986	3.61692248266975^9, 3.616922590363521^9, 3.6260819710519257`*^9,
987	3.6274854451468067`^9, 3.627628058682411^9, 3.627635682746304*^9,
988	3.6278002260992823`^9, 3.630748955872439^9, 3.633332251206326*^9,
989	3.633333805271109^9, 3.6333479837150583`^9, 3.633429797615189*^9,
990	3.6337596440210867`^9, 3.633759736316864^9, {3.633759800942401*^9,
991	3.633759821611841^9}, 3.633761298716833^9, 3.633767060283568*^9,
992	3.6356822233246393`^9, 3.635682940927937^9, 3.635760132371312*^9,
993	3.635760181490759^9, {3.63764070672262^9, 3.637640731407392*^9},
994	3.637640785936223^9, 3.637640963641189^9, 3.6376414110670567`*^9,
995	3.637641502585011^9, 3.637642214642048^9, 3.637642577024967*^9,
996	3.63764265841442^9, 3.6376481321319447`^9, 3.6393770012564774`*^9,
997	3.639377083908358^9, 3.639377206661962^9, 3.639377325698201*^9,
998	3.639377417358796^9, 3.6393775234213247`^9, 3.639377592106596*^9,
999	3.639379649440363^9, 3.639379734329454^9, 3.639388644217759*^9,
1000	3.639388674403668^9, 3.639988980372665^9, 3.640510194707777*^9,
1001	3.6414760321905518`^9, 3.64153994214283^9, 3.6416348706083508`*^9,
1002	3.641727103360285^9, 3.641789503957403^9, 3.641789776141971*^9,
1003	3.643025165611589^9, 3.643025225125194^9, 3.645272117924819*^9,
1004	3.645273299742169^9, 3.645274940197342^9, 3.645770345152109*^9,
1005	3.6457801294682627`^9, 3.64578042170009^9, 3.646026354595029*^9,
1006	3.646370936028935^9, 3.646371743777197^9, 3.646377068395289*^9,
1007	3.64638860403161^9, 3.646733874256979^9, 3.6467339613477383`*^9,
1008	3.647076465387384^9, 3.647347864730913^9, 3.649403280131568*^9,
1009	3.649404342789527^9, 3.649405195261332^9}],
1010
1011	Cell[BoxData["\<\" - Loading parameter classes.\"\>"], "Print",
1012	CellChangeTimes->{
1013	3.603539276229219^9, 3.6035428651813183`^9, 3.603599911499213*^9,
1014	3.603601342445846^9, 3.6036187190236464`^9, 3.6049467561305513`*^9,
1015	3.6065503769323997`^9, 3.608280856221733^9, 3.608281631553297*^9,
1016	3.608281690134647^9, 3.6082817251443768`^9, 3.608282107510787*^9,
1017	3.6082824242562103`^9, 3.608352909441928^9, 3.6083540622806997`*^9,
1018	3.6083541434032393`^9, 3.6083543240677567`^9, 3.608354614648614*^9,
1019	3.608358025933999^9, 3.608358128623258^9, 3.608359221131486*^9,
1020	3.6084510618171864`^9, 3.609235764148369^9, 3.609236227349654*^9,
1021	3.609757586028043^9, 3.610078214393291^9, 3.610078266654603*^9,
1022	3.610078858102491^9, 3.610079022297451^9, 3.61007906477439*^9,
1023	3.610097055075354^9, 3.6110328165448027`^9, 3.6110328622220716`*^9,
1024	3.611033051920595^9, 3.611035756190256^9, 3.611035887624475*^9,
1025	3.611036013590836^9, 3.611036133470861^9, 3.611036222009946*^9,
1026	3.6110367119538603`^9, 3.6110458837561626`^9, 3.611046087381626*^9,
1027	3.611046516578813^9, 3.616920494644947^9, 3.616921490449946*^9,
1028	3.61692209555116^9, {3.616922235727729^9, 3.6169222557918653`*^9},
1029	3.61692248266975^9, 3.616922590363521^9, 3.6260819710519257`*^9,
1030	3.6274854451468067`^9, 3.627628058682411^9, 3.627635682746304*^9,
1031	3.6278002260992823`^9, 3.630748955872439^9, 3.633332251206326*^9,
1032	3.633333805271109^9, 3.6333479837150583`^9, 3.633429797615189*^9,
1033	3.6337596440210867`^9, 3.633759736316864^9, {3.633759800942401*^9,
1034	3.633759821611841^9}, 3.633761298716833^9, 3.633767060283568*^9,
1035	3.6356822233246393`^9, 3.635682940927937^9, 3.635760132371312*^9,
1036	3.635760181490759^9, {3.63764070672262^9, 3.637640731407392*^9},
1037	3.637640785936223^9, 3.637640963641189^9, 3.6376414110670567`*^9,
1038	3.637641502585011^9, 3.637642214642048^9, 3.637642577024967*^9,
1039	3.63764265841442^9, 3.6376481321319447`^9, 3.6393770012564774`*^9,
1040	3.639377083908358^9, 3.639377206661962^9, 3.639377325698201*^9,
1041	3.639377417358796^9, 3.6393775234213247`^9, 3.639377592106596*^9,
1042	3.639379649440363^9, 3.639379734329454^9, 3.639388644217759*^9,
1043	3.639388674403668^9, 3.639988980372665^9, 3.640510194707777*^9,
1044	3.6414760321905518`^9, 3.64153994214283^9, 3.6416348706083508`*^9,
1045	3.641727103360285^9, 3.641789503957403^9, 3.641789776141971*^9,
1046	3.643025165611589^9, 3.643025225125194^9, 3.645272117924819*^9,
1047	3.645273299742169^9, 3.645274940197342^9, 3.645770345152109*^9,
1048	3.6457801294682627`^9, 3.64578042170009^9, 3.646026354595029*^9,
1049	3.646370936028935^9, 3.646371743777197^9, 3.646377068395289*^9,
1050	3.64638860403161^9, 3.646733874256979^9, 3.6467339613477383`*^9,
1051	3.647076465387384^9, 3.647347864730913^9, 3.649403280131568*^9,
1052	3.649404342789527^9, 3.6494051953061943`^9}],
1053
1054	Cell[BoxData[
1055	InterpretationBox[
1056	RowBox[{"\<\"\\nModel \"\>", "\[InvisibleSpace]", "\<\"DMsimp_s_spin0\"\>",
1057	"\[InvisibleSpace]", "\<\" loaded.\"\>"}],
1058	SequenceForm["\nModel ", "DMsimp_s_spin0", " loaded."],
1059	Editable->False]], "Print",
1060	CellChangeTimes->{
1061	3.603539276229219^9, 3.6035428651813183`^9, 3.603599911499213*^9,
1062	3.603601342445846^9, 3.6036187190236464`^9, 3.6049467561305513`*^9,
1063	3.6065503769323997`^9, 3.608280856221733^9, 3.608281631553297*^9,
1064	3.608281690134647^9, 3.6082817251443768`^9, 3.608282107510787*^9,
1065	3.6082824242562103`^9, 3.608352909441928^9, 3.6083540622806997`*^9,
1066	3.6083541434032393`^9, 3.6083543240677567`^9, 3.608354614648614*^9,
1067	3.608358025933999^9, 3.608358128623258^9, 3.608359221131486*^9,
1068	3.6084510618171864`^9, 3.609235764148369^9, 3.609236227349654*^9,
1069	3.609757586028043^9, 3.610078214393291^9, 3.610078266654603*^9,
1070	3.610078858102491^9, 3.610079022297451^9, 3.61007906477439*^9,
1071	3.610097055075354^9, 3.6110328165448027`^9, 3.6110328622220716`*^9,
1072	3.611033051920595^9, 3.611035756190256^9, 3.611035887624475*^9,
1073	3.611036013590836^9, 3.611036133470861^9, 3.611036222009946*^9,
1074	3.6110367119538603`^9, 3.6110458837561626`^9, 3.611046087381626*^9,
1075	3.611046516578813^9, 3.616920494644947^9, 3.616921490449946*^9,
1076	3.61692209555116^9, {3.616922235727729^9, 3.6169222557918653`*^9},
1077	3.61692248266975^9, 3.616922590363521^9, 3.6260819710519257`*^9,
1078	3.6274854451468067`^9, 3.627628058682411^9, 3.627635682746304*^9,
1079	3.6278002260992823`^9, 3.630748955872439^9, 3.633332251206326*^9,
1080	3.633333805271109^9, 3.6333479837150583`^9, 3.633429797615189*^9,
1081	3.6337596440210867`^9, 3.633759736316864^9, {3.633759800942401*^9,
1082	3.633759821611841^9}, 3.633761298716833^9, 3.633767060283568*^9,
1083	3.6356822233246393`^9, 3.635682940927937^9, 3.635760132371312*^9,
1084	3.635760181490759^9, {3.63764070672262^9, 3.637640731407392*^9},
1085	3.637640785936223^9, 3.637640963641189^9, 3.6376414110670567`*^9,
1086	3.637641502585011^9, 3.637642214642048^9, 3.637642577024967*^9,
1087	3.63764265841442^9, 3.6376481321319447`^9, 3.6393770012564774`*^9,
1088	3.639377083908358^9, 3.639377206661962^9, 3.639377325698201*^9,
1089	3.639377417358796^9, 3.6393775234213247`^9, 3.639377592106596*^9,
1090	3.639379649440363^9, 3.639379734329454^9, 3.639388644217759*^9,
1091	3.639388674403668^9, 3.639988980372665^9, 3.640510194707777*^9,
1092	3.6414760321905518`^9, 3.64153994214283^9, 3.6416348706083508`*^9,
1093	3.641727103360285^9, 3.641789503957403^9, 3.641789776141971*^9,
1094	3.643025165611589^9, 3.643025225125194^9, 3.645272117924819*^9,
1095	3.645273299742169^9, 3.645274940197342^9, 3.645770345152109*^9,
1096	3.6457801294682627`^9, 3.64578042170009^9, 3.646026354595029*^9,
1097	3.646370936028935^9, 3.646371743777197^9, 3.646377068395289*^9,
1098	3.64638860403161^9, 3.646733874256979^9, 3.6467339613477383`*^9,
1099	3.647076465387384^9, 3.647347864730913^9, 3.649403280131568*^9,
1100	3.649404342789527^9, 3.649405195362912^9}]
1101	}, Open ]]
1102	}, Open ]],
1103
1104	Cell[CellGroupData[{
1105
1106	Cell[BoxData[
1107	RowBox[{"LoadRestriction", "[",
1108	RowBox[{"\"\<Cabibbo.rst\>\"", ",", "\"\<Massless_5f.rst\>\""}],
1109	"]"}]], "Input",
1110	CellChangeTimes->{{3.639376820290628^9, 3.6393768234379387`^9}, {
1111	3.6393770865564947`^9, 3.6393770912761908`^9}, {3.6393771858866796`*^9,
1112	3.6393771863740797`^9}, {3.639377466478868^9, 3.639377471110105*^9}, {
1113	3.6393796364789057`^9, 3.639379637142768^9}, {3.639989012839026*^9,
1114	3.639989036648665^9}, {3.641539947651075^9, 3.641539950365509*^9}, {
1115	3.641789785973187^9, 3.641789792194556^9}, {3.643025183012186*^9,
1116	3.643025185439151^9}, {3.645274945395602^9, 3.645274957019786*^9}, {
1117	3.6457800188411694`^9, 3.645780019775859^9}, {3.646377072375288*^9,
1118	3.646377083707752^9}, {3.646465411317153^9, 3.646465413430913*^9}}],
1119
1120	Cell[CellGroupData[{
1121
1122	Cell[BoxData[
1123	InterpretationBox[
1124	RowBox[{"\<\"Loading restrictions from \"\>",
1125	"\[InvisibleSpace]", "\<\"Cabibbo.rst\"\>",
1126	"\[InvisibleSpace]", "\<\" : \"\>", "\[InvisibleSpace]",
1127	DynamicBox[ToBoxes[PRIVATE`FR$restrictionCounter, StandardForm],
1128	ImageSizeCache->{16., {0., 8.}}], "\[InvisibleSpace]", "\<\" / \"\>",
1129	"\[InvisibleSpace]", "6"}],
1130	SequenceForm["Loading restrictions from ", "Cabibbo.rst", " : ",
1131	Dynamic[PRIVATE`FR$restrictionCounter], " / ", 6],
1132	Editable->False]], "Print",
1133	CellChangeTimes->{3.646733879107862^9, 3.646733965179865^9,
1134	3.647076468461007^9, 3.647347867464292^9, 3.649403286040627*^9,
1135	3.649404346434187^9, 3.649405199454411^9}],
1136
1137	Cell[BoxData[
1138	InterpretationBox[
1139	RowBox[{"\<\"Loading restrictions from \"\>",
1140	"\[InvisibleSpace]", "\<\"Massless_5f.rst\"\>",
1141	"\[InvisibleSpace]", "\<\" : \"\>", "\[InvisibleSpace]",
1142	DynamicBox[ToBoxes[PRIVATE`FR$restrictionCounter, StandardForm],
1143	ImageSizeCache->{16., {0., 8.}}], "\[InvisibleSpace]", "\<\" / \"\>",
1144	"\[InvisibleSpace]", "21"}],
1145	SequenceForm["Loading restrictions from ", "Massless_5f.rst", " : ",
1146	Dynamic[PRIVATE`FR$restrictionCounter], " / ", 21],
1147	Editable->False]], "Print",
1148	CellChangeTimes->{3.646733879107862^9, 3.646733965179865^9,
1149	3.647076468461007^9, 3.647347867464292^9, 3.649403286040627*^9,
1150	3.649404346434187^9, 3.649405199612493^9}],
1151
1152	Cell[BoxData["\<\"Restrictions loaded.\"\>"], "Print",
1153	CellChangeTimes->{3.646733879107862^9, 3.646733965179865^9,
1154	3.647076468461007^9, 3.647347867464292^9, 3.649403286040627*^9,
1155	3.649404346434187^9, 3.6494051997356853`^9}]
1156	}, Open ]]
1157	}, Open ]],
1158
1159	Cell[CellGroupData[{
1160
1161	Cell[BoxData[
1162	RowBox[{"(*",
1163	RowBox[{"LoadRestriction", "[",
1164	RowBox[{"\"\<DiagonalCKM.rst\>\"", ",", "\"\<Massless_5f.rst\>\""}], "]"}],
1165	"*)"}]], "Input",
1166	CellChangeTimes->{{3.6463770912666693`^9, 3.646377094581213^9}, {
1167	3.646465405450945^9, 3.646465408665985^9}}],
1168
1169	Cell[CellGroupData[{
1170
1171	Cell[BoxData[
1172	InterpretationBox[
1173	RowBox[{"\<\"Loading restrictions from \"\>",
1174	"\[InvisibleSpace]", "\<\"DiagonalCKM.rst\"\>",
1175	"\[InvisibleSpace]", "\<\" : \"\>", "\[InvisibleSpace]",
1176	DynamicBox[ToBoxes[PRIVATE`FR$restrictionCounter, StandardForm],
1177	ImageSizeCache->{234., {2., 9.}}], "\[InvisibleSpace]", "\<\" / \"\>",
1178	"\[InvisibleSpace]", "3"}],
1179	SequenceForm["Loading restrictions from ", "DiagonalCKM.rst", " : ",
1180	Dynamic[PRIVATE`FR$restrictionCounter], " / ", 3],
1181	Editable->False]], "Print",
1182	CellChangeTimes->{
1183	3.633429802306655^9, 3.633429905609647^9, 3.633759825766581*^9,
1184	3.633761301178506^9, 3.633767062560195^9, 3.63568273224512*^9,
1185	3.635682967881454^9, 3.635760185978702^9, 3.637640793234333*^9,
1186	3.6376409663453207`^9, 3.6376414136719303`^9, 3.63764154491444*^9,
1187	3.637642217600418^9, 3.63764258028148^9, 3.637642660905436*^9,
1188	3.637648137063446^9, 3.6393770036335373`^9, 3.639377101485468*^9,
1189	3.6393772091113167`^9, 3.639377330579913^9, 3.6393774205071917`*^9,
1190	3.6393775444189453`^9, 3.639377598580368^9, 3.6393796522052507`*^9,
1191	3.639379737341523^9, 3.639388647257901^9, 3.639989041644158*^9,
1192	3.640510201117528^9, 3.641476035981634^9, 3.641539952215021*^9,
1193	3.641634873333626^9, 3.641727111641016^9, 3.641789794796475*^9,
1194	3.643025228084968^9, 3.645272125469777^9, 3.645273303628559*^9, {
1195	3.6452749506689787`^9, 3.645274959391213^9}, 3.645770348976141*^9,
1196	3.645780133863399^9, 3.6457804245924997`^9, 3.6460263615142183`*^9,
1197	3.6463709387164497`^9, 3.646371746535939^9, 3.6463770982378063`*^9,
1198	3.646388607680099*^9}],
1199
1200	Cell[BoxData[
1201	InterpretationBox[
1202	RowBox[{"\<\"Loading restrictions from \"\>",
1203	"\[InvisibleSpace]", "\<\"Massless_5f.rst\"\>",
1204	"\[InvisibleSpace]", "\<\" : \"\>", "\[InvisibleSpace]",
1205	DynamicBox[ToBoxes[PRIVATE`FR$restrictionCounter, StandardForm],
1206	ImageSizeCache->{234., {2., 9.}}], "\[InvisibleSpace]", "\<\" / \"\>",
1207	"\[InvisibleSpace]", "21"}],
1208	SequenceForm["Loading restrictions from ", "Massless_5f.rst", " : ",
1209	Dynamic[PRIVATE`FR$restrictionCounter], " / ", 21],
1210	Editable->False]], "Print",
1211	CellChangeTimes->{
1212	3.633429802306655^9, 3.633429905609647^9, 3.633759825766581*^9,
1213	3.633761301178506^9, 3.633767062560195^9, 3.63568273224512*^9,
1214	3.635682967881454^9, 3.635760185978702^9, 3.637640793234333*^9,
1215	3.6376409663453207`^9, 3.6376414136719303`^9, 3.63764154491444*^9,
1216	3.637642217600418^9, 3.63764258028148^9, 3.637642660905436*^9,
1217	3.637648137063446^9, 3.6393770036335373`^9, 3.639377101485468*^9,
1218	3.6393772091113167`^9, 3.639377330579913^9, 3.6393774205071917`*^9,
1219	3.6393775444189453`^9, 3.639377598580368^9, 3.6393796522052507`*^9,
1220	3.639379737341523^9, 3.639388647257901^9, 3.639989041644158*^9,
1221	3.640510201117528^9, 3.641476035981634^9, 3.641539952215021*^9,
1222	3.641634873333626^9, 3.641727111641016^9, 3.641789794796475*^9,
1223	3.643025228084968^9, 3.645272125469777^9, 3.645273303628559*^9, {
1224	3.6452749506689787`^9, 3.645274959391213^9}, 3.645770348976141*^9,
1225	3.645780133863399^9, 3.6457804245924997`^9, 3.6460263615142183`*^9,
1226	3.6463709387164497`^9, 3.646371746535939^9, 3.6463770982378063`*^9,
1227	3.64638860782644*^9}],
1228
1229	Cell[BoxData["\<\"Restrictions loaded.\"\>"], "Print",
1230	CellChangeTimes->{
1231	3.633429802306655^9, 3.633429905609647^9, 3.633759825766581*^9,
1232	3.633761301178506^9, 3.633767062560195^9, 3.63568273224512*^9,
1233	3.635682967881454^9, 3.635760185978702^9, 3.637640793234333*^9,
1234	3.6376409663453207`^9, 3.6376414136719303`^9, 3.63764154491444*^9,
1235	3.637642217600418^9, 3.63764258028148^9, 3.637642660905436*^9,
1236	3.637648137063446^9, 3.6393770036335373`^9, 3.639377101485468*^9,
1237	3.6393772091113167`^9, 3.639377330579913^9, 3.6393774205071917`*^9,
1238	3.6393775444189453`^9, 3.639377598580368^9, 3.6393796522052507`*^9,
1239	3.639379737341523^9, 3.639388647257901^9, 3.639989041644158*^9,
1240	3.640510201117528^9, 3.641476035981634^9, 3.641539952215021*^9,
1241	3.641634873333626^9, 3.641727111641016^9, 3.641789794796475*^9,
1242	3.643025228084968^9, 3.645272125469777^9, 3.645273303628559*^9, {
1243	3.6452749506689787`^9, 3.645274959391213^9}, 3.645770348976141*^9,
1244	3.645780133863399^9, 3.6457804245924997`^9, 3.6460263615142183`*^9,
1245	3.6463709387164497`^9, 3.646371746535939^9, 3.6463770982378063`*^9,
1246	3.64638860794532*^9}]
1247	}, Open ]]
1248	}, Open ]],
1249
1250	Cell[CellGroupData[{
1251
1252	Cell[BoxData[
1253	RowBox[{
1254	RowBox[{"CheckHermiticity", "[",
1255	RowBox[{"LSM", "+", "L0DM", "+", "L0SMEW"}], "]"}], ";"}]], "Input",
1256	CellChangeTimes->{{3.633332290865224^9, 3.633332305905663^9},
1257	3.63333373270155^9, 3.6337594836385403`^9, {3.6337598304792633`*^9,
1258	3.633759842414878^9}, {3.635681667322399^9, 3.63568169987755*^9}, {
1259	3.637640325295994^9, 3.637640326653831^9}, {3.6494030879543467`*^9,
1260	3.649403102697242^9}, {3.649405111126108^9, 3.649405113793882*^9}}],
1261
1262	Cell[CellGroupData[{
1263
1264	Cell[BoxData["\<\"Checking for hermiticity by calculating the Feynman rules \
1265	contained in L-HC[L].\"\>"], "Print",
1266	CellChangeTimes->{3.633332308739032^9, 3.63333380901442^9,
1267	3.633347988065689^9, 3.6337598744753237`^9, 3.63376130433986*^9,
1268	3.635682737560614^9, 3.635682971522418^9, 3.6357601897569227`*^9,
1269	3.637640797079672^9, 3.6376409701272078`^9, 3.6376415490168123`*^9,
1270	3.637642221307509^9, 3.637648140805072^9, 3.639377007793378*^9,
1271	3.639377106318482^9, 3.640510205979582^9, 3.643025233462542*^9,
1272	3.6452721299027557`^9, 3.645273306904765^9, 3.645274963609025*^9,
1273	3.6457703530356617`^9, 3.645780138474923^9, 3.646026367370565*^9,
1274	3.646370944015682^9, 3.6463717494932547`^9, 3.6467338848898067`*^9,
1275	3.646733969408041^9, 3.647076472955679^9, 3.647347871963839*^9,
1276	3.649403291499647^9, 3.649404353312338^9, 3.649405206717332*^9}],
1277
1278	Cell[BoxData["\<\"If the lagrangian is hermitian, then the number of vertices \
1279	should be zero.\"\>"], "Print",
1280	CellChangeTimes->{3.633332308739032^9, 3.63333380901442^9,
1281	3.633347988065689^9, 3.6337598744753237`^9, 3.63376130433986*^9,
1282	3.635682737560614^9, 3.635682971522418^9, 3.6357601897569227`*^9,
1283	3.637640797079672^9, 3.6376409701272078`^9, 3.6376415490168123`*^9,
1284	3.637642221307509^9, 3.637648140805072^9, 3.639377007793378*^9,
1285	3.639377106318482^9, 3.640510205979582^9, 3.643025233462542*^9,
1286	3.6452721299027557`^9, 3.645273306904765^9, 3.645274963609025*^9,
1287	3.6457703530356617`^9, 3.645780138474923^9, 3.646026367370565*^9,
1288	3.646370944015682^9, 3.6463717494932547`^9, 3.6467338848898067`*^9,
1289	3.646733969408041^9, 3.647076472955679^9, 3.647347871963839*^9,
1290	3.649403291499647^9, 3.649404353312338^9, 3.649405206719323*^9}],
1291
1292	Cell[BoxData[
1293	StyleBox["\<\"Starting Feynman rule calculation.\"\>",
1294	StripOnInput->False,
1295	LineColor->RGBColor[1, 0.5, 0],
1296	FrontFaceColor->RGBColor[1, 0.5, 0],
1297	BackFaceColor->RGBColor[1, 0.5, 0],
1298	GraphicsColor->RGBColor[1, 0.5, 0],
1299	FontWeight->Bold,
1300	FontColor->RGBColor[1, 0.5, 0]]], "Print",
1301	CellChangeTimes->{3.633332308739032^9, 3.63333380901442^9,
1302	3.633347988065689^9, 3.6337598744753237`^9, 3.63376130433986*^9,
1303	3.635682737560614^9, 3.635682971522418^9, 3.6357601897569227`*^9,
1304	3.637640797079672^9, 3.6376409701272078`^9, 3.6376415490168123`*^9,
1305	3.637642221307509^9, 3.637648140805072^9, 3.639377007793378*^9,
1306	3.639377106318482^9, 3.640510205979582^9, 3.643025233462542*^9,
1307	3.6452721299027557`^9, 3.645273306904765^9, 3.645274963609025*^9,
1308	3.6457703530356617`^9, 3.645780138474923^9, 3.646026367370565*^9,
1309	3.646370944015682^9, 3.6463717494932547`^9, 3.6467338848898067`*^9,
1310	3.646733969408041^9, 3.647076472955679^9, 3.647347871963839*^9,
1311	3.649403291499647^9, 3.649404353312338^9, 3.649405227202507*^9}],
1312
1313	Cell[BoxData["\<\"Expanding the Lagrangian...\"\>"], "Print",
1314	CellChangeTimes->{3.633332308739032^9, 3.63333380901442^9,
1315	3.633347988065689^9, 3.6337598744753237`^9, 3.63376130433986*^9,
1316	3.635682737560614^9, 3.635682971522418^9, 3.6357601897569227`*^9,
1317	3.637640797079672^9, 3.6376409701272078`^9, 3.6376415490168123`*^9,
1318	3.637642221307509^9, 3.637648140805072^9, 3.639377007793378*^9,
1319	3.639377106318482^9, 3.640510205979582^9, 3.643025233462542*^9,
1320	3.6452721299027557`^9, 3.645273306904765^9, 3.645274963609025*^9,
1321	3.6457703530356617`^9, 3.645780138474923^9, 3.646026367370565*^9,
1322	3.646370944015682^9, 3.6463717494932547`^9, 3.6467338848898067`*^9,
1323	3.646733969408041^9, 3.647076472955679^9, 3.647347871963839*^9,
1324	3.649403291499647^9, 3.649404353312338^9, 3.649405227205475*^9}],
1325
1326	Cell[BoxData[
1327	InterpretationBox[
1328	RowBox[{"\<\"Expanding the indices over \"\>", "\[InvisibleSpace]", "4",
1329	"\[InvisibleSpace]", "\<\" cores\"\>"}],
1330	SequenceForm["Expanding the indices over ", 4, " cores"],
1331	Editable->False]], "Print",
1332	CellChangeTimes->{3.633332308739032^9, 3.63333380901442^9,
1333	3.633347988065689^9, 3.6337598744753237`^9, 3.63376130433986*^9,
1334	3.635682737560614^9, 3.635682971522418^9, 3.6357601897569227`*^9,
1335	3.637640797079672^9, 3.6376409701272078`^9, 3.6376415490168123`*^9,
1336	3.637642221307509^9, 3.637648140805072^9, 3.639377007793378*^9,
1337	3.639377106318482^9, 3.640510205979582^9, 3.643025233462542*^9,
1338	3.6452721299027557`^9, 3.645273306904765^9, 3.645274963609025*^9,
1339	3.6457703530356617`^9, 3.645780138474923^9, 3.646026367370565*^9,
1340	3.646370944015682^9, 3.6463717494932547`^9, 3.6467338848898067`*^9,
1341	3.646733969408041^9, 3.647076472955679^9, 3.647347871963839*^9,
1342	3.649403291499647^9, 3.649404353312338^9, 3.64940522720875*^9}],
1343
1344	Cell[BoxData["\<\"Collecting the different structures that enter the \
1345	vertex.\"\>"], "Print",
1346	CellChangeTimes->{3.633332308739032^9, 3.63333380901442^9,
1347	3.633347988065689^9, 3.6337598744753237`^9, 3.63376130433986*^9,
1348	3.635682737560614^9, 3.635682971522418^9, 3.6357601897569227`*^9,
1349	3.637640797079672^9, 3.6376409701272078`^9, 3.6376415490168123`*^9,
1350	3.637642221307509^9, 3.637648140805072^9, 3.639377007793378*^9,
1351	3.639377106318482^9, 3.640510205979582^9, 3.643025233462542*^9,
1352	3.6452721299027557`^9, 3.645273306904765^9, 3.645274963609025*^9,
1353	3.6457703530356617`^9, 3.645780138474923^9, 3.646026367370565*^9,
1354	3.646370944015682^9, 3.6463717494932547`^9, 3.6467338848898067`*^9,
1355	3.646733969408041^9, 3.647076472955679^9, 3.647347871963839*^9,
1356	3.649403291499647^9, 3.649404353312338^9, 3.649405228176402*^9}],
1357
1358	Cell[BoxData["\<\"No vertices found.\"\>"], "Print",
1359	CellChangeTimes->{3.633332308739032^9, 3.63333380901442^9,
1360	3.633347988065689^9, 3.6337598744753237`^9, 3.63376130433986*^9,
1361	3.635682737560614^9, 3.635682971522418^9, 3.6357601897569227`*^9,
1362	3.637640797079672^9, 3.6376409701272078`^9, 3.6376415490168123`*^9,
1363	3.637642221307509^9, 3.637648140805072^9, 3.639377007793378*^9,
1364	3.639377106318482^9, 3.640510205979582^9, 3.643025233462542*^9,
1365	3.6452721299027557`^9, 3.645273306904765^9, 3.645274963609025*^9,
1366	3.6457703530356617`^9, 3.645780138474923^9, 3.646026367370565*^9,
1367	3.646370944015682^9, 3.6463717494932547`^9, 3.6467338848898067`*^9,
1368	3.646733969408041^9, 3.647076472955679^9, 3.647347871963839*^9,
1369	3.649403291499647^9, 3.649404353312338^9, 3.649405228230291*^9}],
1370
1371	Cell[BoxData[
1372	InterpretationBox[
1373	RowBox[{"0", "\[InvisibleSpace]", "\<\" vertices obtained.\"\>"}],
1374	SequenceForm[0, " vertices obtained."],
1375	Editable->False]], "Print",
1376	CellChangeTimes->{3.633332308739032^9, 3.63333380901442^9,
1377	3.633347988065689^9, 3.6337598744753237`^9, 3.63376130433986*^9,
1378	3.635682737560614^9, 3.635682971522418^9, 3.6357601897569227`*^9,
1379	3.637640797079672^9, 3.6376409701272078`^9, 3.6376415490168123`*^9,
1380	3.637642221307509^9, 3.637648140805072^9, 3.639377007793378*^9,
1381	3.639377106318482^9, 3.640510205979582^9, 3.643025233462542*^9,
1382	3.6452721299027557`^9, 3.645273306904765^9, 3.645274963609025*^9,
1383	3.6457703530356617`^9, 3.645780138474923^9, 3.646026367370565*^9,
1384	3.646370944015682^9, 3.6463717494932547`^9, 3.6467338848898067`*^9,
1385	3.646733969408041^9, 3.647076472955679^9, 3.647347871963839*^9,
1386	3.649403291499647^9, 3.649404353312338^9, 3.649405228232519*^9}],
1387
1388	Cell[BoxData["\<\"The lagrangian is hermitian.\"\>"], "Print",
1389	CellChangeTimes->{3.633332308739032^9, 3.63333380901442^9,
1390	3.633347988065689^9, 3.6337598744753237`^9, 3.63376130433986*^9,
1391	3.635682737560614^9, 3.635682971522418^9, 3.6357601897569227`*^9,
1392	3.637640797079672^9, 3.6376409701272078`^9, 3.6376415490168123`*^9,
1393	3.637642221307509^9, 3.637648140805072^9, 3.639377007793378*^9,
1394	3.639377106318482^9, 3.640510205979582^9, 3.643025233462542*^9,
1395	3.6452721299027557`^9, 3.645273306904765^9, 3.645274963609025*^9,
1396	3.6457703530356617`^9, 3.645780138474923^9, 3.646026367370565*^9,
1397	3.646370944015682^9, 3.6463717494932547`^9, 3.6467338848898067`*^9,
1398	3.646733969408041^9, 3.647076472955679^9, 3.647347871963839*^9,
1399	3.649403291499647^9, 3.649404353312338^9, 3.649405228234296*^9}]
1400	}, Open ]]
1401	}, Open ]],
1402
1403	Cell[CellGroupData[{
1404
1405	Cell[BoxData[
1406	RowBox[{
1407	RowBox[{"FeynmanRules", "[",
1408	RowBox[{"LSM", "+", "L0DM", "+", "L0SMEW"}], "]"}], ";"}]], "Input",
1409	CellChangeTimes->{{3.603539435628551^9, 3.603539443511031^9}, {
1410	3.633332257675256^9, 3.633332273874855^9}, 3.633332330927515*^9, {
1411	3.633759485057345^9, 3.6337594896329927`^9}, {3.633759845728799*^9,
1412	3.633759845998361^9}, {3.635681693519002^9, 3.635681708124132*^9},
1413	3.637640353419092^9, 3.649403113712747^9, {3.6494051166588993`*^9,
1414	3.649405119212523*^9}}],
1415
1416	Cell[CellGroupData[{
1417
1418	Cell[BoxData[
1419	StyleBox["\<\"Starting Feynman rule calculation.\"\>",
1420	StripOnInput->False,
1421	LineColor->RGBColor[1, 0.5, 0],
1422	FrontFaceColor->RGBColor[1, 0.5, 0],
1423	BackFaceColor->RGBColor[1, 0.5, 0],
1424	GraphicsColor->RGBColor[1, 0.5, 0],
1425	FontWeight->Bold,
1426	FontColor->RGBColor[1, 0.5, 0]]], "Print",
1427	CellChangeTimes->{
1428	3.603539445189519^9, 3.603542874036621^9, 3.603599924678094*^9,
1429	3.603601350674114^9, 3.604946764412753^9, 3.6065503893794193`*^9,
1430	3.608281576010133^9, 3.608281915221355^9, 3.608282113894981*^9,
1431	3.6082824343299837`^9, {3.6082826108416033`^9, 3.6082826382983027`*^9},
1432	3.608282706384251^9, 3.6083534340971737`^9, 3.6083546211097918`*^9,
1433	3.6083581397389507`^9, 3.6083592300796347`^9, 3.608451157968486*^9,
1434	3.608451329297677^9, 3.609236387487259^9, 3.609757624723915*^9,
1435	3.610078304599987^9, 3.610078910000843^9, 3.610079078750251*^9,
1436	3.610097065065124^9, 3.6100971489601507`^9, {3.610097187768207*^9,
1437	3.61009720841532^9}, 3.611033106407926^9, 3.6110357697809153`*^9,
1438	3.6110358967154217`^9, 3.6110360250818863`^9, 3.611036159530105*^9,
1439	3.611036228135294^9, 3.611036722103962^9, 3.6110465423941793`*^9,
1440	3.62608199560072^9, 3.6274854776686583`^9, 3.627628080607481*^9,
1441	3.6276357595056877`^9, 3.6278002589171057`^9, {3.6333322543816843`*^9,
1442	3.6333322783738317`^9}, 3.633332333800562^9, 3.6333338281586237`*^9,
1443	3.6333480066889687`^9, 3.635682757363223^9, 3.6356829870207*^9,
1444	3.645272148521742^9, 3.6452733633168697`^9, 3.6452750043196363`*^9,
1445	3.645770427852042^9, 3.645780170482917^9, 3.6460263819960527`*^9,
1446	3.649403307509602^9, 3.6494052344440317`^9}],
1447
1448	Cell[BoxData["\<\"Expanding the Lagrangian...\"\>"], "Print",
1449	CellChangeTimes->{
1450	3.603539445189519^9, 3.603542874036621^9, 3.603599924678094*^9,
1451	3.603601350674114^9, 3.604946764412753^9, 3.6065503893794193`*^9,
1452	3.608281576010133^9, 3.608281915221355^9, 3.608282113894981*^9,
1453	3.6082824343299837`^9, {3.6082826108416033`^9, 3.6082826382983027`*^9},
1454	3.608282706384251^9, 3.6083534340971737`^9, 3.6083546211097918`*^9,
1455	3.6083581397389507`^9, 3.6083592300796347`^9, 3.608451157968486*^9,
1456	3.608451329297677^9, 3.609236387487259^9, 3.609757624723915*^9,
1457	3.610078304599987^9, 3.610078910000843^9, 3.610079078750251*^9,
1458	3.610097065065124^9, 3.6100971489601507`^9, {3.610097187768207*^9,
1459	3.61009720841532^9}, 3.611033106407926^9, 3.6110357697809153`*^9,
1460	3.6110358967154217`^9, 3.6110360250818863`^9, 3.611036159530105*^9,
1461	3.611036228135294^9, 3.611036722103962^9, 3.6110465423941793`*^9,
1462	3.62608199560072^9, 3.6274854776686583`^9, 3.627628080607481*^9,
1463	3.6276357595056877`^9, 3.6278002589171057`^9, {3.6333322543816843`*^9,
1464	3.6333322783738317`^9}, 3.633332333800562^9, 3.6333338281586237`*^9,
1465	3.6333480066889687`^9, 3.635682757363223^9, 3.6356829870207*^9,
1466	3.645272148521742^9, 3.6452733633168697`^9, 3.6452750043196363`*^9,
1467	3.645770427852042^9, 3.645780170482917^9, 3.6460263819960527`*^9,
1468	3.649403307509602^9, 3.6494052344460897`^9}],
1469
1470	Cell[BoxData[
1471	InterpretationBox[
1472	RowBox[{"\<\"Expanding the indices over \"\>", "\[InvisibleSpace]", "4",
1473	"\[InvisibleSpace]", "\<\" cores\"\>"}],
1474	SequenceForm["Expanding the indices over ", 4, " cores"],
1475	Editable->False]], "Print",
1476	CellChangeTimes->{
1477	3.603539445189519^9, 3.603542874036621^9, 3.603599924678094*^9,
1478	3.603601350674114^9, 3.604946764412753^9, 3.6065503893794193`*^9,
1479	3.608281576010133^9, 3.608281915221355^9, 3.608282113894981*^9,
1480	3.6082824343299837`^9, {3.6082826108416033`^9, 3.6082826382983027`*^9},
1481	3.608282706384251^9, 3.6083534340971737`^9, 3.6083546211097918`*^9,
1482	3.6083581397389507`^9, 3.6083592300796347`^9, 3.608451157968486*^9,
1483	3.608451329297677^9, 3.609236387487259^9, 3.609757624723915*^9,
1484	3.610078304599987^9, 3.610078910000843^9, 3.610079078750251*^9,
1485	3.610097065065124^9, 3.6100971489601507`^9, {3.610097187768207*^9,
1486	3.61009720841532^9}, 3.611033106407926^9, 3.6110357697809153`*^9,
1487	3.6110358967154217`^9, 3.6110360250818863`^9, 3.611036159530105*^9,
1488	3.611036228135294^9, 3.611036722103962^9, 3.6110465423941793`*^9,
1489	3.62608199560072^9, 3.6274854776686583`^9, 3.627628080607481*^9,
1490	3.6276357595056877`^9, 3.6278002589171057`^9, {3.6333322543816843`*^9,
1491	3.6333322783738317`^9}, 3.633332333800562^9, 3.6333338281586237`*^9,
1492	3.6333480066889687`^9, 3.635682757363223^9, 3.6356829870207*^9,
1493	3.645272148521742^9, 3.6452733633168697`^9, 3.6452750043196363`*^9,
1494	3.645770427852042^9, 3.645780170482917^9, 3.6460263819960527`*^9,
1495	3.649403307509602^9, 3.649405234448659^9}],
1496
1497	Cell[BoxData["\<\"Collecting the different structures that enter the \
1498	vertex.\"\>"], "Print",
1499	CellChangeTimes->{
1500	3.603539445189519^9, 3.603542874036621^9, 3.603599924678094*^9,
1501	3.603601350674114^9, 3.604946764412753^9, 3.6065503893794193`*^9,
1502	3.608281576010133^9, 3.608281915221355^9, 3.608282113894981*^9,
1503	3.6082824343299837`^9, {3.6082826108416033`^9, 3.6082826382983027`*^9},
1504	3.608282706384251^9, 3.6083534340971737`^9, 3.6083546211097918`*^9,
1505	3.6083581397389507`^9, 3.6083592300796347`^9, 3.608451157968486*^9,
1506	3.608451329297677^9, 3.609236387487259^9, 3.609757624723915*^9,
1507	3.610078304599987^9, 3.610078910000843^9, 3.610079078750251*^9,
1508	3.610097065065124^9, 3.6100971489601507`^9, {3.610097187768207*^9,
1509	3.61009720841532^9}, 3.611033106407926^9, 3.6110357697809153`*^9,
1510	3.6110358967154217`^9, 3.6110360250818863`^9, 3.611036159530105*^9,
1511	3.611036228135294^9, 3.611036722103962^9, 3.6110465423941793`*^9,
1512	3.62608199560072^9, 3.6274854776686583`^9, 3.627628080607481*^9,
1513	3.6276357595056877`^9, 3.6278002589171057`^9, {3.6333322543816843`*^9,
1514	3.6333322783738317`^9}, 3.633332333800562^9, 3.6333338281586237`*^9,
1515	3.6333480066889687`^9, 3.635682757363223^9, 3.6356829870207*^9,
1516	3.645272148521742^9, 3.6452733633168697`^9, 3.6452750043196363`*^9,
1517	3.645770427852042^9, 3.645780170482917^9, 3.6460263819960527`*^9,
1518	3.649403307509602^9, 3.6494052451342983`^9}],
1519
1520	Cell[BoxData[
1521	InterpretationBox[
1522	RowBox[{
1523	"147", "\[InvisibleSpace]", "\<\" possible non-zero vertices have been \
1524	found -> starting the computation: \"\>", "\[InvisibleSpace]",
1525	DynamicBox[ToBoxes[FeynRules`FR$FeynmanRules, StandardForm],
1526	ImageSizeCache->{24., {0., 8.}}], "\[InvisibleSpace]", "\<\" / \"\>",
1527	"\[InvisibleSpace]", "147", "\[InvisibleSpace]", "\<\".\"\>"}],
1528	SequenceForm[
1529	147, " possible non-zero vertices have been found -> starting the \
1530	computation: ",
1531	Dynamic[FeynRules`FR$FeynmanRules], " / ", 147, "."],
1532	Editable->False]], "Print",
1533	CellChangeTimes->{
1534	3.603539445189519^9, 3.603542874036621^9, 3.603599924678094*^9,
1535	3.603601350674114^9, 3.604946764412753^9, 3.6065503893794193`*^9,
1536	3.608281576010133^9, 3.608281915221355^9, 3.608282113894981*^9,
1537	3.6082824343299837`^9, {3.6082826108416033`^9, 3.6082826382983027`*^9},
1538	3.608282706384251^9, 3.6083534340971737`^9, 3.6083546211097918`*^9,
1539	3.6083581397389507`^9, 3.6083592300796347`^9, 3.608451157968486*^9,
1540	3.608451329297677^9, 3.609236387487259^9, 3.609757624723915*^9,
1541	3.610078304599987^9, 3.610078910000843^9, 3.610079078750251*^9,
1542	3.610097065065124^9, 3.6100971489601507`^9, {3.610097187768207*^9,
1543	3.61009720841532^9}, 3.611033106407926^9, 3.6110357697809153`*^9,
1544	3.6110358967154217`^9, 3.6110360250818863`^9, 3.611036159530105*^9,
1545	3.611036228135294^9, 3.611036722103962^9, 3.6110465423941793`*^9,
1546	3.62608199560072^9, 3.6274854776686583`^9, 3.627628080607481*^9,
1547	3.6276357595056877`^9, 3.6278002589171057`^9, {3.6333322543816843`*^9,
1548	3.6333322783738317`^9}, 3.633332333800562^9, 3.6333338281586237`*^9,
1549	3.6333480066889687`^9, 3.635682757363223^9, 3.6356829870207*^9,
1550	3.645272148521742^9, 3.6452733633168697`^9, 3.6452750043196363`*^9,
1551	3.645770427852042^9, 3.645780170482917^9, 3.6460263819960527`*^9,
1552	3.649403307509602^9, 3.649405245261861^9}],
1553
1554	Cell[BoxData[
1555	InterpretationBox[
1556	RowBox[{"142", "\[InvisibleSpace]", "\<\" vertices obtained.\"\>"}],
1557	SequenceForm[142, " vertices obtained."],
1558	Editable->False]], "Print",
1559	CellChangeTimes->{
1560	3.603539445189519^9, 3.603542874036621^9, 3.603599924678094*^9,
1561	3.603601350674114^9, 3.604946764412753^9, 3.6065503893794193`*^9,
1562	3.608281576010133^9, 3.608281915221355^9, 3.608282113894981*^9,
1563	3.6082824343299837`^9, {3.6082826108416033`^9, 3.6082826382983027`*^9},
1564	3.608282706384251^9, 3.6083534340971737`^9, 3.6083546211097918`*^9,
1565	3.6083581397389507`^9, 3.6083592300796347`^9, 3.608451157968486*^9,
1566	3.608451329297677^9, 3.609236387487259^9, 3.609757624723915*^9,
1567	3.610078304599987^9, 3.610078910000843^9, 3.610079078750251*^9,
1568	3.610097065065124^9, 3.6100971489601507`^9, {3.610097187768207*^9,
1569	3.61009720841532^9}, 3.611033106407926^9, 3.6110357697809153`*^9,
1570	3.6110358967154217`^9, 3.6110360250818863`^9, 3.611036159530105*^9,
1571	3.611036228135294^9, 3.611036722103962^9, 3.6110465423941793`*^9,
1572	3.62608199560072^9, 3.6274854776686583`^9, 3.627628080607481*^9,
1573	3.6276357595056877`^9, 3.6278002589171057`^9, {3.6333322543816843`*^9,
1574	3.6333322783738317`^9}, 3.633332333800562^9, 3.6333338281586237`*^9,
1575	3.6333480066889687`^9, 3.635682757363223^9, 3.6356829870207*^9,
1576	3.645272148521742^9, 3.6452733633168697`^9, 3.6452750043196363`*^9,
1577	3.645770427852042^9, 3.645780170482917^9, 3.6460263819960527`*^9,
1578	3.649403307509602^9, 3.649405254601104^9}]
1579	}, Open ]]
1580	}, Open ]],
1581
1582	Cell[BoxData[
1583	RowBox[{"(*",
1584	RowBox[{
1585	RowBox[{"Lren", "=",
1586	RowBox[{"OnShellRenormalization", "[",
1587	RowBox[{
1588	RowBox[{"LSM", "+", "LDM"}], ",",
1589	RowBox[{"QCDOnly", "\[Rule]", "True"}], ",",
1590	RowBox[{"FlavorMixing", "\[Rule]", "False"}]}], "]"}]}], ";"}],
1591	"*)"}]], "Input",
1592	CellChangeTimes->{{3.639377293725038^9, 3.639377294339272^9}, {
1593	3.639377426660799^9, 3.63937742737294^9}, {3.639377575388748*^9,
1594	3.639377575885442^9}, {3.639377666979536^9, 3.639377667838319*^9}, {
1595	3.639379689397005^9, 3.6393796898866987`^9}, {3.63938867958291*^9,
1596	3.639388680272472^9}, {3.64673380677352^9, 3.646733809952742*^9}}],
1597
1598	Cell[CellGroupData[{
1599
1600	Cell[BoxData[
1601	RowBox[{
1602	RowBox[{"Lren", "=",
1603	RowBox[{"OnShellRenormalization", "[",
1604	RowBox[{
1605	RowBox[{"LSM", "+", "L0DM", "+", "L0SMEW"}], ",",
1606	RowBox[{"QCDOnly", "\[Rule]", "True"}], ",",
1607	RowBox[{"FlavorMixing", "\[Rule]", "False"}]}], "]"}]}], ";"}]], "Input",\
1608
1609	CellChangeTimes->{{3.646733829286021^9, 3.646733829286853^9}, {
1610	3.6467339400725517`^9, 3.646733941680039^9}, {3.647076393112405*^9,
1611	3.647076398191709^9}, 3.649403119421309^9, {3.649405122823948*^9,
1612	3.6494051250418653`*^9}}],
1613
1614	Cell[CellGroupData[{
1615
1616	Cell[BoxData["\<\"Extracting the mass and kinetic terms to simplify \
1617	them\"\>"], "Print",
1618	CellChangeTimes->{3.6393797451686087`^9, 3.639388656970622^9,
1619	3.6393886895686502`^9, 3.639989052082037^9, 3.6405102358000793`*^9,
1620	3.6414760466539183`^9, 3.641539965513507^9, 3.641634883223867*^9,
1621	3.6417271222307262`^9, 3.6417898055676622`^9, 3.643025271259474*^9,
1622	3.645272184616929^9, 3.645273388409584^9, 3.645275809764739*^9,
1623	3.6457704453515463`^9, 3.645780191266561^9, 3.6457804335225677`*^9,
1624	3.646026407845578^9, 3.646370973435533^9, 3.646371770694023*^9,
1625	3.646377110494865^9, 3.646388619329558^9, 3.646733906197085*^9,
1626	3.6467339893986197`^9, 3.6470764908395452`^9, 3.647347894759062*^9,
1627	3.649403329101622^9, 3.6494043736046743`^9, 3.649405270585149*^9}],
1628
1629	Cell[BoxData[
1630	InterpretationBox[
1631	RowBox[{"\<\"Neglecting all terms with more than \"\>",
1632	"\[InvisibleSpace]", "\<\"2\"\>",
1633	"\[InvisibleSpace]", "\<\" particles.\"\>"}],
1634	SequenceForm["Neglecting all terms with more than ", "2", " particles."],
1635	Editable->False]], "Print",
1636	CellChangeTimes->{3.6393797451686087`^9, 3.639388656970622^9,
1637	3.6393886895686502`^9, 3.639989052082037^9, 3.6405102358000793`*^9,
1638	3.6414760466539183`^9, 3.641539965513507^9, 3.641634883223867*^9,
1639	3.6417271222307262`^9, 3.6417898055676622`^9, 3.643025271259474*^9,
1640	3.645272184616929^9, 3.645273388409584^9, 3.645275809764739*^9,
1641	3.6457704453515463`^9, 3.645780191266561^9, 3.6457804335225677`*^9,
1642	3.646026407845578^9, 3.646370973435533^9, 3.646371770694023*^9,
1643	3.646377110494865^9, 3.646388619329558^9, 3.646733906197085*^9,
1644	3.6467339893986197`^9, 3.6470764908395452`^9, 3.647347894759062*^9,
1645	3.649403329101622^9, 3.6494043736046743`^9, 3.649405278101851*^9}],
1646
1647	Cell[BoxData["\<\"renormalizing the fields\"\>"], "Print",
1648	CellChangeTimes->{3.6393797451686087`^9, 3.639388656970622^9,
1649	3.6393886895686502`^9, 3.639989052082037^9, 3.6405102358000793`*^9,
1650	3.6414760466539183`^9, 3.641539965513507^9, 3.641634883223867*^9,
1651	3.6417271222307262`^9, 3.6417898055676622`^9, 3.643025271259474*^9,
1652	3.645272184616929^9, 3.645273388409584^9, 3.645275809764739*^9,
1653	3.6457704453515463`^9, 3.645780191266561^9, 3.6457804335225677`*^9,
1654	3.646026407845578^9, 3.646370973435533^9, 3.646371770694023*^9,
1655	3.646377110494865^9, 3.646388619329558^9, 3.646733906197085*^9,
1656	3.6467339893986197`^9, 3.6470764908395452`^9, 3.647347894759062*^9,
1657	3.649403329101622^9, 3.6494043736046743`^9, 3.6494052950997267`*^9}],
1658
1659	Cell[BoxData["\<\"No mixing allowed for the renormalization\"\>"], "Print",
1660	CellChangeTimes->{3.6393797451686087`^9, 3.639388656970622^9,
1661	3.6393886895686502`^9, 3.639989052082037^9, 3.6405102358000793`*^9,
1662	3.6414760466539183`^9, 3.641539965513507^9, 3.641634883223867*^9,
1663	3.6417271222307262`^9, 3.6417898055676622`^9, 3.643025271259474*^9,
1664	3.645272184616929^9, 3.645273388409584^9, 3.645275809764739*^9,
1665	3.6457704453515463`^9, 3.645780191266561^9, 3.6457804335225677`*^9,
1666	3.646026407845578^9, 3.646370973435533^9, 3.646371770694023*^9,
1667	3.646377110494865^9, 3.646388619329558^9, 3.646733906197085*^9,
1668	3.6467339893986197`^9, 3.6470764908395452`^9, 3.647347894759062*^9,
1669	3.649403329101622^9, 3.6494043736046743`^9, 3.649405295215575*^9}],
1670
1671	Cell[BoxData["\<\"renormalizing the parameters\"\>"], "Print",
1672	CellChangeTimes->{3.6393797451686087`^9, 3.639388656970622^9,
1673	3.6393886895686502`^9, 3.639989052082037^9, 3.6405102358000793`*^9,
1674	3.6414760466539183`^9, 3.641539965513507^9, 3.641634883223867*^9,
1675	3.6417271222307262`^9, 3.6417898055676622`^9, 3.643025271259474*^9,
1676	3.645272184616929^9, 3.645273388409584^9, 3.645275809764739*^9,
1677	3.6457704453515463`^9, 3.645780191266561^9, 3.6457804335225677`*^9,
1678	3.646026407845578^9, 3.646370973435533^9, 3.646371770694023*^9,
1679	3.646377110494865^9, 3.646388619329558^9, 3.646733906197085*^9,
1680	3.6467339893986197`^9, 3.6470764908395452`^9, 3.647347894759062*^9,
1681	3.649403329101622^9, 3.6494043736046743`^9, 3.649405295257756*^9}],
1682
1683	Cell[BoxData["\<\"renormalizing the masses\"\>"], "Print",
1684	CellChangeTimes->{3.6393797451686087`^9, 3.639388656970622^9,
1685	3.6393886895686502`^9, 3.639989052082037^9, 3.6405102358000793`*^9,
1686	3.6414760466539183`^9, 3.641539965513507^9, 3.641634883223867*^9,
1687	3.6417271222307262`^9, 3.6417898055676622`^9, 3.643025271259474*^9,
1688	3.645272184616929^9, 3.645273388409584^9, 3.645275809764739*^9,
1689	3.6457704453515463`^9, 3.645780191266561^9, 3.6457804335225677`*^9,
1690	3.646026407845578^9, 3.646370973435533^9, 3.646371770694023*^9,
1691	3.646377110494865^9, 3.646388619329558^9, 3.646733906197085*^9,
1692	3.6467339893986197`^9, 3.6470764908395452`^9, 3.647347894759062*^9,
1693	3.649403329101622^9, 3.6494043736046743`^9, 3.649405295259654*^9}],
1694
1695	Cell[BoxData["\<\"renormalizing the other external parameters\"\>"], "Print",
1696	CellChangeTimes->{3.6393797451686087`^9, 3.639388656970622^9,
1697	3.6393886895686502`^9, 3.639989052082037^9, 3.6405102358000793`*^9,
1698	3.6414760466539183`^9, 3.641539965513507^9, 3.641634883223867*^9,
1699	3.6417271222307262`^9, 3.6417898055676622`^9, 3.643025271259474*^9,
1700	3.645272184616929^9, 3.645273388409584^9, 3.645275809764739*^9,
1701	3.6457704453515463`^9, 3.645780191266561^9, 3.6457804335225677`*^9,
1702	3.646026407845578^9, 3.646370973435533^9, 3.646371770694023*^9,
1703	3.646377110494865^9, 3.646388619329558^9, 3.646733906197085*^9,
1704	3.6467339893986197`^9, 3.6470764908395452`^9, 3.647347894759062*^9,
1705	3.649403329101622^9, 3.6494043736046743`^9, 3.6494052952612877`*^9}],
1706
1707	Cell[BoxData["\<\"Internal parameter renormalization\"\>"], "Print",
1708	CellChangeTimes->{3.6393797451686087`^9, 3.639388656970622^9,
1709	3.6393886895686502`^9, 3.639989052082037^9, 3.6405102358000793`*^9,
1710	3.6414760466539183`^9, 3.641539965513507^9, 3.641634883223867*^9,
1711	3.6417271222307262`^9, 3.6417898055676622`^9, 3.643025271259474*^9,
1712	3.645272184616929^9, 3.645273388409584^9, 3.645275809764739*^9,
1713	3.6457704453515463`^9, 3.645780191266561^9, 3.6457804335225677`*^9,
1714	3.646026407845578^9, 3.646370973435533^9, 3.646371770694023*^9,
1715	3.646377110494865^9, 3.646388619329558^9, 3.646733906197085*^9,
1716	3.6467339893986197`^9, 3.6470764908395452`^9, 3.647347894759062*^9,
1717	3.649403329101622^9, 3.6494043736046743`^9, 3.6494052952628937`*^9}],
1718
1719	Cell[BoxData["\<\"renormalizing the Lagrangian\"\>"], "Print",
1720	CellChangeTimes->{3.6393797451686087`^9, 3.639388656970622^9,
1721	3.6393886895686502`^9, 3.639989052082037^9, 3.6405102358000793`*^9,
1722	3.6414760466539183`^9, 3.641539965513507^9, 3.641634883223867*^9,
1723	3.6417271222307262`^9, 3.6417898055676622`^9, 3.643025271259474*^9,
1724	3.645272184616929^9, 3.645273388409584^9, 3.645275809764739*^9,
1725	3.6457704453515463`^9, 3.645780191266561^9, 3.6457804335225677`*^9,
1726	3.646026407845578^9, 3.646370973435533^9, 3.646371770694023*^9,
1727	3.646377110494865^9, 3.646388619329558^9, 3.646733906197085*^9,
1728	3.6467339893986197`^9, 3.6470764908395452`^9, 3.647347894759062*^9,
1729	3.649403329101622^9, 3.6494043736046743`^9, 3.649405309211465*^9}],
1730
1731	Cell[BoxData["\<\"with the parameters\"\>"], "Print",
1732	CellChangeTimes->{3.6393797451686087`^9, 3.639388656970622^9,
1733	3.6393886895686502`^9, 3.639989052082037^9, 3.6405102358000793`*^9,
1734	3.6414760466539183`^9, 3.641539965513507^9, 3.641634883223867*^9,
1735	3.6417271222307262`^9, 3.6417898055676622`^9, 3.643025271259474*^9,
1736	3.645272184616929^9, 3.645273388409584^9, 3.645275809764739*^9,
1737	3.6457704453515463`^9, 3.645780191266561^9, 3.6457804335225677`*^9,
1738	3.646026407845578^9, 3.646370973435533^9, 3.646371770694023*^9,
1739	3.646377110494865^9, 3.646388619329558^9, 3.646733906197085*^9,
1740	3.6467339893986197`^9, 3.6470764908395452`^9, 3.647347894759062*^9,
1741	3.649403329101622^9, 3.6494043736046743`^9, 3.64940530925939*^9}],
1742
1743	Cell[BoxData["\<\"with the fields\"\>"], "Print",
1744	CellChangeTimes->{3.6393797451686087`^9, 3.639388656970622^9,
1745	3.6393886895686502`^9, 3.639989052082037^9, 3.6405102358000793`*^9,
1746	3.6414760466539183`^9, 3.641539965513507^9, 3.641634883223867*^9,
1747	3.6417271222307262`^9, 3.6417898055676622`^9, 3.643025271259474*^9,
1748	3.645272184616929^9, 3.645273388409584^9, 3.645275809764739*^9,
1749	3.6457704453515463`^9, 3.645780191266561^9, 3.6457804335225677`*^9,
1750	3.646026407845578^9, 3.646370973435533^9, 3.646371770694023*^9,
1751	3.646377110494865^9, 3.646388619329558^9, 3.646733906197085*^9,
1752	3.6467339893986197`^9, 3.6470764908395452`^9, 3.647347894759062*^9,
1753	3.649403329101622^9, 3.6494043736046743`^9, 3.6494053110845633`*^9}]
1754	}, Open ]]
1755	}, Open ]],
1756
1757	Cell[BoxData[
1758	RowBox[{
1759	RowBox[{
1760	RowBox[{
1761	"SetDirectory", "[", "\"\<~/Documents/FeynArts-3.8/Models\>\"", "]"}],
1762	";"}], " "}]], "Input",
1763	CellChangeTimes->{3.6393806207387753`*^9}],
1764
1765	Cell[CellGroupData[{
1766
1767	Cell[BoxData[
1768	RowBox[{"WriteFeynArtsOutput", "[",
1769	RowBox[{"Lren", ",",
1770	RowBox[{"Output", "\[Rule]", "\"\<DMsimp_s_spin0\>\""}], ",",
1771	RowBox[{"GenericFile", "\[Rule]", "True"}]}], "]"}]], "Input",
1772	CellChangeTimes->{{3.6333334931038446`^9, 3.6333335002871113`^9}, {
1773	3.633429938271714^9, 3.633429940559534^9}, {3.633759562734586*^9,
1774	3.633759563558978^9}, {3.635681724626162^9, 3.635681727084104*^9}, {
1775	3.6376404072686653`^9, 3.637640408501841^9}, {3.639376868393108*^9,
1776	3.639376873532495^9}, {3.639376939852498^9, 3.63937694097348*^9}, {
1777	3.6405100428214617`^9, 3.640510047037116^9}, {3.640510118853291*^9,
1778	3.6405101199564657`^9}, {3.64301875554954^9, 3.6430187563700323`*^9},
1779	3.643024935629327^9, {3.645273450557111^9, 3.64527345176429*^9}, {
1780	3.645275847284135^9, 3.6452758487344007`^9}, 3.6457702275909433`*^9, {
1781	3.645780047080944^9, 3.645780047281754^9}, {3.646026256330978*^9,
1782	3.646026258353125^9}, {3.646388651789977^9, 3.646388653583241*^9}, {
1783	3.646733795890051^9, 3.646733799012479^9}, {3.647347792529991*^9,
1784	3.647347793758451^9}, {3.6494031342347517`^9, 3.649403136315456*^9}, {
1785	3.649404423143777^9, 3.649404424415291^9}, {3.649405128114296*^9,
1786	3.649405128761013^9}, {3.649405520153398^9, 3.649405522145337*^9}, {
1787	3.650089446983081^9, 3.650089447423953^9}}],
1788
1789	Cell[CellGroupData[{
1790
1791	Cell[BoxData["\<\" - - - FeynRules interface to FeynArts - - -\"\>"], "Print",
1792	CellChangeTimes->CompressedData["
1793	1:eJxTTMoPSmVkYGDQAOIpTfVXOIReO/pXnDvAD6RLdXz3mgPp03tNbt4A0o4y
1794	DN03gfQqucTIO0C6r0zgWLPYa8ddAtb3QLSLUdHklUC6pV/WwkHqteNZ+Vdt
1795	IFoiZv9uEP2sXTTHGUj/e7qnBEQbzlDynSr72nFOfFz+LrnXjimxPG93yL92
1796	PHGuv2GC4mvH8zeW7F4PpA+oTpK+B6SfSy2V51Z67eiXv/y6JpA2eXnxR4vK
1797	a8cQEzHxcxqvHYPLz60F0acuW9w8D6T52CRTDmq+dsyZ6m53DEiHnboVZaf1
1798	2vG2aMn0Z0Car4nJ9DmQnqJzdupLIB08RdbsPZDOEX57Y7r2a0dXz38i9jqv
1799	HbdY/Jt1GEjr7V7isN7gtePJ3fUHQfQ8yY2GG4A009FHXiAaAKA0maU=
1800	"]],
1801
1802	Cell[BoxData["\<\" C. Degrande C. Duhr, 2013\"\>"], "Print",
1803	CellChangeTimes->CompressedData["
1804	1:eJxTTMoPSmVkYGDQAOIpTfVXOIReO/pXnDvAD6RLdXz3mgPp03tNbt4A0o4y
1805	DN03gfQqucTIO0C6r0zgWLPYa8ddAtb3QLSLUdHklUC6pV/WwkHqteNZ+Vdt
1806	IFoiZv9uEP2sXTTHGUj/e7qnBEQbzlDynSr72nFOfFz+LrnXjimxPG93yL92
1807	PHGuv2GC4mvH8zeW7F4PpA+oTpK+B6SfSy2V51Z67eiXv/y6JpA2eXnxR4vK
1808	a8cQEzHxcxqvHYPLz60F0acuW9w8D6T52CRTDmq+dsyZ6m53DEiHnboVZaf1
1809	2vG2aMn0Z0Car4nJ9DmQnqJzdupLIB08RdbsPZDOEX57Y7r2a0dXz38i9jqv
1810	HbdY/Jt1GEjr7V7isN7gtePJ3fUHQfQ8yY2GG4C0j+QTLxANAJ3cmUU=
1811	"]],
1812
1813	Cell[BoxData["\<\" Counterterms: B. Fuks, 2012\"\>"], "Print",
1814	CellChangeTimes->CompressedData["
1815	1:eJxTTMoPSmVkYGDQAOIpTfVXOIReO/pXnDvAD6RLdXz3mgPp03tNbt4A0o4y
1816	DN03gfQqucTIO0C6r0zgWLPYa8ddAtb3QLSLUdHklUC6pV/WwkHqteNZ+Vdt
1817	IFoiZv9uEP2sXTTHGUj/e7qnBEQbzlDynSr72nFOfFz+LrnXjimxPG93yL92
1818	PHGuv2GC4mvH8zeW7F4PpA+oTpK+B6SfSy2V51Z67eiXv/y6JpA2eXnxR4vK
1819	a8cQEzHxcxqvHYPLz60F0acuW9w8D6T52CRTDmq+dsyZ6m53DEiHnboVZaf1
1820	2vG2aMn0Z0Car4nJ9DmQnqJzdupLIB08RdbsPZDOEX57Y7r2a0dXz38i9jqv
1821	HbdY/Jt1GEjr7V7isN7gtePJ3fUHQfQ8yY2GG4D0ZI0nXiAaAKB9mZs=
1822	"]],
1823
1824	Cell[BoxData[
1825	InterpretationBox[
1826	RowBox[{"\<\"Calculating Feynman rules for \"\>",
1827	"\[InvisibleSpace]", "\<\"L1\"\>"}],
1828	SequenceForm["Calculating Feynman rules for ", "L1"],
1829	Editable->False]], "Print",
1830	CellChangeTimes->CompressedData["
1831	1:eJxTTMoPSmVkYGDQAOIpTfVXOIReO/pXnDvAD6RLdXz3mgPp03tNbt4A0o4y
1832	DN03gfQqucTIO0C6r0zgWLPYa8ddAtb3QLSLUdHklUC6pV/WwkHqteNZ+Vdt
1833	IFoiZv9uEP2sXTTHGUj/e7qnBEQbzlDynSr72nFOfFz+LrnXjimxPG93yL92
1834	PHGuv2GC4mvH8zeW7F4PpA+oTpK+B6SfSy2V51Z67eiXv/y6JpA2eXnxR4vK
1835	a8cQEzHxcxqvHYPLz60F0acuW9w8D6T52CRTDmq+dsyZ6m53DEiHnboVZaf1
1836	2vG2aMn0Z0Car4nJ9DmQnqJzdupLIB08RdbsPZDOEX57Y7r2a0dXz38i9jqv
1837	HbdY/Jt1GEjr7V7isN7gtePJ3fUHQfQ8yY2GG4C0kvkTLxANAJ1emTk=
1838	"]],
1839
1840	Cell[BoxData[
1841	StyleBox["\<\"Starting Feynman rules calculation for L1.\"\>",
1842	StripOnInput->False,
1843	LineColor->RGBColor[1, 0.5, 0],
1844	FrontFaceColor->RGBColor[1, 0.5, 0],
1845	BackFaceColor->RGBColor[1, 0.5, 0],
1846	GraphicsColor->RGBColor[1, 0.5, 0],
1847	FontWeight->Bold,
1848	FontColor->RGBColor[1, 0.5, 0]]], "Print",
1849	CellChangeTimes->CompressedData["
1850	1:eJxTTMoPSmVkYGDQAOIpTfVXOIReO/pXnDvAD6RLdXz3mgPp03tNbt4A0o4y
1851	DN03gfQqucTIO0C6r0zgWLPYa8ddAtb3QLSLUdHklUC6pV/WwkHqteNZ+Vdt
1852	IFoiZv9uEP2sXTTHGUj/e7qnBEQbzlDynSr72nFOfFz+LrnXjimxPG93yL92
1853	PHGuv2GC4mvH8zeW7F4PpA+oTpK+B6SfSy2V51Z67eiXv/y6JpA2eXnxR4vK
1854	a8cQEzHxcxqvHYPLz60F0acuW9w8D6T52CRTDmq+dsyZ6m53DEiHnboVZaf1
1855	2vG2aMn0Z0Car4nJ9DmQnqJzdupLIB08RdbsPZDOEX57Y7r2a0dXz38i9jqv
1856	HbdY/Jt1GEjr7V7isN7gtePJ3fUHQfQ8yY2GG4D0G/VIbxANAKABmWk=
1857	"]],
1858
1859	Cell[BoxData["\<\"Expanding the Lagrangian...\"\>"], "Print",
1860	CellChangeTimes->CompressedData["
1861	1:eJxTTMoPSmVkYGDQAOIpTfVXOIReO/pXnDvAD6RLdXz3mgPp03tNbt4A0o4y
1862	DN03gfQqucTIO0C6r0zgWLPYa8ddAtb3QLSLUdHklUC6pV/WwkHqteNZ+Vdt
1863	IFoiZv9uEP2sXTTHGUj/e7qnBEQbzlDynSr72nFOfFz+LrnXjimxPG93yL92
1864	PHGuv2GC4mvH8zeW7F4PpA+oTpK+B6SfSy2V51Z67eiXv/y6JpA2eXnxR4vK
1865	a8cQEzHxcxqvHYPLz60F0acuW9w8D6T52CRTDmq+dsyZ6m53DEiHnboVZaf1
1866	2vG2aMn0Z0Car4nJ9DmQnqJzdupLIB08RdbsPZDOEX57Y7r2a0dXz38i9jqv
1867	HbdY/Jt1GEjr7V7isN7gtePJ3fUHQfQ8yY2GG4C0jm2kN4gGAJqbmL8=
1868	"]],
1869
1870	Cell[BoxData[
1871	InterpretationBox[
1872	RowBox[{"\<\"Expanding the indices over \"\>", "\[InvisibleSpace]", "4",
1873	"\[InvisibleSpace]", "\<\" cores\"\>"}],
1874	SequenceForm["Expanding the indices over ", 4, " cores"],
1875	Editable->False]], "Print",
1876	CellChangeTimes->CompressedData["
1877	1:eJxTTMoPSmVkYGDQAOIpTfVXOIReO/pXnDvAD6RLdXz3mgPp03tNbt4A0o4y
1878	DN03gfQqucTIO0C6r0zgWLPYa8ddAtb3QLSLUdHklUC6pV/WwkHqteNZ+Vdt
1879	IFoiZv9uEP2sXTTHGUj/e7qnBEQbzlDynSr72nFOfFz+LrnXjimxPG93yL92
1880	PHGuv2GC4mvH8zeW7F4PpA+oTpK+B6SfSy2V51Z67eiXv/y6JpA2eXnxR4vK
1881	a8cQEzHxcxqvHYPLz60F0acuW9w8D6T52CRTDmq+dsyZ6m53DEiHnboVZaf1
1882	2vG2aMn0Z0Car4nJ9DmQnqJzdupLIB08RdbsPZDOEX57Y7r2a0dXz38i9jqv
1883	HbdY/Jt1GEjr7V7isN7gtePJ3fUHQfQ8yY2GG4C0R1CkN4gGAJwOmPA=
1884	"]],
1885
1886	Cell[BoxData["\<\"Collecting the different structures that enter the \
1887	vertex.\"\>"], "Print",
1888	CellChangeTimes->CompressedData["
1889	1:eJxTTMoPSmVkYGDQAOIpTfVXOIReO/pXnDvAD6RLdXz3mgPp03tNbt4A0o4y
1890	DN03gfQqucTIO0C6r0zgWLPYa8ddAtb3QLSLUdHklUC6pV/WwkHqteNZ+Vdt
1891	IFoiZv9uEP2sXTTHGUj/e7qnBEQbzlDynSr72nFOfFz+LrnXjimxPG93yL92
1892	PHGuv2GC4mvH8zeW7F4PpA+oTpK+B6SfSy2V51Z67eiXv/y6JpA2eXnxR4vK
1893	a8cQEzHxcxqvHYPLz60F0acuW9w8D6T52CRTDmq+dsyZ6m53DEiHnboVZaf1
1894	2vG2aMn0Z0Car4nJ9DmQnqJzdupLIB08RdbsPZDOEX57Y7r2a0dXz38i9jqv
1895	HbdY/Jt1GEjr7V7isN7gtePJ3fUHQfQ8yY2GG4C0jOIPXxANAJ0bmTQ=
1896	"]],
1897
1898	Cell[BoxData[
1899	StyleBox["\<\"Warning: Class members in the Lagrangian! Not supported by \
1900	FeynArts.\"\>",
1901	StripOnInput->False,
1902	LineColor->RGBColor[1, 0.5, 0],
1903	FrontFaceColor->RGBColor[1, 0.5, 0],
1904	BackFaceColor->RGBColor[1, 0.5, 0],
1905	GraphicsColor->RGBColor[1, 0.5, 0],
1906	FontWeight->Bold,
1907	FontColor->RGBColor[1, 0.5, 0]]], "Print",
1908	CellChangeTimes->CompressedData["
1909	1:eJxTTMoPSmVkYGDQAOIpTfVXOIReO/pXnDvAD6RLdXz3mgPp03tNbt4A0o4y
1910	DN03gfQqucTIO0C6r0zgWLPYa8ddAtb3QLSLUdHklUC6pV/WwkHqteNZ+Vdt
1911	IFoiZv9uEP2sXTTHGUj/e7qnBEQbzlDynSr72nFOfFz+LrnXjimxPG93yL92
1912	PHGuv2GC4mvH8zeW7F4PpA+oTpK+B6SfSy2V51Z67eiXv/y6JpA2eXnxR4vK
1913	a8cQEzHxcxqvHYPLz60F0acuW9w8D6T52CRTDmq+dsyZ6m53DEiHnboVZaf1
1914	2vG2aMn0Z0Car4nJ9DmQnqJzdupLIB08RdbsPZDOEX57Y7r2a0dXz38i9jqv
1915	HbdY/Jt1GEjr7V7isN7gtePJ3fUHQfQ8yY2GG4C0+eF/viAaAKKFmfc=
1916	"]],
1917
1918	Cell[BoxData[
1919	InterpretationBox[
1920	RowBox[{"201", "\[InvisibleSpace]", "\<\" vertices obtained.\"\>"}],
1921	SequenceForm[201, " vertices obtained."],
1922	Editable->False]], "Print",
1923	CellChangeTimes->CompressedData["
1924	1:eJxTTMoPSmVkYGDQAOIpTfVXOIReO/pXnDvAD6RLdXz3mgPp03tNbt4A0o4y
1925	DN03gfQqucTIO0C6r0zgWLPYa8ddAtb3QLSLUdHklUC6pV/WwkHqteNZ+Vdt
1926	IFoiZv9uEP2sXTTHGUj/e7qnBEQbzlDynSr72nFOfFz+LrnXjimxPG93yL92
1927	PHGuv2GC4mvH8zeW7F4PpA+oTpK+B6SfSy2V51Z67eiXv/y6JpA2eXnxR4vK
1928	a8cQEzHxcxqvHYPLz60F0acuW9w8D6T52CRTDmq+dsyZ6m53DEiHnboVZaf1
1929	2vG2aMn0Z0Car4nJ9DmQnqJzdupLIB08RdbsPZDOEX57Y7r2a0dXz38i9jqv
1930	HbdY/Jt1GEjr7V7isN7gtePJ3fUHQfQ8yY2GG4C0DweDH4gGAJghmFQ=
1931	"]],
1932
1933	Cell[BoxData["\<\"Redefining classes in such a way that each particle is in a \
1934	separate FeynArts class.\"\>"], "Print",
1935	CellChangeTimes->CompressedData["
1936	1:eJxTTMoPSmVkYGDQAOIpTfVXOIReO/pXnDvAD6RLdXz3mgPp03tNbt4A0o4y
1937	DN03gfQqucTIO0C6r0zgWLPYa8ddAtb3QLSLUdHklUC6pV/WwkHqteNZ+Vdt
1938	IFoiZv9uEP2sXTTHGUj/e7qnBEQbzlDynSr72nFOfFz+LrnXjimxPG93yL92
1939	PHGuv2GC4mvH8zeW7F4PpA+oTpK+B6SfSy2V51Z67eiXv/y6JpA2eXnxR4vK
1940	a8cQEzHxcxqvHYPLz60F0acuW9w8D6T52CRTDmq+dsyZ6m53DEiHnboVZaf1
1941	2vG2aMn0Z0Car4nJ9DmQnqJzdupLIB08RdbsPZDOEX57Y7r2a0dXz38i9jqv
1942	HbdY/Jt1GEjr7V7isN7gtePJ3fUHQfQ8yY2GG4C0mgyDH4gGAJd9mEI=
1943	"]],
1944
1945	Cell[BoxData["\<\"See NewFeynArtsClasses[] for more information on the new \
1946	classes\"\>"], "Print",
1947	CellChangeTimes->CompressedData["
1948	1:eJxTTMoPSmVkYGDQAOIpTfVXOIReO/pXnDvAD6RLdXz3mgPp03tNbt4A0o4y
1949	DN03gfQqucTIO0C6r0zgWLPYa8ddAtb3QLSLUdHklUC6pV/WwkHqteNZ+Vdt
1950	IFoiZv9uEP2sXTTHGUj/e7qnBEQbzlDynSr72nFOfFz+LrnXjimxPG93yL92
1951	PHGuv2GC4mvH8zeW7F4PpA+oTpK+B6SfSy2V51Z67eiXv/y6JpA2eXnxR4vK
1952	a8cQEzHxcxqvHYPLz60F0acuW9w8D6T52CRTDmq+dsyZ6m53DEiHnboVZaf1
1953	2vG2aMn0Z0Car4nJ9DmQnqJzdupLIB08RdbsPZDOEX57Y7r2a0dXz38i9jqv
1954	HbdY/Jt1GEjr7V7isN7gtePJ3fUHQfQ8yY2GG4D0E30GPxANAJ3ymRM=
1955	"]],
1956
1957	Cell[BoxData["\<\"Restarting Feynman rule calculation, setting FlavorExpand \
1958	-> True.\"\>"], "Print",
1959	CellChangeTimes->CompressedData["
1960	1:eJxTTMoPSmVkYGDQAOIpTfVXOIReO/pXnDvAD6RLdXz3mgPp03tNbt4A0o4y
1961	DN03gfQqucTIO0C6r0zgWLPYa8ddAtb3QLSLUdHklUC6pV/WwkHqteNZ+Vdt
1962	IFoiZv9uEP2sXTTHGUj/e7qnBEQbzlDynSr72nFOfFz+LrnXjimxPG93yL92
1963	PHGuv2GC4mvH8zeW7F4PpA+oTpK+B6SfSy2V51Z67eiXv/y6JpA2eXnxR4vK
1964	a8cQEzHxcxqvHYPLz60F0acuW9w8D6T52CRTDmq+dsyZ6m53DEiHnboVZaf1
1965	2vG2aMn0Z0Car4nJ9DmQnqJzdupLIB08RdbsPZDOEX57Y7r2a0dXz38i9jqv
1966	HbdY/Jt1GEjr7V7isN7gtePJ3fUHQfQ8yY2GG4D0ATsGPxANAJ07mP4=
1967	"]],
1968
1969	Cell[BoxData[
1970	InterpretationBox[
1971	RowBox[{"\<\"Calculating Feynman rules for \"\>",
1972	"\[InvisibleSpace]", "\<\"L1\"\>"}],
1973	SequenceForm["Calculating Feynman rules for ", "L1"],
1974	Editable->False]], "Print",
1975	CellChangeTimes->CompressedData["
1976	1:eJxTTMoPSmVkYGDQAOIpTfVXOIReO/pXnDvAD6RLdXz3mgPp03tNbt4A0o4y
1977	DN03gfQqucTIO0C6r0zgWLPYa8ddAtb3QLSLUdHklUC6pV/WwkHqteNZ+Vdt
1978	IFoiZv9uEP2sXTTHGUj/e7qnBEQbzlDynSr72nFOfFz+LrnXjimxPG93yL92
1979	PHGuv2GC4mvH8zeW7F4PpA+oTpK+B6SfSy2V51Z67eiXv/y6JpA2eXnxR4vK
1980	a8cQEzHxcxqvHYPLz60F0acuW9w8D6T52CRTDmq+dsyZ6m53DEiHnboVZaf1
1981	2vG2aMn0Z0Car4nJ9DmQnqJzdupLIB08RdbsPZDOEX57Y7r2a0dXz38i9jqv
1982	HbdY/Jt1GEjr7V7isN7gtePJ3fUHQfQ8yY2GG4D0F18GPxANAJ9EmUE=
1983	"]],
1984
1985	Cell[BoxData[
1986	StyleBox["\<\"Starting Feynman rules calculation for L1.\"\>",
1987	StripOnInput->False,
1988	LineColor->RGBColor[1, 0.5, 0],
1989	FrontFaceColor->RGBColor[1, 0.5, 0],
1990	BackFaceColor->RGBColor[1, 0.5, 0],
1991	GraphicsColor->RGBColor[1, 0.5, 0],
1992	FontWeight->Bold,
1993	FontColor->RGBColor[1, 0.5, 0]]], "Print",
1994	CellChangeTimes->CompressedData["
1995	1:eJxTTMoPSmVkYGDQAOIpTfVXOIReO/pXnDvAD6RLdXz3mgPp03tNbt4A0o4y
1996	DN03gfQqucTIO0C6r0zgWLPYa8ddAtb3QLSLUdHklUC6pV/WwkHqteNZ+Vdt
1997	IFoiZv9uEP2sXTTHGUj/e7qnBEQbzlDynSr72nFOfFz+LrnXjimxPG93yL92
1998	PHGuv2GC4mvH8zeW7F4PpA+oTpK+B6SfSy2V51Z67eiXv/y6JpA2eXnxR4vK
1999	a8cQEzHxcxqvHYPLz60F0acuW9w8D6T52CRTDmq+dsyZ6m53DEiHnboVZaf1
2000	2vG2aMn0Z0Car4nJ9DmQnqJzdupLIB08RdbsPZDOEX57Y7r2a0dXz38i9jqv
2001	HbdY/Jt1GEjr7V7isN7gtePJ3fUHQfQ8yY2GG0C0er4fiAYAniSZNA==
2002	"]],
2003
2004	Cell[BoxData["\<\"Expanding the Lagrangian...\"\>"], "Print",
2005	CellChangeTimes->CompressedData["
2006	1:eJxTTMoPSmVkYGDQAOIpTfVXOIReO/pXnDvAD6RLdXz3mgPp03tNbt4A0o4y
2007	DN03gfQqucTIO0C6r0zgWLPYa8ddAtb3QLSLUdHklUC6pV/WwkHqteNZ+Vdt
2008	IFoiZv9uEP2sXTTHGUj/e7qnBEQbzlDynSr72nFOfFz+LrnXjimxPG93yL92
2009	PHGuv2GC4mvH8zeW7F4PpA+oTpK+B6SfSy2V51Z67eiXv/y6JpA2eXnxR4vK
2010	a8cQEzHxcxqvHYPLz60F0acuW9w8D6T52CRTDmq+dsyZ6m53DEiHnboVZaf1
2011	2vG2aMn0Z0Car4nJ9DmQnqJzdupLIB08RdbsPZDOEX57Y7r2a0dXz38i9jqv
2012	HbdY/Jt1GEjr7V7isN7gtePJ3fUHQfQ8yY2GG4D0NvN8PxANAJ9UmVw=
2013	"]],
2014
2015	Cell[BoxData[
2016	InterpretationBox[
2017	RowBox[{"\<\"Expanding the indices over \"\>", "\[InvisibleSpace]", "4",
2018	"\[InvisibleSpace]", "\<\" cores\"\>"}],
2019	SequenceForm["Expanding the indices over ", 4, " cores"],
2020	Editable->False]], "Print",
2021	CellChangeTimes->CompressedData["
2022	1:eJxTTMoPSmVkYGDQAOIpTfVXOIReO/pXnDvAD6RLdXz3mgPp03tNbt4A0o4y
2023	DN03gfQqucTIO0C6r0zgWLPYa8ddAtb3QLSLUdHklUC6pV/WwkHqteNZ+Vdt
2024	IFoiZv9uEP2sXTTHGUj/e7qnBEQbzlDynSr72nFOfFz+LrnXjimxPG93yL92
2025	PHGuv2GC4mvH8zeW7F4PpA+oTpK+B6SfSy2V51Z67eiXv/y6JpA2eXnxR4vK
2026	a8cQEzHxcxqvHYPLz60F0acuW9w8D6T52CRTDmq+dsyZ6m53DEiHnboVZaf1
2027	2vG2aMn0Z0Car4nJ9DmQnqJzdupLIB08RdbsPZDOEX57Y7r2a0dXz38i9jqv
2028	HbdY/Jt1GEjr7V7isN7gtePJ3fUHQfQ8yY2GG4D0F9d8PxANAKGmmag=
2029	"]],
2030
2031	Cell[BoxData["\<\"Collecting the different structures that enter the \
2032	vertex.\"\>"], "Print",
2033	CellChangeTimes->CompressedData["
2034	1:eJxTTMoPSmVkYGDQAOIpTfVXOIReO/pXnDvAD6RLdXz3mgPp03tNbt4A0o4y
2035	DN03gfQqucTIO0C6r0zgWLPYa8ddAtb3QLSLUdHklUC6pV/WwkHqteNZ+Vdt
2036	IFoiZv9uEP2sXTTHGUj/e7qnBEQbzlDynSr72nFOfFz+LrnXjimxPG93yL92
2037	PHGuv2GC4mvH8zeW7F4PpA+oTpK+B6SfSy2V51Z67eiXv/y6JpA2eXnxR4vK
2038	a8cQEzHxcxqvHYPLz60F0acuW9w8D6T52CRTDmq+dsyZ6m53DEiHnboVZaf1
2039	2vG2aMn0Z0Car4nJ9DmQnqJzdupLIB08RdbsPZDOEX57Y7r2a0dXz38i9jqv
2040	HbdY/Jt1GEjr7V7isN7gtePJ3fUHQfQ8yY2GG4D05FqNQBANAJ6LmTs=
2041	"]],
2042
2043	Cell[BoxData[
2044	InterpretationBox[
2045	RowBox[{
2046	"220", "\[InvisibleSpace]", "\<\" possible non-zero vertices have been \
2047	found -> starting the computation: \"\>", "\[InvisibleSpace]",
2048	DynamicBox[ToBoxes[FeynRules`FR$FeynmanRules, StandardForm],
2049	ImageSizeCache->{24., {0., 8.}}], "\[InvisibleSpace]", "\<\" / \"\>",
2050	"\[InvisibleSpace]", "220", "\[InvisibleSpace]", "\<\".\"\>"}],
2051	SequenceForm[
2052	220, " possible non-zero vertices have been found -> starting the \
2053	computation: ",
2054	Dynamic[FeynRules`FR$FeynmanRules], " / ", 220, "."],
2055	Editable->False]], "Print",
2056	CellChangeTimes->CompressedData["
2057	1:eJxTTMoPSmVkYGDQAOIpTfVXOIReO/pXnDvAD6RLdXz3mgPp03tNbt4A0o4y
2058	DN03gfQqucTIO0C6r0zgWLPYa8ddAtb3QLSLUdHklUC6pV/WwkHqteNZ+Vdt
2059	IFoiZv9uEP2sXTTHGUj/e7qnBEQbzlDynSr72nFOfFz+LrnXjimxPG93yL92
2060	PHGuv2GC4mvH8zeW7F4PpA+oTpK+B6SfSy2V51Z67eiXv/y6JpA2eXnxR4vK
2061	a8cQEzHxcxqvHYPLz60F0acuW9w8D6T52CRTDmq+dsyZ6m53DEiHnboVZaf1
2062	2vG2aMn0Z0Car4nJ9DmQnqJzdupLIB08RdbsPZDOEX57Y7r2a0dXz38i9jqv
2063	HbdY/Jt1GEjr7V7isN7gtePJ3fUHQfQ8yY2GG4D0cgP9QBANAJ06mQk=
2064	"]],
2065
2066	Cell[BoxData[
2067	InterpretationBox[
2068	RowBox[{"201", "\[InvisibleSpace]", "\<\" vertices obtained.\"\>"}],
2069	SequenceForm[201, " vertices obtained."],
2070	Editable->False]], "Print",
2071	CellChangeTimes->CompressedData["
2072	1:eJxTTMoPSmVkYGDQAOIpTfVXOIReO/pXnDvAD6RLdXz3mgPp03tNbt4A0o4y
2073	DN03gfQqucTIO0C6r0zgWLPYa8ddAtb3QLSLUdHklUC6pV/WwkHqteNZ+Vdt
2074	IFoiZv9uEP2sXTTHGUj/e7qnBEQbzlDynSr72nFOfFz+LrnXjimxPG93yL92
2075	PHGuv2GC4mvH8zeW7F4PpA+oTpK+B6SfSy2V51Z67eiXv/y6JpA2eXnxR4vK
2076	a8cQEzHxcxqvHYPLz60F0acuW9w8D6T52CRTDmq+dsyZ6m53DEiHnboVZaf1
2077	2vG2aMn0Z0Car4nJ9DmQnqJzdupLIB08RdbsPZDOEX57Y7r2a0dXz38i9jqv
2078	HbdY/Jt1GEjr7V7isN7gtePJ3fUHQfQ8yY2GG4D0k4nawSAaAKG7maU=
2079	"]],
2080
2081	Cell[BoxData[
2082	InterpretationBox[
2083	RowBox[{"\<\"Writing FeynArts model file into directory \"\>",
2084	"\[InvisibleSpace]", "\<\"DMsimp_spin0\"\>"}],
2085	SequenceForm["Writing FeynArts model file into directory ", "DMsimp_spin0"],
2086
2087	Editable->False]], "Print",
2088	CellChangeTimes->CompressedData["
2089	1:eJxTTMoPSmVkYGDQAOIpTfVXOIReO/pXnDvAD6RLdXz3mgPp03tNbt4A0o4y
2090	DN03gfQqucTIO0C6r0zgWLPYa8ddAtb3QLSLUdHklUC6pV/WwkHqteNZ+Vdt
2091	IFoiZv9uEP2sXTTHGUj/e7qnBEQbzlDynSr72nFOfFz+LrnXjimxPG93yL92
2092	PHGuv2GC4mvH8zeW7F4PpA+oTpK+B6SfSy2V51Z67eiXv/y6JpA2eXnxR4vK
2093	a8cQEzHxcxqvHYPLz60F0acuW9w8D6T52CRTDmq+dsyZ6m53DEiHnboVZaf1
2094	2vG2aMn0Z0Car4nJ9DmQnqJzdupLIB08RdbsPZDOEX57Y7r2a0dXz38i9jqv
2095	HbdY/Jt1GEjr7V7isN7gtePJ3fUHQfQ8yY2GG4D00etyoSAaAKJpmcE=
2096	"]],
2097
2098	Cell[BoxData[
2099	InterpretationBox[
2100	RowBox[{"\<\"Writing FeynArts generic file on \"\>",
2101	"\[InvisibleSpace]", "\<\"DMsimp_spin0.gen\"\>",
2102	"\[InvisibleSpace]", "\<\".\"\>"}],
2103	SequenceForm["Writing FeynArts generic file on ", "DMsimp_spin0.gen", "."],
2104	Editable->False]], "Print",
2105	CellChangeTimes->CompressedData["
2106	1:eJxTTMoPSmVkYGDQAOIpTfVXOIReO/pXnDvAD6RLdXz3mgPp03tNbt4A0o4y
2107	DN03gfQqucTIO0C6r0zgWLPYa8ddAtb3QLSLUdHklUC6pV/WwkHqteNZ+Vdt
2108	IFoiZv9uEP2sXTTHGUj/e7qnBEQbzlDynSr72nFOfFz+LrnXjimxPG93yL92
2109	PHGuv2GC4mvH8zeW7F4PpA+oTpK+B6SfSy2V51Z67eiXv/y6JpA2eXnxR4vK
2110	a8cQEzHxcxqvHYPLz60F0acuW9w8D6T52CRTDmq+dsyZ6m53DEiHnboVZaf1
2111	2vG2aMn0Z0Car4nJ9DmQnqJzdupLIB08RdbsPZDOEX57Y7r2a0dXz38i9jqv
2112	HbdY/Jt1GEjr7V7isN7gtePJ3fUHQfQ8yY2GG4D0ujCFUBANAJ42mSs=
2113	"]]
2114	}, Open ]]
2115	}, Open ]],
2116
2117	Cell[BoxData[
2118	RowBox[{"Quit", "[", "]"}]], "Input"],
2119
2120	Cell[BoxData[
2121	RowBox[{
2122	RowBox[{"SetDirectory", "[", "\"\<~/Documents/FeynArts-3.8\>\"", "]"}],
2123	";"}]], "Input"],
2124
2125	Cell[CellGroupData[{
2126
2127	Cell[BoxData[
2128	RowBox[{"<<", " ", "FeynArts`"}]], "Input"],
2129
2130	Cell[CellGroupData[{
2131
2132	Cell[BoxData["\<\"\"\>"], "Print",
2133	CellChangeTimes->{
2134	3.6333340062742558`^9, 3.633348229208444^9, 3.633430065155362*^9,
2135	3.633760001669025^9, {3.633761419825535^9, 3.633761425885021*^9},
2136	3.633767166566884^9, 3.635683139828644^9, 3.635760340532014*^9,
2137	3.637641781424296^9, 3.637642777828939^9, 3.637648360547853*^9,
2138	3.63938888484129^9, 3.6399891883206367`^9, 3.6405105000307283`*^9,
2139	3.6414761804555807`^9, 3.64154016168857^9, 3.641635285717799*^9,
2140	3.641727329735632^9, 3.641790209539661^9, 3.6430254539917393`*^9,
2141	3.64527235156678^9, {3.6452735456903152`^9, 3.645273547429137*^9},
2142	3.645274078357388^9, 3.645275918468567^9, 3.645770729621505*^9,
2143	3.6457805883271008`^9, 3.6460265810439^9, 3.646371089894401*^9,
2144	3.6463723181263227`^9, 3.6463773435981283`^9, 3.646388714466091*^9,
2145	3.646734121004572^9, {3.647076590445853^9, 3.6470765971626987`*^9},
2146	3.647347991398026^9, 3.64940346604403^9, 3.649404494522189*^9,
2147	3.649405748787827*^9}],
2148
2149	Cell[BoxData["\<\"FeynArts 3.8\"\>"], "Print",
2150	CellChangeTimes->{
2151	3.6333340062742558`^9, 3.633348229208444^9, 3.633430065155362*^9,
2152	3.633760001669025^9, {3.633761419825535^9, 3.633761425885021*^9},
2153	3.633767166566884^9, 3.635683139828644^9, 3.635760340532014*^9,
2154	3.637641781424296^9, 3.637642777828939^9, 3.637648360547853*^9,
2155	3.63938888484129^9, 3.6399891883206367`^9, 3.6405105000307283`*^9,
2156	3.6414761804555807`^9, 3.64154016168857^9, 3.641635285717799*^9,
2157	3.641727329735632^9, 3.641790209539661^9, 3.6430254539917393`*^9,
2158	3.64527235156678^9, {3.6452735456903152`^9, 3.645273547429137*^9},
2159	3.645274078357388^9, 3.645275918468567^9, 3.645770729621505*^9,
2160	3.6457805883271008`^9, 3.6460265810439^9, 3.646371089894401*^9,
2161	3.6463723181263227`^9, 3.6463773435981283`^9, 3.646388714466091*^9,
2162	3.646734121004572^9, {3.647076590445853^9, 3.6470765971626987`*^9},
2163	3.647347991398026^9, 3.64940346604403^9, 3.649404494522189*^9,
2164	3.649405748801323*^9}],
2165
2166	Cell[BoxData["\<\"by Hagen Eck, Sepp Kueblbeck, and Thomas Hahn\"\>"], "Print",
2167	CellChangeTimes->{
2168	3.6333340062742558`^9, 3.633348229208444^9, 3.633430065155362*^9,
2169	3.633760001669025^9, {3.633761419825535^9, 3.633761425885021*^9},
2170	3.633767166566884^9, 3.635683139828644^9, 3.635760340532014*^9,
2171	3.637641781424296^9, 3.637642777828939^9, 3.637648360547853*^9,
2172	3.63938888484129^9, 3.6399891883206367`^9, 3.6405105000307283`*^9,
2173	3.6414761804555807`^9, 3.64154016168857^9, 3.641635285717799*^9,
2174	3.641727329735632^9, 3.641790209539661^9, 3.6430254539917393`*^9,
2175	3.64527235156678^9, {3.6452735456903152`^9, 3.645273547429137*^9},
2176	3.645274078357388^9, 3.645275918468567^9, 3.645770729621505*^9,
2177	3.6457805883271008`^9, 3.6460265810439^9, 3.646371089894401*^9,
2178	3.6463723181263227`^9, 3.6463773435981283`^9, 3.646388714466091*^9,
2179	3.646734121004572^9, {3.647076590445853^9, 3.6470765971626987`*^9},
2180	3.647347991398026^9, 3.64940346604403^9, 3.649404494522189*^9,
2181	3.6494057488032703`*^9}],
2182
2183	Cell[BoxData["\<\"last revised 9 Jul 13\"\>"], "Print",
2184	CellChangeTimes->{
2185	3.6333340062742558`^9, 3.633348229208444^9, 3.633430065155362*^9,
2186	3.633760001669025^9, {3.633761419825535^9, 3.633761425885021*^9},
2187	3.633767166566884^9, 3.635683139828644^9, 3.635760340532014*^9,
2188	3.637641781424296^9, 3.637642777828939^9, 3.637648360547853*^9,
2189	3.63938888484129^9, 3.6399891883206367`^9, 3.6405105000307283`*^9,
2190	3.6414761804555807`^9, 3.64154016168857^9, 3.641635285717799*^9,
2191	3.641727329735632^9, 3.641790209539661^9, 3.6430254539917393`*^9,
2192	3.64527235156678^9, {3.6452735456903152`^9, 3.645273547429137*^9},
2193	3.645274078357388^9, 3.645275918468567^9, 3.645770729621505*^9,
2194	3.6457805883271008`^9, 3.6460265810439^9, 3.646371089894401*^9,
2195	3.6463723181263227`^9, 3.6463773435981283`^9, 3.646388714466091*^9,
2196	3.646734121004572^9, {3.647076590445853^9, 3.6470765971626987`*^9},
2197	3.647347991398026^9, 3.64940346604403^9, 3.649404494522189*^9,
2198	3.649405748805111*^9}]
2199	}, Open ]]
2200	}, Open ]],
2201
2202	Cell[BoxData[
2203	RowBox[{
2204	RowBox[{
2205	"SetDirectory", "[", "\"\<~/Documents/feynrules-current_3_7\>\"", "]"}],
2206	";"}]], "Input",
2207	CellChangeTimes->{{3.64302329717109^9, 3.643023299501276^9}, {
2208	3.6452723585550957`^9, 3.645272359939103^9}, {3.647076405736209*^9,
2209	3.64707640635962*^9}}],
2210
2211	Cell[CellGroupData[{
2212
2213	Cell[BoxData[
2214	RowBox[{"<<", " ", "NLOCT`"}]], "Input"],
2215
2216	Cell[CellGroupData[{
2217
2218	Cell[BoxData["\<\" - NLOCT - \"\>"], "Print",
2219	CellChangeTimes->{3.633334012398602^9, 3.63334823479993^9,
2220	3.633430070827776^9, 3.6337600047552557`^9, 3.6337614288449593`*^9,
2221	3.63376716963179^9, 3.635683144036674^9, 3.635760344048397*^9,
2222	3.6376417854673986`^9, 3.6376427809103813`^9, 3.637648364508534*^9,
2223	3.639388890816511^9, 3.639989191172407^9, 3.6405105028721447`*^9,
2224	3.6414761840245857`^9, 3.641540165251926^9, 3.641635290546917*^9,
2225	3.64172733228785^9, 3.641790212336192^9, 3.643025460613501*^9,
2226	3.645272365875441^9, 3.645273553311666^9, 3.645274081217651*^9,
2227	3.6452759224520473`^9, 3.645770733219626^9, 3.645780591417716*^9,
2228	3.646026588840769^9, 3.646371094455577^9, 3.646372321274672*^9,
2229	3.6463773477242813`^9, 3.64638871796944^9, 3.646734124503805*^9,
2230	3.647076600246109^9, 3.6473479946640787`^9, 3.649403470879184*^9,
2231	3.6494044980102777`^9, 3.649405752171749^9}],
2232
2233	Cell[BoxData["\<\"Version: 1.02\"\>"], "Print",
2234	CellChangeTimes->{3.633334012398602^9, 3.63334823479993^9,
2235	3.633430070827776^9, 3.6337600047552557`^9, 3.6337614288449593`*^9,
2236	3.63376716963179^9, 3.635683144036674^9, 3.635760344048397*^9,
2237	3.6376417854673986`^9, 3.6376427809103813`^9, 3.637648364508534*^9,
2238	3.639388890816511^9, 3.639989191172407^9, 3.6405105028721447`*^9,
2239	3.6414761840245857`^9, 3.641540165251926^9, 3.641635290546917*^9,
2240	3.64172733228785^9, 3.641790212336192^9, 3.643025460613501*^9,
2241	3.645272365875441^9, 3.645273553311666^9, 3.645274081217651*^9,
2242	3.6452759224520473`^9, 3.645770733219626^9, 3.645780591417716*^9,
2243	3.646026588840769^9, 3.646371094455577^9, 3.646372321274672*^9,
2244	3.6463773477242813`^9, 3.64638871796944^9, 3.646734124503805*^9,
2245	3.647076600246109^9, 3.6473479946640787`^9, 3.649403470879184*^9,
2246	3.6494044980102777`^9, 3.64940575219746^9}],
2247
2248	Cell[BoxData["\<\"Authors: C. Degrande\"\>"], "Print",
2249	CellChangeTimes->{3.633334012398602^9, 3.63334823479993^9,
2250	3.633430070827776^9, 3.6337600047552557`^9, 3.6337614288449593`*^9,
2251	3.63376716963179^9, 3.635683144036674^9, 3.635760344048397*^9,
2252	3.6376417854673986`^9, 3.6376427809103813`^9, 3.637648364508534*^9,
2253	3.639388890816511^9, 3.639989191172407^9, 3.6405105028721447`*^9,
2254	3.6414761840245857`^9, 3.641540165251926^9, 3.641635290546917*^9,
2255	3.64172733228785^9, 3.641790212336192^9, 3.643025460613501*^9,
2256	3.645272365875441^9, 3.645273553311666^9, 3.645274081217651*^9,
2257	3.6452759224520473`^9, 3.645770733219626^9, 3.645780591417716*^9,
2258	3.646026588840769^9, 3.646371094455577^9, 3.646372321274672*^9,
2259	3.6463773477242813`^9, 3.64638871796944^9, 3.646734124503805*^9,
2260	3.647076600246109^9, 3.6473479946640787`^9, 3.649403470879184*^9,
2261	3.6494044980102777`^9, 3.649405752199304^9}]
2262	}, Open ]]
2263	}, Open ]],
2264
2265	Cell[BoxData[
2266	RowBox[{
2267	RowBox[{
2268	"SetDirectory", "[",
2269	"\"\<~/Documents/feynrules-current_3_7/Models/DMsimp\>\"", "]"}],
2270	";"}]], "Input",
2271	CellChangeTimes->{{3.6333335430865088`^9, 3.6333335552625504`^9}, {
2272	3.633759553050228^9, 3.633759553878661^9}, {3.635681734336973*^9,
2273	3.635681736612557^9}, {3.637640417227786^9, 3.6376404184754333`*^9}, {
2274	3.63937694796106^9, 3.6393769493287563`^9}, {3.6405100825800657`*^9,
2275	3.640510083170496^9}, 3.64051048875382^9, {3.643018762649206*^9,
2276	3.643018771597096^9}, 3.643024946820489^9, {3.645272373051367*^9,
2277	3.645272374670525^9}, {3.645274084493257^9, 3.645274085716125*^9}, {
2278	3.645275926207169^9, 3.645275927770879^9}, 3.645770250485813*^9,
2279	3.645770738860055^9, {3.645780051087365^9, 3.645780051727775*^9}, {
2280	3.646026265671403^9, 3.6460262676920023`^9}, {3.647076420208658*^9,
2281	3.647076420403612^9}, {3.647347800062046^9, 3.647347801503477*^9}, {
2282	3.6494031514580183`^9, 3.649403153218494^9}}],
2283
2284	Cell[CellGroupData[{
2285
2286	Cell[BoxData[
2287	RowBox[{
2288	RowBox[{"WriteCT", "[",
2289	RowBox[{
2290	"\"\<DMsimp_s_spin0/DMsimp_s_spin0\>\"", ",",
2291	"\"\<DMsimp_s_spin0/DMsimp_s_spin0\>\"", ",",
2292	RowBox[{"Output", "->", "\"\<DMsimp_s_spin0\>\""}], ",",
2293	RowBox[{"LabelInternal", "\[Rule]", "True"}], ",",
2294	RowBox[{"QCDOnly", "\[Rule]", "True"}], ",",
2295	RowBox[{"KeptIndices", "\[Rule]",
2296	RowBox[{"{", "}"}]}], ",",
2297	RowBox[{"ZeroMom", "\[Rule]",
2298	RowBox[{"{",
2299	RowBox[{"{",
2300	RowBox[{"aS", ",",
2301	RowBox[{"{",
2302	RowBox[{
2303	RowBox[{"F", "[", "7", "]"}], ",",
2304	RowBox[{"V", "[", "4", "]"}], ",",
2305	RowBox[{"-",
2306	RowBox[{"F", "[", "7", "]"}]}]}], "}"}], ",", "0"}], "}"}],
2307	"}"}]}], ",",
2308	RowBox[{"ComplexMass", "\[Rule]", "False"}], ",",
2309	RowBox[{"Exclude4ScalarsCT", "\[Rule]", "True"}]}], "]"}], "//", "Timing",
2310	" "}]], "Input",
2311	CellChangeTimes->CompressedData["
2312	1:eJxTTMoPSmViYGCQBmIQPYMtewWH0GvHXRNMV4Fo80cy6/mBtEqcHpjOWe+0
2313	7AaQlnu0ZTmI5spYZNks9trxiDqHDYiWMzo9x17qtaPdu/0LQPSiH+51/bKv
2314	HV+ZXKoH0VIPZreD6AuxP8C0ocS7CzvkXzu+UO6+DKK37FS0v6f42lH/QgqY
2315	dp/YrMutBKRPHgTTXHrbH2oC6eWs58C0tRvj4UaV1446QtFgetVu9eMtQDro
2316	0/UTIHqR4aobIHqO6w0wvXSy8u5zGq8dd3CU7QHR9ww6Hp8H0uxvLj4B0bXl
2317	PxwPar52tDpzxQlEW2jt5ToGpNl45nCD6MzV35zttF47Kh2udAXRTt3snc+A
2318	dLF3ezeInrFC8sV07deORaxdYNqkoL37sM5rx5b1k3tAdOvPJKX1Bq8d6+pP
2319	K4Poh++cToNorr0WZ0F0yKQrkhuA9Kt9+VIg2uDZ13QQHdDDnwOi+25Mtv1n
2320	CAzvuPn2IBoA/xHTBA==
2321	"]],
2322
2323	Cell[CellGroupData[{
2324
2325	Cell[BoxData[
2326	StyleBox["\<\"Computing CT for the {S} vertices.\"\>",
2327	StripOnInput->False,
2328	LineColor->RGBColor[0, 0, 1],
2329	FrontFaceColor->RGBColor[0, 0, 1],
2330	BackFaceColor->RGBColor[0, 0, 1],
2331	GraphicsColor->RGBColor[0, 0, 1],
2332	FontColor->RGBColor[0, 0, 1]]], "Print",
2333	CellChangeTimes->{
2334	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2335	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2336	3.649405805860054*^9}}],
2337
2338	Cell[BoxData["\<\"\"\>"], "Print",
2339	CellChangeTimes->{
2340	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2341	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2342	3.6494058058755713`*^9}}],
2343
2344	Cell[BoxData[
2345	InterpretationBox[
2346	RowBox[{"\<\"\"\>", "\[InvisibleSpace]", "\<\"loading \"\>",
2347	"\[InvisibleSpace]", "\<\"generic\"\>",
2348	"\[InvisibleSpace]", "\<\" model file \"\>",
2349	"\[InvisibleSpace]", \
2350	"\<\"/home/amartini/Documents/FeynArts-3.8/Models/DMsimp_spin0/DMsimp_spin0.\
2351	gen\"\>"}],
2352	SequenceForm[
2353	"", "loading ", "generic", " model file ",
2354	"/home/amartini/Documents/FeynArts-3.8/Models/DMsimp_spin0/DMsimp_spin0.\
2355	gen"],
2356	Editable->False]], "Print",
2357	CellChangeTimes->{
2358	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2359	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2360	3.649405805877552*^9}}],
2361
2362	Cell[BoxData["\<\"> $GenericMixing is OFF\"\>"], "Print",
2363	CellChangeTimes->{
2364	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2365	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2366	3.6494058058788958`*^9}}],
2367
2368	Cell[BoxData[
2369	InterpretationBox[
2370	RowBox[{"\<\"generic model \"\>", "\[InvisibleSpace]",
2371	RowBox[{"{", "\<\"DMsimp_spin0/DMsimp_spin0\"\>", "}"}],
2372	"\[InvisibleSpace]", "\<\" initialized\"\>"}],
2373	SequenceForm[
2374	"generic model ", {"DMsimp_spin0/DMsimp_spin0"}, " initialized"],
2375	Editable->False]], "Print",
2376	CellChangeTimes->{
2377	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2378	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2379	3.649405805880295*^9}}],
2380
2381	Cell[BoxData["\<\"\"\>"], "Print",
2382	CellChangeTimes->{
2383	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2384	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2385	3.649405805881549*^9}}],
2386
2387	Cell[BoxData[
2388	InterpretationBox[
2389	RowBox[{"\<\"\"\>", "\[InvisibleSpace]", "\<\"loading \"\>",
2390	"\[InvisibleSpace]", "\<\"classes\"\>",
2391	"\[InvisibleSpace]", "\<\" model file \"\>",
2392	"\[InvisibleSpace]", \
2393	"\<\"/home/amartini/Documents/FeynArts-3.8/Models/DMsimp_spin0/DMsimp_spin0.\
2394	mod\"\>"}],
2395	SequenceForm[
2396	"", "loading ", "classes", " model file ",
2397	"/home/amartini/Documents/FeynArts-3.8/Models/DMsimp_spin0/DMsimp_spin0.\
2398	mod"],
2399	Editable->False]], "Print",
2400	CellChangeTimes->{
2401	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2402	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2403	3.649405805882975*^9}}],
2404
2405	Cell[BoxData[
2406	InterpretationBox[
2407	RowBox[{"\<\"> \"\>", "\[InvisibleSpace]", "49",
2408	"\[InvisibleSpace]", "\<\" particles (incl. antiparticles) in \"\>",
2409	"\[InvisibleSpace]", "28", "\[InvisibleSpace]", "\<\" classes\"\>"}],
2410	SequenceForm[
2411	"> ", 49, " particles (incl. antiparticles) in ", 28, " classes"],
2412	Editable->False]], "Print",
2413	CellChangeTimes->{
2414	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2415	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2416	3.6494058058861933`*^9}}],
2417
2418	Cell[BoxData["\<\"> $CounterTerms are ON\"\>"], "Print",
2419	CellChangeTimes->{
2420	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2421	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2422	3.649405805935193*^9}}],
2423
2424	Cell[BoxData[
2425	InterpretationBox[
2426	RowBox[{"\<\"> \"\>", "\[InvisibleSpace]", "165",
2427	"\[InvisibleSpace]", "\<\" vertices\"\>"}],
2428	SequenceForm["> ", 165, " vertices"],
2429	Editable->False]], "Print",
2430	CellChangeTimes->{
2431	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2432	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2433	3.6494058059366913`*^9}}],
2434
2435	Cell[BoxData[
2436	InterpretationBox[
2437	RowBox[{"\<\"> \"\>", "\[InvisibleSpace]", "43",
2438	"\[InvisibleSpace]", "\<\" counter terms of order 1\"\>"}],
2439	SequenceForm["> ", 43, " counter terms of order 1"],
2440	Editable->False]], "Print",
2441	CellChangeTimes->{
2442	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2443	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2444	3.649405805980753*^9}}],
2445
2446	Cell[BoxData[
2447	InterpretationBox[
2448	RowBox[{"\<\"classes model \"\>", "\[InvisibleSpace]",
2449	RowBox[{"{", "\<\"DMsimp_spin0/DMsimp_spin0\"\>", "}"}],
2450	"\[InvisibleSpace]", "\<\" initialized\"\>"}],
2451	SequenceForm[
2452	"classes model ", {"DMsimp_spin0/DMsimp_spin0"}, " initialized"],
2453	Editable->False]], "Print",
2454	CellChangeTimes->{
2455	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2456	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2457	3.649405805982658*^9}}],
2458
2459	Cell[BoxData["\<\"\"\>"], "Print",
2460	CellChangeTimes->{
2461	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2462	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2463	3.649405805984128*^9}}],
2464
2465	Cell[BoxData[
2466	InterpretationBox[
2467	RowBox[{"\<\"inserting at level(s) \"\>", "\[InvisibleSpace]",
2468	RowBox[{"{",
2469	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
2470	SequenceForm["inserting at level(s) ", {Generic, FeynArts`Classes}],
2471	Editable->False]], "Print",
2472	CellChangeTimes->{
2473	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2474	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2475	3.649405805985547*^9}}],
2476
2477	Cell[BoxData[
2478	InterpretationBox[
2479	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
2480	"\[InvisibleSpace]", "\<\": \"\>",
2481	"\[InvisibleSpace]", "\<\"4 Generic, 23 Classes insertions\"\>"}],
2482	SequenceForm["> Top. ", 1, ": ", "4 Generic, 23 Classes insertions"],
2483	Editable->False]], "Print",
2484	CellChangeTimes->{
2485	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2486	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2487	3.649405806026885*^9}}],
2488
2489	Cell[BoxData[
2490	InterpretationBox[
2491	RowBox[{"\<\"in total: \"\>",
2492	"\[InvisibleSpace]", "\<\"4 Generic, 23 Classes insertions\"\>"}],
2493	SequenceForm["in total: ", "4 Generic, 23 Classes insertions"],
2494	Editable->False]], "Print",
2495	CellChangeTimes->{
2496	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2497	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2498	3.649405806028625*^9}}],
2499
2500	Cell[BoxData["\<\"\"\>"], "Print",
2501	CellChangeTimes->{
2502	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2503	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2504	3.6494058060300703`*^9}}],
2505
2506	Cell[BoxData[
2507	InterpretationBox[
2508	RowBox[{"\<\"creating amplitudes at level(s) \"\>", "\[InvisibleSpace]",
2509	RowBox[{"{",
2510	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
2511	SequenceForm[
2512	"creating amplitudes at level(s) ", {Generic, FeynArts`Classes}],
2513	Editable->False]], "Print",
2514	CellChangeTimes->{
2515	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2516	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2517	3.649405806031448*^9}}],
2518
2519	Cell[BoxData[
2520	InterpretationBox[
2521	RowBox[{"\<\"in total: \"\>",
2522	"\[InvisibleSpace]", "\<\"0 Generic, 0 Classes amplitudes\"\>"}],
2523	SequenceForm["in total: ", "0 Generic, 0 Classes amplitudes"],
2524	Editable->False]], "Print",
2525	CellChangeTimes->{
2526	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2527	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2528	3.649405806032816*^9}}],
2529
2530	Cell[BoxData["\<\"Writing amplitude finished after 0.145255\"\>"], "Print",
2531	CellChangeTimes->{
2532	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2533	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2534	3.6494058060342007`*^9}}],
2535
2536	Cell[BoxData["\<\"Writing the R2 and UV parts at the class level finished \
2537	after 0.145365\"\>"], "Print",
2538	CellChangeTimes->{
2539	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2540	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2541	3.649405806035502*^9}}],
2542
2543	Cell[BoxData["\<\"\"\>"], "Print",
2544	CellChangeTimes->{
2545	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2546	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2547	3.649405806036845*^9}}],
2548
2549	Cell[BoxData[
2550	InterpretationBox[
2551	RowBox[{"\<\"inserting at level(s) \"\>", "\[InvisibleSpace]",
2552	RowBox[{"{",
2553	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
2554	SequenceForm["inserting at level(s) ", {Generic, FeynArts`Classes}],
2555	Editable->False]], "Print",
2556	CellChangeTimes->{
2557	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2558	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2559	3.6494058060383673`*^9}}],
2560
2561	Cell[BoxData[
2562	InterpretationBox[
2563	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
2564	"\[InvisibleSpace]", "\<\": \"\>",
2565	"\[InvisibleSpace]", "\<\"0 Generic, 0 Classes insertions\"\>"}],
2566	SequenceForm["> Top. ", 1, ": ", "0 Generic, 0 Classes insertions"],
2567	Editable->False]], "Print",
2568	CellChangeTimes->{
2569	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2570	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2571	3.649405806039805*^9}}],
2572
2573	Cell[BoxData[
2574	InterpretationBox[
2575	RowBox[{"\<\"in total: \"\>",
2576	"\[InvisibleSpace]", "\<\"0 Generic, 0 Classes insertions\"\>"}],
2577	SequenceForm["in total: ", "0 Generic, 0 Classes insertions"],
2578	Editable->False]], "Print",
2579	CellChangeTimes->{
2580	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2581	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2582	3.649405806041189*^9}}],
2583
2584	Cell[BoxData["\<\"\"\>"], "Print",
2585	CellChangeTimes->{
2586	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2587	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2588	3.64940580604255*^9}}],
2589
2590	Cell[BoxData[
2591	InterpretationBox[
2592	RowBox[{"\<\"creating amplitudes at level(s) \"\>", "\[InvisibleSpace]",
2593	RowBox[{"{",
2594	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
2595	SequenceForm[
2596	"creating amplitudes at level(s) ", {Generic, FeynArts`Classes}],
2597	Editable->False]], "Print",
2598	CellChangeTimes->{
2599	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2600	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2601	3.649405806043867*^9}}],
2602
2603	Cell[BoxData[
2604	InterpretationBox[
2605	RowBox[{"\<\"in total: \"\>",
2606	"\[InvisibleSpace]", "\<\"0 Generic, 0 Classes amplitudes\"\>"}],
2607	SequenceForm["in total: ", "0 Generic, 0 Classes amplitudes"],
2608	Editable->False]], "Print",
2609	CellChangeTimes->{
2610	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2611	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2612	3.649405806045209*^9}}],
2613
2614	Cell[BoxData["\<\"Writing the symbolic CT finished after 0.147336\"\>"], \
2615	"Print",
2616	CellChangeTimes->{
2617	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2618	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2619	3.649405806046542*^9}}],
2620
2621	Cell[BoxData["\<\"SU3 algebra finished after 0.147639\"\>"], "Print",
2622	CellChangeTimes->{
2623	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2624	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2625	3.649405806047831*^9}}],
2626
2627	Cell[BoxData["\<\"Simplification of the vertices finished after \
2628	0.147686\"\>"], "Print",
2629	CellChangeTimes->{
2630	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2631	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2632	3.649405806049094*^9}}],
2633
2634	Cell[BoxData["\<\"Vertices {S} finished after 0.147723\"\>"], "Print",
2635	CellChangeTimes->{
2636	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2637	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2638	3.649405806050398*^9}}],
2639
2640	Cell[BoxData[
2641	StyleBox["\<\"Computing CT for the {F, F} vertices.\"\>",
2642	StripOnInput->False,
2643	LineColor->RGBColor[0, 0, 1],
2644	FrontFaceColor->RGBColor[0, 0, 1],
2645	BackFaceColor->RGBColor[0, 0, 1],
2646	GraphicsColor->RGBColor[0, 0, 1],
2647	FontColor->RGBColor[0, 0, 1]]], "Print",
2648	CellChangeTimes->{
2649	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2650	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2651	3.649405806051757*^9}}],
2652
2653	Cell[BoxData["\<\"\"\>"], "Print",
2654	CellChangeTimes->{
2655	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2656	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2657	3.6494058060530653`*^9}}],
2658
2659	Cell[BoxData[
2660	InterpretationBox[
2661	RowBox[{"\<\"inserting at level(s) \"\>", "\[InvisibleSpace]",
2662	RowBox[{"{",
2663	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
2664	SequenceForm["inserting at level(s) ", {Generic, FeynArts`Classes}],
2665	Editable->False]], "Print",
2666	CellChangeTimes->{
2667	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2668	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2669	3.6494058060544024`*^9}}],
2670
2671	Cell[BoxData[
2672	InterpretationBox[
2673	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
2674	"\[InvisibleSpace]", "\<\": \"\>",
2675	"\[InvisibleSpace]", "\<\"0 Generic, 0 Classes insertions\"\>"}],
2676	SequenceForm["> Top. ", 1, ": ", "0 Generic, 0 Classes insertions"],
2677	Editable->False]], "Print",
2678	CellChangeTimes->{
2679	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2680	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2681	3.64940580605581*^9}}],
2682
2683	Cell[BoxData[
2684	InterpretationBox[
2685	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "2",
2686	"\[InvisibleSpace]", "\<\": \"\>",
2687	"\[InvisibleSpace]", "\<\"2 Generic, 122 Classes insertions\"\>"}],
2688	SequenceForm["> Top. ", 2, ": ", "2 Generic, 122 Classes insertions"],
2689	Editable->False]], "Print",
2690	CellChangeTimes->{
2691	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2692	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2693	3.649405806204153*^9}}],
2694
2695	Cell[BoxData[
2696	InterpretationBox[
2697	RowBox[{"\<\"in total: \"\>",
2698	"\[InvisibleSpace]", "\<\"2 Generic, 122 Classes insertions\"\>"}],
2699	SequenceForm["in total: ", "2 Generic, 122 Classes insertions"],
2700	Editable->False]], "Print",
2701	CellChangeTimes->{
2702	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2703	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2704	3.6494058062064543`*^9}}],
2705
2706	Cell[BoxData["\<\"\"\>"], "Print",
2707	CellChangeTimes->{
2708	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2709	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2710	3.649405806250424*^9}}],
2711
2712	Cell[BoxData[
2713	InterpretationBox[
2714	RowBox[{"\<\"creating amplitudes at level(s) \"\>", "\[InvisibleSpace]",
2715	RowBox[{"{",
2716	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
2717	SequenceForm[
2718	"creating amplitudes at level(s) ", {Generic, FeynArts`Classes}],
2719	Editable->False]], "Print",
2720	CellChangeTimes->{
2721	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2722	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2723	3.649405806252212*^9}}],
2724
2725	Cell[BoxData[
2726	InterpretationBox[
2727	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
2728	"\[InvisibleSpace]", "\<\": \"\>",
2729	"\[InvisibleSpace]", "\<\"1 Generic, 12 Classes amplitudes\"\>"}],
2730	SequenceForm["> Top. ", 1, ": ", "1 Generic, 12 Classes amplitudes"],
2731	Editable->False]], "Print",
2732	CellChangeTimes->{
2733	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2734	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2735	3.649405806296671*^9}}],
2736
2737	Cell[BoxData[
2738	InterpretationBox[
2739	RowBox[{"\<\"in total: \"\>",
2740	"\[InvisibleSpace]", "\<\"1 Generic, 12 Classes amplitudes\"\>"}],
2741	SequenceForm["in total: ", "1 Generic, 12 Classes amplitudes"],
2742	Editable->False]], "Print",
2743	CellChangeTimes->{
2744	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2745	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2746	3.649405806298544*^9}}],
2747
2748	Cell[BoxData["\<\"Writing amplitude finished after 0.415737\"\>"], "Print",
2749	CellChangeTimes->{
2750	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2751	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2752	3.64940580630002*^9}}],
2753
2754	Cell[BoxData["\<\"Writing the R2 and UV parts at the class level finished \
2755	after 0.648883\"\>"], "Print",
2756	CellChangeTimes->{
2757	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2758	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2759	3.6494058064971333`*^9}}],
2760
2761	Cell[BoxData["\<\"\"\>"], "Print",
2762	CellChangeTimes->{
2763	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2764	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2765	3.649405806546154*^9}}],
2766
2767	Cell[BoxData[
2768	InterpretationBox[
2769	RowBox[{"\<\"inserting at level(s) \"\>", "\[InvisibleSpace]",
2770	RowBox[{"{",
2771	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
2772	SequenceForm["inserting at level(s) ", {Generic, FeynArts`Classes}],
2773	Editable->False]], "Print",
2774	CellChangeTimes->{
2775	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2776	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2777	3.649405806547662*^9}}],
2778
2779	Cell[BoxData[
2780	InterpretationBox[
2781	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
2782	"\[InvisibleSpace]", "\<\": \"\>",
2783	"\[InvisibleSpace]", "\<\"1 Generic, 12 Classes insertions\"\>"}],
2784	SequenceForm["> Top. ", 1, ": ", "1 Generic, 12 Classes insertions"],
2785	Editable->False]], "Print",
2786	CellChangeTimes->{
2787	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2788	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2789	3.649405806592548*^9}}],
2790
2791	Cell[BoxData[
2792	InterpretationBox[
2793	RowBox[{"\<\"in total: \"\>",
2794	"\[InvisibleSpace]", "\<\"1 Generic, 12 Classes insertions\"\>"}],
2795	SequenceForm["in total: ", "1 Generic, 12 Classes insertions"],
2796	Editable->False]], "Print",
2797	CellChangeTimes->{
2798	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2799	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2800	3.649405806594475*^9}}],
2801
2802	Cell[BoxData["\<\"\"\>"], "Print",
2803	CellChangeTimes->{
2804	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2805	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2806	3.649405806595842*^9}}],
2807
2808	Cell[BoxData[
2809	InterpretationBox[
2810	RowBox[{"\<\"creating amplitudes at level(s) \"\>", "\[InvisibleSpace]",
2811	RowBox[{"{",
2812	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
2813	SequenceForm[
2814	"creating amplitudes at level(s) ", {Generic, FeynArts`Classes}],
2815	Editable->False]], "Print",
2816	CellChangeTimes->{
2817	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2818	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2819	3.64940580659717*^9}}],
2820
2821	Cell[BoxData[
2822	InterpretationBox[
2823	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
2824	"\[InvisibleSpace]", "\<\": \"\>",
2825	"\[InvisibleSpace]", "\<\"1 Generic, 12 Classes amplitudes\"\>"}],
2826	SequenceForm["> Top. ", 1, ": ", "1 Generic, 12 Classes amplitudes"],
2827	Editable->False]], "Print",
2828	CellChangeTimes->{
2829	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2830	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2831	3.649405806598547*^9}}],
2832
2833	Cell[BoxData[
2834	InterpretationBox[
2835	RowBox[{"\<\"in total: \"\>",
2836	"\[InvisibleSpace]", "\<\"1 Generic, 12 Classes amplitudes\"\>"}],
2837	SequenceForm["in total: ", "1 Generic, 12 Classes amplitudes"],
2838	Editable->False]], "Print",
2839	CellChangeTimes->{
2840	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2841	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2842	3.649405806599872*^9}}],
2843
2844	Cell[BoxData["\<\"Writing the symbolic CT finished after 0.745787\"\>"], \
2845	"Print",
2846	CellChangeTimes->{
2847	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2848	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2849	3.649405806601158*^9}}],
2850
2851	Cell[BoxData["\<\"SU3 algebra finished after 1.446246\"\>"], "Print",
2852	CellChangeTimes->{
2853	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2854	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2855	3.649405807294504*^9}}],
2856
2857	Cell[BoxData["\<\"Simplification of the vertices finished after \
2858	1.758012\"\>"], "Print",
2859	CellChangeTimes->{
2860	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2861	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2862	3.64940580760639*^9}}],
2863
2864	Cell[BoxData["\<\"Vertices {F, F} finished after 1.758225\"\>"], "Print",
2865	CellChangeTimes->{
2866	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2867	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2868	3.64940580760883*^9}}],
2869
2870	Cell[BoxData[
2871	StyleBox["\<\"Computing CT for the {S, S} vertices.\"\>",
2872	StripOnInput->False,
2873	LineColor->RGBColor[0, 0, 1],
2874	FrontFaceColor->RGBColor[0, 0, 1],
2875	BackFaceColor->RGBColor[0, 0, 1],
2876	GraphicsColor->RGBColor[0, 0, 1],
2877	FontColor->RGBColor[0, 0, 1]]], "Print",
2878	CellChangeTimes->{
2879	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2880	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2881	3.649405807611161*^9}}],
2882
2883	Cell[BoxData["\<\"\"\>"], "Print",
2884	CellChangeTimes->{
2885	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2886	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2887	3.6494058076133833`*^9}}],
2888
2889	Cell[BoxData[
2890	InterpretationBox[
2891	RowBox[{"\<\"inserting at level(s) \"\>", "\[InvisibleSpace]",
2892	RowBox[{"{",
2893	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
2894	SequenceForm["inserting at level(s) ", {Generic, FeynArts`Classes}],
2895	Editable->False]], "Print",
2896	CellChangeTimes->{
2897	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2898	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2899	3.6494058076154337`*^9}}],
2900
2901	Cell[BoxData[
2902	InterpretationBox[
2903	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
2904	"\[InvisibleSpace]", "\<\": \"\>",
2905	"\[InvisibleSpace]", "\<\"2 Generic, 26 Classes insertions\"\>"}],
2906	SequenceForm["> Top. ", 1, ": ", "2 Generic, 26 Classes insertions"],
2907	Editable->False]], "Print",
2908	CellChangeTimes->{
2909	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2910	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2911	3.64940580766846*^9}}],
2912
2913	Cell[BoxData[
2914	InterpretationBox[
2915	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "2",
2916	"\[InvisibleSpace]", "\<\": \"\>",
2917	"\[InvisibleSpace]", "\<\"5 Generic, 96 Classes insertions\"\>"}],
2918	SequenceForm["> Top. ", 2, ": ", "5 Generic, 96 Classes insertions"],
2919	Editable->False]], "Print",
2920	CellChangeTimes->{
2921	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2922	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2923	3.64940580778785*^9}}],
2924
2925	Cell[BoxData[
2926	InterpretationBox[
2927	RowBox[{"\<\"in total: \"\>",
2928	"\[InvisibleSpace]", "\<\"7 Generic, 122 Classes insertions\"\>"}],
2929	SequenceForm["in total: ", "7 Generic, 122 Classes insertions"],
2930	Editable->False]], "Print",
2931	CellChangeTimes->{
2932	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2933	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2934	3.649405807789825*^9}}],
2935
2936	Cell[BoxData["\<\"\"\>"], "Print",
2937	CellChangeTimes->{
2938	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2939	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2940	3.649405807832429*^9}}],
2941
2942	Cell[BoxData[
2943	InterpretationBox[
2944	RowBox[{"\<\"creating amplitudes at level(s) \"\>", "\[InvisibleSpace]",
2945	RowBox[{"{",
2946	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
2947	SequenceForm[
2948	"creating amplitudes at level(s) ", {Generic, FeynArts`Classes}],
2949	Editable->False]], "Print",
2950	CellChangeTimes->{
2951	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2952	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2953	3.649405807834303*^9}}],
2954
2955	Cell[BoxData[
2956	InterpretationBox[
2957	RowBox[{"\<\"in total: \"\>",
2958	"\[InvisibleSpace]", "\<\"0 Generic, 0 Classes amplitudes\"\>"}],
2959	SequenceForm["in total: ", "0 Generic, 0 Classes amplitudes"],
2960	Editable->False]], "Print",
2961	CellChangeTimes->{
2962	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2963	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2964	3.649405807835807*^9}}],
2965
2966	Cell[BoxData["\<\"Writing amplitude finished after 1.963580\"\>"], "Print",
2967	CellChangeTimes->{
2968	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2969	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2970	3.649405807837422*^9}}],
2971
2972	Cell[BoxData["\<\"Writing the R2 and UV parts at the class level finished \
2973	after 1.963682\"\>"], "Print",
2974	CellChangeTimes->{
2975	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2976	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2977	3.649405807839377*^9}}],
2978
2979	Cell[BoxData["\<\"\"\>"], "Print",
2980	CellChangeTimes->{
2981	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2982	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2983	3.649405807840732*^9}}],
2984
2985	Cell[BoxData[
2986	InterpretationBox[
2987	RowBox[{"\<\"inserting at level(s) \"\>", "\[InvisibleSpace]",
2988	RowBox[{"{",
2989	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
2990	SequenceForm["inserting at level(s) ", {Generic, FeynArts`Classes}],
2991	Editable->False]], "Print",
2992	CellChangeTimes->{
2993	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
2994	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
2995	3.649405807842071*^9}}],
2996
2997	Cell[BoxData[
2998	InterpretationBox[
2999	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
3000	"\[InvisibleSpace]", "\<\": \"\>",
3001	"\[InvisibleSpace]", "\<\"0 Generic, 0 Classes insertions\"\>"}],
3002	SequenceForm["> Top. ", 1, ": ", "0 Generic, 0 Classes insertions"],
3003	Editable->False]], "Print",
3004	CellChangeTimes->{
3005	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
3006	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
3007	3.649405807843555*^9}}],
3008
3009	Cell[BoxData[
3010	InterpretationBox[
3011	RowBox[{"\<\"in total: \"\>",
3012	"\[InvisibleSpace]", "\<\"0 Generic, 0 Classes insertions\"\>"}],
3013	SequenceForm["in total: ", "0 Generic, 0 Classes insertions"],
3014	Editable->False]], "Print",
3015	CellChangeTimes->{
3016	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
3017	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
3018	3.6494058078449383`*^9}}],
3019
3020	Cell[BoxData["\<\"\"\>"], "Print",
3021	CellChangeTimes->{
3022	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
3023	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
3024	3.649405807846311*^9}}],
3025
3026	Cell[BoxData[
3027	InterpretationBox[
3028	RowBox[{"\<\"creating amplitudes at level(s) \"\>", "\[InvisibleSpace]",
3029	RowBox[{"{",
3030	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
3031	SequenceForm[
3032	"creating amplitudes at level(s) ", {Generic, FeynArts`Classes}],
3033	Editable->False]], "Print",
3034	CellChangeTimes->{
3035	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
3036	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
3037	3.649405807847746*^9}}],
3038
3039	Cell[BoxData[
3040	InterpretationBox[
3041	RowBox[{"\<\"in total: \"\>",
3042	"\[InvisibleSpace]", "\<\"0 Generic, 0 Classes amplitudes\"\>"}],
3043	SequenceForm["in total: ", "0 Generic, 0 Classes amplitudes"],
3044	Editable->False]], "Print",
3045	CellChangeTimes->{
3046	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
3047	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
3048	3.649405807849111*^9}}],
3049
3050	Cell[BoxData["\<\"Writing the symbolic CT finished after 1.966563\"\>"], \
3051	"Print",
3052	CellChangeTimes->{
3053	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
3054	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
3055	3.6494058078504343`*^9}}],
3056
3057	Cell[BoxData["\<\"SU3 algebra finished after 1.966786\"\>"], "Print",
3058	CellChangeTimes->{
3059	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
3060	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
3061	3.649405807851739*^9}}],
3062
3063	Cell[BoxData["\<\"Simplification of the vertices finished after \
3064	1.966827\"\>"], "Print",
3065	CellChangeTimes->{
3066	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
3067	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
3068	3.649405807853188*^9}}],
3069
3070	Cell[BoxData["\<\"Vertices {S, S} finished after 1.966909\"\>"], "Print",
3071	CellChangeTimes->{
3072	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
3073	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
3074	3.6494058078550653`*^9}}],
3075
3076	Cell[BoxData[
3077	StyleBox["\<\"Computing CT for the {V, V} vertices.\"\>",
3078	StripOnInput->False,
3079	LineColor->RGBColor[0, 0, 1],
3080	FrontFaceColor->RGBColor[0, 0, 1],
3081	BackFaceColor->RGBColor[0, 0, 1],
3082	GraphicsColor->RGBColor[0, 0, 1],
3083	FontColor->RGBColor[0, 0, 1]]], "Print",
3084	CellChangeTimes->{
3085	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
3086	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
3087	3.649405807856564*^9}}],
3088
3089	Cell[BoxData["\<\"\"\>"], "Print",
3090	CellChangeTimes->{
3091	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
3092	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
3093	3.6494058078580112`*^9}}],
3094
3095	Cell[BoxData[
3096	InterpretationBox[
3097	RowBox[{"\<\"inserting at level(s) \"\>", "\[InvisibleSpace]",
3098	RowBox[{"{",
3099	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
3100	SequenceForm["inserting at level(s) ", {Generic, FeynArts`Classes}],
3101	Editable->False]], "Print",
3102	CellChangeTimes->{
3103	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
3104	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
3105	3.6494058078593693`*^9}}],
3106
3107	Cell[BoxData[
3108	InterpretationBox[
3109	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
3110	"\[InvisibleSpace]", "\<\": \"\>",
3111	"\[InvisibleSpace]", "\<\"2 Generic, 23 Classes insertions\"\>"}],
3112	SequenceForm["> Top. ", 1, ": ", "2 Generic, 23 Classes insertions"],
3113	Editable->False]], "Print",
3114	CellChangeTimes->{
3115	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
3116	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
3117	3.649405807860786*^9}}],
3118
3119	Cell[BoxData[
3120	InterpretationBox[
3121	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "2",
3122	"\[InvisibleSpace]", "\<\": \"\>",
3123	"\[InvisibleSpace]", "\<\"5 Generic, 134 Classes insertions\"\>"}],
3124	SequenceForm["> Top. ", 2, ": ", "5 Generic, 134 Classes insertions"],
3125	Editable->False]], "Print",
3126	CellChangeTimes->{
3127	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
3128	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
3129	3.64940580803043*^9}}],
3130
3131	Cell[BoxData[
3132	InterpretationBox[
3133	RowBox[{"\<\"in total: \"\>",
3134	"\[InvisibleSpace]", "\<\"7 Generic, 157 Classes insertions\"\>"}],
3135	SequenceForm["in total: ", "7 Generic, 157 Classes insertions"],
3136	Editable->False]], "Print",
3137	CellChangeTimes->{
3138	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
3139	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
3140	3.64940580803205*^9}}],
3141
3142	Cell[BoxData["\<\"\"\>"], "Print",
3143	CellChangeTimes->{
3144	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
3145	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
3146	3.6494058080754213`*^9}}],
3147
3148	Cell[BoxData[
3149	InterpretationBox[
3150	RowBox[{"\<\"creating amplitudes at level(s) \"\>", "\[InvisibleSpace]",
3151	RowBox[{"{",
3152	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
3153	SequenceForm[
3154	"creating amplitudes at level(s) ", {Generic, FeynArts`Classes}],
3155	Editable->False]], "Print",
3156	CellChangeTimes->{
3157	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
3158	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
3159	3.6494058080773087`*^9}}],
3160
3161	Cell[BoxData[
3162	InterpretationBox[
3163	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
3164	"\[InvisibleSpace]", "\<\": \"\>",
3165	"\[InvisibleSpace]", "\<\"1 Generic, 1 Classes amplitudes\"\>"}],
3166	SequenceForm["> Top. ", 1, ": ", "1 Generic, 1 Classes amplitudes"],
3167	Editable->False]], "Print",
3168	CellChangeTimes->{
3169	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
3170	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
3171	3.649405808078949*^9}}],
3172
3173	Cell[BoxData[
3174	InterpretationBox[
3175	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "2",
3176	"\[InvisibleSpace]", "\<\": \"\>",
3177	"\[InvisibleSpace]", "\<\"3 Generic, 32 Classes amplitudes\"\>"}],
3178	SequenceForm["> Top. ", 2, ": ", "3 Generic, 32 Classes amplitudes"],
3179	Editable->False]], "Print",
3180	CellChangeTimes->{
3181	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
3182	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
3183	3.649405808122883*^9}}],
3184
3185	Cell[BoxData[
3186	InterpretationBox[
3187	RowBox[{"\<\"in total: \"\>",
3188	"\[InvisibleSpace]", "\<\"4 Generic, 33 Classes amplitudes\"\>"}],
3189	SequenceForm["in total: ", "4 Generic, 33 Classes amplitudes"],
3190	Editable->False]], "Print",
3191	CellChangeTimes->{
3192	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
3193	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
3194	3.649405808124918*^9}}],
3195
3196	Cell[BoxData["\<\"Writing amplitude finished after 2.270125\"\>"], "Print",
3197	CellChangeTimes->{
3198	3.64673416601022^9, 3.647076613520582^9, 3.6473480021180143`*^9,
3199	3.649403484993147^9, 3.649404553243725^9, {3.649405778728518*^9,
3200	3.649405808126446*^9}}],
3201
3202	Cell[BoxData["\<\"Writing the R2 and UV parts at the class level finished \
3203	after 4.471344\"\>"], "Print",
3204	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3205	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3206	3.649405778728518^9, 3.6494058103196993`^9}],
3207
3208	Cell[BoxData["\<\"\"\>"], "Print",
3209	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3210	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3211	3.649405778728518^9, 3.649405810403686^9}],
3212
3213	Cell[BoxData[
3214	InterpretationBox[
3215	RowBox[{"\<\"inserting at level(s) \"\>", "\[InvisibleSpace]",
3216	RowBox[{"{",
3217	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
3218	SequenceForm["inserting at level(s) ", {Generic, FeynArts`Classes}],
3219	Editable->False]], "Print",
3220	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3221	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3222	3.649405778728518^9, 3.6494058104060087`^9}],
3223
3224	Cell[BoxData[
3225	InterpretationBox[
3226	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
3227	"\[InvisibleSpace]", "\<\": \"\>",
3228	"\[InvisibleSpace]", "\<\"1 Generic, 1 Classes insertions\"\>"}],
3229	SequenceForm["> Top. ", 1, ": ", "1 Generic, 1 Classes insertions"],
3230	Editable->False]], "Print",
3231	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3232	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3233	3.649405778728518^9, 3.649405810407509^9}],
3234
3235	Cell[BoxData[
3236	InterpretationBox[
3237	RowBox[{"\<\"in total: \"\>",
3238	"\[InvisibleSpace]", "\<\"1 Generic, 1 Classes insertions\"\>"}],
3239	SequenceForm["in total: ", "1 Generic, 1 Classes insertions"],
3240	Editable->False]], "Print",
3241	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3242	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3243	3.649405778728518^9, 3.649405810409054^9}],
3244
3245	Cell[BoxData["\<\"\"\>"], "Print",
3246	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3247	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3248	3.649405778728518^9, 3.6494058104105787`^9}],
3249
3250	Cell[BoxData[
3251	InterpretationBox[
3252	RowBox[{"\<\"creating amplitudes at level(s) \"\>", "\[InvisibleSpace]",
3253	RowBox[{"{",
3254	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
3255	SequenceForm[
3256	"creating amplitudes at level(s) ", {Generic, FeynArts`Classes}],
3257	Editable->False]], "Print",
3258	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3259	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3260	3.649405778728518^9, 3.649405810412121^9}],
3261
3262	Cell[BoxData[
3263	InterpretationBox[
3264	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
3265	"\[InvisibleSpace]", "\<\": \"\>",
3266	"\[InvisibleSpace]", "\<\"1 Generic, 1 Classes amplitudes\"\>"}],
3267	SequenceForm["> Top. ", 1, ": ", "1 Generic, 1 Classes amplitudes"],
3268	Editable->False]], "Print",
3269	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3270	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3271	3.649405778728518^9, 3.649405810413741^9}],
3272
3273	Cell[BoxData[
3274	InterpretationBox[
3275	RowBox[{"\<\"in total: \"\>",
3276	"\[InvisibleSpace]", "\<\"1 Generic, 1 Classes amplitudes\"\>"}],
3277	SequenceForm["in total: ", "1 Generic, 1 Classes amplitudes"],
3278	Editable->False]], "Print",
3279	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3280	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3281	3.649405778728518^9, 3.6494058104154663`^9}],
3282
3283	Cell[BoxData["\<\"Writing the symbolic CT finished after 4.571833\"\>"], \
3284	"Print",
3285	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3286	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3287	3.649405778728518^9, 3.649405810460185^9}],
3288
3289	Cell[BoxData["\<\"SU3 algebra finished after 5.467940\"\>"], "Print",
3290	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3291	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3292	3.649405778728518^9, 3.649405811316156^9}],
3293
3294	Cell[BoxData["\<\"Simplification of the vertices finished after \
3295	5.884859\"\>"], "Print",
3296	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3297	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3298	3.649405778728518^9, 3.6494058117332783`^9}],
3299
3300	Cell[BoxData["\<\"Vertices {V, V} finished after 5.885033\"\>"], "Print",
3301	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3302	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3303	3.649405778728518^9, 3.649405811735784^9}],
3304
3305	Cell[BoxData[
3306	StyleBox["\<\"Computing CT for the {F, F, S} vertices.\"\>",
3307	StripOnInput->False,
3308	LineColor->RGBColor[0, 0, 1],
3309	FrontFaceColor->RGBColor[0, 0, 1],
3310	BackFaceColor->RGBColor[0, 0, 1],
3311	GraphicsColor->RGBColor[0, 0, 1],
3312	FontColor->RGBColor[0, 0, 1]]], "Print",
3313	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3314	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3315	3.649405778728518^9, 3.649405811738328^9}],
3316
3317	Cell[BoxData["\<\"\"\>"], "Print",
3318	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3319	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3320	3.649405778728518^9, 3.6494058117405157`^9}],
3321
3322	Cell[BoxData[
3323	InterpretationBox[
3324	RowBox[{"\<\"inserting at level(s) \"\>", "\[InvisibleSpace]",
3325	RowBox[{"{",
3326	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
3327	SequenceForm["inserting at level(s) ", {Generic, FeynArts`Classes}],
3328	Editable->False]], "Print",
3329	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3330	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3331	3.649405778728518^9, 3.6494058117426567`^9}],
3332
3333	Cell[BoxData[
3334	InterpretationBox[
3335	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
3336	"\[InvisibleSpace]", "\<\": \"\>",
3337	"\[InvisibleSpace]", "\<\"6 Generic, 424 Classes insertions\"\>"}],
3338	SequenceForm["> Top. ", 1, ": ", "6 Generic, 424 Classes insertions"],
3339	Editable->False]], "Print",
3340	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3341	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3342	3.649405778728518^9, 3.649405815570842^9}],
3343
3344	Cell[BoxData[
3345	InterpretationBox[
3346	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "2",
3347	"\[InvisibleSpace]", "\<\": \"\>",
3348	"\[InvisibleSpace]", "\<\"0 Generic, 0 Classes insertions\"\>"}],
3349	SequenceForm["> Top. ", 2, ": ", "0 Generic, 0 Classes insertions"],
3350	Editable->False]], "Print",
3351	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3352	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3353	3.649405778728518^9, 3.649405815572509^9}],
3354
3355	Cell[BoxData[
3356	InterpretationBox[
3357	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "3",
3358	"\[InvisibleSpace]", "\<\": \"\>",
3359	"\[InvisibleSpace]", "\<\"0 Generic, 0 Classes insertions\"\>"}],
3360	SequenceForm["> Top. ", 3, ": ", "0 Generic, 0 Classes insertions"],
3361	Editable->False]], "Print",
3362	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3363	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3364	3.649405778728518^9, 3.649405815574078^9}],
3365
3366	Cell[BoxData[
3367	InterpretationBox[
3368	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "4",
3369	"\[InvisibleSpace]", "\<\": \"\>",
3370	"\[InvisibleSpace]", "\<\"0 Generic, 0 Classes insertions\"\>"}],
3371	SequenceForm["> Top. ", 4, ": ", "0 Generic, 0 Classes insertions"],
3372	Editable->False]], "Print",
3373	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3374	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3375	3.649405778728518^9, 3.649405815575678^9}],
3376
3377	Cell[BoxData[
3378	InterpretationBox[
3379	RowBox[{"\<\"in total: \"\>",
3380	"\[InvisibleSpace]", "\<\"6 Generic, 424 Classes insertions\"\>"}],
3381	SequenceForm["in total: ", "6 Generic, 424 Classes insertions"],
3382	Editable->False]], "Print",
3383	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3384	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3385	3.649405778728518^9, 3.649405815577117^9}],
3386
3387	Cell[BoxData["\<\"\"\>"], "Print",
3388	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3389	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3390	3.649405778728518^9, 3.649405815724011^9}],
3391
3392	Cell[BoxData[
3393	InterpretationBox[
3394	RowBox[{"\<\"creating amplitudes at level(s) \"\>", "\[InvisibleSpace]",
3395	RowBox[{"{",
3396	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
3397	SequenceForm[
3398	"creating amplitudes at level(s) ", {Generic, FeynArts`Classes}],
3399	Editable->False]], "Print",
3400	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3401	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3402	3.649405778728518^9, 3.649405815725607^9}],
3403
3404	Cell[BoxData[
3405	InterpretationBox[
3406	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
3407	"\[InvisibleSpace]", "\<\": \"\>",
3408	"\[InvisibleSpace]", "\<\"1 Generic, 10 Classes amplitudes\"\>"}],
3409	SequenceForm["> Top. ", 1, ": ", "1 Generic, 10 Classes amplitudes"],
3410	Editable->False]], "Print",
3411	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3412	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3413	3.649405778728518^9, 3.649405815769101^9}],
3414
3415	Cell[BoxData[
3416	InterpretationBox[
3417	RowBox[{"\<\"in total: \"\>",
3418	"\[InvisibleSpace]", "\<\"1 Generic, 10 Classes amplitudes\"\>"}],
3419	SequenceForm["in total: ", "1 Generic, 10 Classes amplitudes"],
3420	Editable->False]], "Print",
3421	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3422	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3423	3.649405778728518^9, 3.649405815770816^9}],
3424
3425	Cell[BoxData["\<\"Writing amplitude finished after 9.902013\"\>"], "Print",
3426	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3427	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3428	3.649405778728518^9, 3.649405815772378^9}],
3429
3430	Cell[BoxData["\<\"Writing the R2 and UV parts at the class level finished \
3431	after 9.948107\"\>"], "Print",
3432	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3433	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3434	3.649405778728518^9, 3.649405815816642^9}],
3435
3436	Cell[BoxData["\<\"\"\>"], "Print",
3437	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3438	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3439	3.649405778728518^9, 3.649405815860565^9}],
3440
3441	Cell[BoxData[
3442	InterpretationBox[
3443	RowBox[{"\<\"inserting at level(s) \"\>", "\[InvisibleSpace]",
3444	RowBox[{"{",
3445	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
3446	SequenceForm["inserting at level(s) ", {Generic, FeynArts`Classes}],
3447	Editable->False]], "Print",
3448	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3449	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3450	3.649405778728518^9, 3.649405815862278^9}],
3451
3452	Cell[BoxData[
3453	InterpretationBox[
3454	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
3455	"\[InvisibleSpace]", "\<\": \"\>",
3456	"\[InvisibleSpace]", "\<\"1 Generic, 10 Classes insertions\"\>"}],
3457	SequenceForm["> Top. ", 1, ": ", "1 Generic, 10 Classes insertions"],
3458	Editable->False]], "Print",
3459	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3460	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3461	3.649405778728518^9, 3.6494058158638268`^9}],
3462
3463	Cell[BoxData[
3464	InterpretationBox[
3465	RowBox[{"\<\"in total: \"\>",
3466	"\[InvisibleSpace]", "\<\"1 Generic, 10 Classes insertions\"\>"}],
3467	SequenceForm["in total: ", "1 Generic, 10 Classes insertions"],
3468	Editable->False]], "Print",
3469	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3470	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3471	3.649405778728518^9, 3.64940581586525^9}],
3472
3473	Cell[BoxData["\<\"\"\>"], "Print",
3474	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3475	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3476	3.649405778728518^9, 3.6494058158665648`^9}],
3477
3478	Cell[BoxData[
3479	InterpretationBox[
3480	RowBox[{"\<\"creating amplitudes at level(s) \"\>", "\[InvisibleSpace]",
3481	RowBox[{"{",
3482	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
3483	SequenceForm[
3484	"creating amplitudes at level(s) ", {Generic, FeynArts`Classes}],
3485	Editable->False]], "Print",
3486	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3487	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3488	3.649405778728518^9, 3.649405815867972^9}],
3489
3490	Cell[BoxData[
3491	InterpretationBox[
3492	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
3493	"\[InvisibleSpace]", "\<\": \"\>",
3494	"\[InvisibleSpace]", "\<\"1 Generic, 10 Classes amplitudes\"\>"}],
3495	SequenceForm["> Top. ", 1, ": ", "1 Generic, 10 Classes amplitudes"],
3496	Editable->False]], "Print",
3497	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3498	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3499	3.649405778728518^9, 3.649405815869385^9}],
3500
3501	Cell[BoxData[
3502	InterpretationBox[
3503	RowBox[{"\<\"in total: \"\>",
3504	"\[InvisibleSpace]", "\<\"1 Generic, 10 Classes amplitudes\"\>"}],
3505	SequenceForm["in total: ", "1 Generic, 10 Classes amplitudes"],
3506	Editable->False]], "Print",
3507	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3508	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3509	3.649405778728518^9, 3.649405815870841^9}],
3510
3511	Cell[BoxData["\<\"Writing the symbolic CT finished after 10.015572\"\>"], \
3512	"Print",
3513	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3514	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3515	3.649405778728518^9, 3.6494058158729067`^9}],
3516
3517	Cell[BoxData["\<\"SU3 algebra finished after 10.344026\"\>"], "Print",
3518	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3519	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3520	3.649405778728518^9, 3.649405816192423^9}],
3521
3522	Cell[BoxData["\<\"Simplification of the vertices finished after \
3523	10.494648\"\>"], "Print",
3524	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3525	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3526	3.649405778728518^9, 3.649405816343109^9}],
3527
3528	Cell[BoxData["\<\"Vertices {F, F, S} finished after 10.494847\"\>"], "Print",
3529	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3530	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3531	3.649405778728518^9, 3.6494058163450212`^9}],
3532
3533	Cell[BoxData[
3534	StyleBox["\<\"Computing CT for the {F, F, V} vertices.\"\>",
3535	StripOnInput->False,
3536	LineColor->RGBColor[0, 0, 1],
3537	FrontFaceColor->RGBColor[0, 0, 1],
3538	BackFaceColor->RGBColor[0, 0, 1],
3539	GraphicsColor->RGBColor[0, 0, 1],
3540	FontColor->RGBColor[0, 0, 1]]], "Print",
3541	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3542	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3543	3.649405778728518^9, 3.649405816347012^9}],
3544
3545	Cell[BoxData["\<\"\"\>"], "Print",
3546	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3547	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3548	3.649405778728518^9, 3.649405816348524^9}],
3549
3550	Cell[BoxData[
3551	InterpretationBox[
3552	RowBox[{"\<\"inserting at level(s) \"\>", "\[InvisibleSpace]",
3553	RowBox[{"{",
3554	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
3555	SequenceForm["inserting at level(s) ", {Generic, FeynArts`Classes}],
3556	Editable->False]], "Print",
3557	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3558	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3559	3.649405778728518^9, 3.649405816350093^9}],
3560
3561	Cell[BoxData[
3562	InterpretationBox[
3563	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
3564	"\[InvisibleSpace]", "\<\": \"\>",
3565	"\[InvisibleSpace]", "\<\"6 Generic, 680 Classes insertions\"\>"}],
3566	SequenceForm["> Top. ", 1, ": ", "6 Generic, 680 Classes insertions"],
3567	Editable->False]], "Print",
3568	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3569	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3570	3.649405778728518^9, 3.64940582115829^9}],
3571
3572	Cell[BoxData[
3573	InterpretationBox[
3574	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "2",
3575	"\[InvisibleSpace]", "\<\": \"\>",
3576	"\[InvisibleSpace]", "\<\"0 Generic, 0 Classes insertions\"\>"}],
3577	SequenceForm["> Top. ", 2, ": ", "0 Generic, 0 Classes insertions"],
3578	Editable->False]], "Print",
3579	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3580	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3581	3.649405778728518^9, 3.649405821161181^9}],
3582
3583	Cell[BoxData[
3584	InterpretationBox[
3585	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "3",
3586	"\[InvisibleSpace]", "\<\": \"\>",
3587	"\[InvisibleSpace]", "\<\"0 Generic, 0 Classes insertions\"\>"}],
3588	SequenceForm["> Top. ", 3, ": ", "0 Generic, 0 Classes insertions"],
3589	Editable->False]], "Print",
3590	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3591	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3592	3.649405778728518^9, 3.649405821162945^9}],
3593
3594	Cell[BoxData[
3595	InterpretationBox[
3596	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "4",
3597	"\[InvisibleSpace]", "\<\": \"\>",
3598	"\[InvisibleSpace]", "\<\"0 Generic, 0 Classes insertions\"\>"}],
3599	SequenceForm["> Top. ", 4, ": ", "0 Generic, 0 Classes insertions"],
3600	Editable->False]], "Print",
3601	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3602	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3603	3.649405778728518^9, 3.64940582116453^9}],
3604
3605	Cell[BoxData[
3606	InterpretationBox[
3607	RowBox[{"\<\"in total: \"\>",
3608	"\[InvisibleSpace]", "\<\"6 Generic, 680 Classes insertions\"\>"}],
3609	SequenceForm["in total: ", "6 Generic, 680 Classes insertions"],
3610	Editable->False]], "Print",
3611	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3612	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3613	3.649405778728518^9, 3.649405821166037^9}],
3614
3615	Cell[BoxData["\<\"\"\>"], "Print",
3616	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3617	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3618	3.649405778728518^9, 3.649405821409068^9}],
3619
3620	Cell[BoxData[
3621	InterpretationBox[
3622	RowBox[{"\<\"creating amplitudes at level(s) \"\>", "\[InvisibleSpace]",
3623	RowBox[{"{",
3624	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
3625	SequenceForm[
3626	"creating amplitudes at level(s) ", {Generic, FeynArts`Classes}],
3627	Editable->False]], "Print",
3628	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3629	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3630	3.649405778728518^9, 3.6494058214109^9}],
3631
3632	Cell[BoxData[
3633	InterpretationBox[
3634	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
3635	"\[InvisibleSpace]", "\<\": \"\>",
3636	"\[InvisibleSpace]", "\<\"3 Generic, 138 Classes amplitudes\"\>"}],
3637	SequenceForm["> Top. ", 1, ": ", "3 Generic, 138 Classes amplitudes"],
3638	Editable->False]], "Print",
3639	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3640	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3641	3.649405778728518^9, 3.6494058216622057`^9}],
3642
3643	Cell[BoxData[
3644	InterpretationBox[
3645	RowBox[{"\<\"in total: \"\>",
3646	"\[InvisibleSpace]", "\<\"3 Generic, 138 Classes amplitudes\"\>"}],
3647	SequenceForm["in total: ", "3 Generic, 138 Classes amplitudes"],
3648	Editable->False]], "Print",
3649	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3650	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3651	3.649405778728518^9, 3.6494058216647053`^9}],
3652
3653	Cell[BoxData["\<\"Writing amplitude finished after 15.832685\"\>"], "Print",
3654	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3655	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3656	3.649405778728518^9, 3.649405821716909^9}],
3657
3658	Cell[BoxData["\<\"Writing the R2 and UV parts at the class level finished \
3659	after 16.407480\"\>"], "Print",
3660	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3661	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3662	3.649405778728518^9, 3.6494058222560253`^9}],
3663
3664	Cell[BoxData["\<\"\"\>"], "Print",
3665	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3666	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3667	3.649405778728518^9, 3.64940582255023^9}],
3668
3669	Cell[BoxData[
3670	InterpretationBox[
3671	RowBox[{"\<\"inserting at level(s) \"\>", "\[InvisibleSpace]",
3672	RowBox[{"{",
3673	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
3674	SequenceForm["inserting at level(s) ", {Generic, FeynArts`Classes}],
3675	Editable->False]], "Print",
3676	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3677	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3678	3.649405778728518^9, 3.649405822551949^9}],
3679
3680	Cell[BoxData[
3681	InterpretationBox[
3682	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
3683	"\[InvisibleSpace]", "\<\": \"\>",
3684	"\[InvisibleSpace]", "\<\"1 Generic, 56 Classes insertions\"\>"}],
3685	SequenceForm["> Top. ", 1, ": ", "1 Generic, 56 Classes insertions"],
3686	Editable->False]], "Print",
3687	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3688	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3689	3.649405778728518^9, 3.649405822598007^9}],
3690
3691	Cell[BoxData[
3692	InterpretationBox[
3693	RowBox[{"\<\"in total: \"\>",
3694	"\[InvisibleSpace]", "\<\"1 Generic, 56 Classes insertions\"\>"}],
3695	SequenceForm["in total: ", "1 Generic, 56 Classes insertions"],
3696	Editable->False]], "Print",
3697	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3698	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3699	3.649405778728518^9, 3.649405822599605^9}],
3700
3701	Cell[BoxData["\<\"\"\>"], "Print",
3702	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3703	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3704	3.649405778728518^9, 3.649405822600992^9}],
3705
3706	Cell[BoxData[
3707	InterpretationBox[
3708	RowBox[{"\<\"creating amplitudes at level(s) \"\>", "\[InvisibleSpace]",
3709	RowBox[{"{",
3710	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
3711	SequenceForm[
3712	"creating amplitudes at level(s) ", {Generic, FeynArts`Classes}],
3713	Editable->False]], "Print",
3714	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3715	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3716	3.649405778728518^9, 3.649405822602502^9}],
3717
3718	Cell[BoxData[
3719	InterpretationBox[
3720	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
3721	"\[InvisibleSpace]", "\<\": \"\>",
3722	"\[InvisibleSpace]", "\<\"1 Generic, 56 Classes amplitudes\"\>"}],
3723	SequenceForm["> Top. ", 1, ": ", "1 Generic, 56 Classes amplitudes"],
3724	Editable->False]], "Print",
3725	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3726	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3727	3.649405778728518^9, 3.649405822646574^9}],
3728
3729	Cell[BoxData[
3730	InterpretationBox[
3731	RowBox[{"\<\"in total: \"\>",
3732	"\[InvisibleSpace]", "\<\"1 Generic, 56 Classes amplitudes\"\>"}],
3733	SequenceForm["in total: ", "1 Generic, 56 Classes amplitudes"],
3734	Editable->False]], "Print",
3735	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3736	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3737	3.649405778728518^9, 3.649405822649126^9}],
3738
3739	Cell[BoxData["\<\"Writing the symbolic CT finished after 16.888221\"\>"], \
3740	"Print",
3741	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3742	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3743	3.649405778728518^9, 3.649405822736725^9}],
3744
3745	Cell[BoxData["\<\"SU3 algebra finished after 18.921821\"\>"], "Print",
3746	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3747	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3748	3.649405778728518^9, 3.649405824770541^9}],
3749
3750	Cell[BoxData["\<\"Simplification of the vertices finished after \
3751	19.607233\"\>"], "Print",
3752	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3753	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3754	3.649405778728518^9, 3.6494058254557333`^9}],
3755
3756	Cell[BoxData["\<\"Vertices {F, F, V} finished after 19.607817\"\>"], "Print",
3757	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3758	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3759	3.649405778728518^9, 3.649405825457341^9}],
3760
3761	Cell[BoxData[
3762	StyleBox["\<\"Computing CT for the {V, V, V} vertices.\"\>",
3763	StripOnInput->False,
3764	LineColor->RGBColor[0, 0, 1],
3765	FrontFaceColor->RGBColor[0, 0, 1],
3766	BackFaceColor->RGBColor[0, 0, 1],
3767	GraphicsColor->RGBColor[0, 0, 1],
3768	FontColor->RGBColor[0, 0, 1]]], "Print",
3769	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3770	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3771	3.649405778728518^9, 3.649405825458996^9}],
3772
3773	Cell[BoxData["\<\"\"\>"], "Print",
3774	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3775	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3776	3.649405778728518^9, 3.649405825460368^9}],
3777
3778	Cell[BoxData[
3779	InterpretationBox[
3780	RowBox[{"\<\"inserting at level(s) \"\>", "\[InvisibleSpace]",
3781	RowBox[{"{",
3782	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
3783	SequenceForm["inserting at level(s) ", {Generic, FeynArts`Classes}],
3784	Editable->False]], "Print",
3785	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3786	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3787	3.649405778728518^9, 3.649405825461852^9}],
3788
3789	Cell[BoxData[
3790	InterpretationBox[
3791	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
3792	"\[InvisibleSpace]", "\<\": \"\>",
3793	"\[InvisibleSpace]", "\<\"7 Generic, 871 Classes insertions\"\>"}],
3794	SequenceForm["> Top. ", 1, ": ", "7 Generic, 871 Classes insertions"],
3795	Editable->False]], "Print",
3796	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3797	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3798	3.649405778728518^9, 3.6494058269877787`^9}],
3799
3800	Cell[BoxData[
3801	InterpretationBox[
3802	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "2",
3803	"\[InvisibleSpace]", "\<\": \"\>",
3804	"\[InvisibleSpace]", "\<\"3 Generic, 81 Classes insertions\"\>"}],
3805	SequenceForm["> Top. ", 2, ": ", "3 Generic, 81 Classes insertions"],
3806	Editable->False]], "Print",
3807	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3808	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3809	3.649405778728518^9, 3.6494058271429^9}],
3810
3811	Cell[BoxData[
3812	InterpretationBox[
3813	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "3",
3814	"\[InvisibleSpace]", "\<\": \"\>",
3815	"\[InvisibleSpace]", "\<\"3 Generic, 81 Classes insertions\"\>"}],
3816	SequenceForm["> Top. ", 3, ": ", "3 Generic, 81 Classes insertions"],
3817	Editable->False]], "Print",
3818	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3819	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3820	3.649405778728518^9, 3.6494058272989063`^9}],
3821
3822	Cell[BoxData[
3823	InterpretationBox[
3824	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "4",
3825	"\[InvisibleSpace]", "\<\": \"\>",
3826	"\[InvisibleSpace]", "\<\"3 Generic, 81 Classes insertions\"\>"}],
3827	SequenceForm["> Top. ", 4, ": ", "3 Generic, 81 Classes insertions"],
3828	Editable->False]], "Print",
3829	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3830	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3831	3.649405778728518^9, 3.649405827456032^9}],
3832
3833	Cell[BoxData[
3834	InterpretationBox[
3835	RowBox[{"\<\"in total: \"\>",
3836	"\[InvisibleSpace]", "\<\"16 Generic, 1114 Classes insertions\"\>"}],
3837	SequenceForm["in total: ", "16 Generic, 1114 Classes insertions"],
3838	Editable->False]], "Print",
3839	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3840	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3841	3.649405778728518^9, 3.649405827498651^9}],
3842
3843	Cell[BoxData["\<\"\"\>"], "Print",
3844	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3845	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3846	3.649405778728518^9, 3.649405827781767^9}],
3847
3848	Cell[BoxData[
3849	InterpretationBox[
3850	RowBox[{"\<\"creating amplitudes at level(s) \"\>", "\[InvisibleSpace]",
3851	RowBox[{"{",
3852	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
3853	SequenceForm[
3854	"creating amplitudes at level(s) ", {Generic, FeynArts`Classes}],
3855	Editable->False]], "Print",
3856	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3857	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3858	3.649405778728518^9, 3.649405827783853^9}],
3859
3860	Cell[BoxData[
3861	InterpretationBox[
3862	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
3863	"\[InvisibleSpace]", "\<\": \"\>",
3864	"\[InvisibleSpace]", "\<\"3 Generic, 291 Classes amplitudes\"\>"}],
3865	SequenceForm["> Top. ", 1, ": ", "3 Generic, 291 Classes amplitudes"],
3866	Editable->False]], "Print",
3867	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3868	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3869	3.649405778728518^9, 3.6494058282601223`^9}],
3870
3871	Cell[BoxData[
3872	InterpretationBox[
3873	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "2",
3874	"\[InvisibleSpace]", "\<\": \"\>",
3875	"\[InvisibleSpace]", "\<\"1 Generic, 1 Classes amplitudes\"\>"}],
3876	SequenceForm["> Top. ", 2, ": ", "1 Generic, 1 Classes amplitudes"],
3877	Editable->False]], "Print",
3878	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3879	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3880	3.649405778728518^9, 3.649405828303135^9}],
3881
3882	Cell[BoxData[
3883	InterpretationBox[
3884	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "3",
3885	"\[InvisibleSpace]", "\<\": \"\>",
3886	"\[InvisibleSpace]", "\<\"1 Generic, 1 Classes amplitudes\"\>"}],
3887	SequenceForm["> Top. ", 3, ": ", "1 Generic, 1 Classes amplitudes"],
3888	Editable->False]], "Print",
3889	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3890	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3891	3.649405778728518^9, 3.649405828305512^9}],
3892
3893	Cell[BoxData[
3894	InterpretationBox[
3895	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "4",
3896	"\[InvisibleSpace]", "\<\": \"\>",
3897	"\[InvisibleSpace]", "\<\"1 Generic, 1 Classes amplitudes\"\>"}],
3898	SequenceForm["> Top. ", 4, ": ", "1 Generic, 1 Classes amplitudes"],
3899	Editable->False]], "Print",
3900	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3901	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3902	3.649405778728518^9, 3.649405828307178^9}],
3903
3904	Cell[BoxData[
3905	InterpretationBox[
3906	RowBox[{"\<\"in total: \"\>",
3907	"\[InvisibleSpace]", "\<\"6 Generic, 294 Classes amplitudes\"\>"}],
3908	SequenceForm["in total: ", "6 Generic, 294 Classes amplitudes"],
3909	Editable->False]], "Print",
3910	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3911	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3912	3.649405778728518^9, 3.6494058283087177`^9}],
3913
3914	Cell[BoxData["\<\"Writing amplitude finished after 22.454756\"\>"], "Print",
3915	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3916	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3917	3.649405778728518^9, 3.649405828310162^9}],
3918
3919	Cell[BoxData["\<\"Writing the R2 and UV parts at the class level finished \
3920	after 573.318859\"\>"], "Print",
3921	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3922	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3923	3.649405778728518^9, 3.649406379167557^9}],
3924
3925	Cell[BoxData["\<\"\"\>"], "Print",
3926	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3927	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3928	3.649405778728518^9, 3.649406379298964^9}],
3929
3930	Cell[BoxData[
3931	InterpretationBox[
3932	RowBox[{"\<\"inserting at level(s) \"\>", "\[InvisibleSpace]",
3933	RowBox[{"{",
3934	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
3935	SequenceForm["inserting at level(s) ", {Generic, FeynArts`Classes}],
3936	Editable->False]], "Print",
3937	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3938	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3939	3.649405778728518^9, 3.649406379301756^9}],
3940
3941	Cell[BoxData[
3942	InterpretationBox[
3943	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
3944	"\[InvisibleSpace]", "\<\": \"\>",
3945	"\[InvisibleSpace]", "\<\"1 Generic, 1 Classes insertions\"\>"}],
3946	SequenceForm["> Top. ", 1, ": ", "1 Generic, 1 Classes insertions"],
3947	Editable->False]], "Print",
3948	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3949	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3950	3.649405778728518^9, 3.649406379304266^9}],
3951
3952	Cell[BoxData[
3953	InterpretationBox[
3954	RowBox[{"\<\"in total: \"\>",
3955	"\[InvisibleSpace]", "\<\"1 Generic, 1 Classes insertions\"\>"}],
3956	SequenceForm["in total: ", "1 Generic, 1 Classes insertions"],
3957	Editable->False]], "Print",
3958	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3959	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3960	3.649405778728518^9, 3.6494063793068933`^9}],
3961
3962	Cell[BoxData["\<\"\"\>"], "Print",
3963	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3964	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3965	3.649405778728518^9, 3.6494063793091917`^9}],
3966
3967	Cell[BoxData[
3968	InterpretationBox[
3969	RowBox[{"\<\"creating amplitudes at level(s) \"\>", "\[InvisibleSpace]",
3970	RowBox[{"{",
3971	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
3972	SequenceForm[
3973	"creating amplitudes at level(s) ", {Generic, FeynArts`Classes}],
3974	Editable->False]], "Print",
3975	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3976	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3977	3.649405778728518^9, 3.649406379311634^9}],
3978
3979	Cell[BoxData[
3980	InterpretationBox[
3981	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
3982	"\[InvisibleSpace]", "\<\": \"\>",
3983	"\[InvisibleSpace]", "\<\"1 Generic, 1 Classes amplitudes\"\>"}],
3984	SequenceForm["> Top. ", 1, ": ", "1 Generic, 1 Classes amplitudes"],
3985	Editable->False]], "Print",
3986	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3987	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3988	3.649405778728518^9, 3.649406379314115^9}],
3989
3990	Cell[BoxData[
3991	InterpretationBox[
3992	RowBox[{"\<\"in total: \"\>",
3993	"\[InvisibleSpace]", "\<\"1 Generic, 1 Classes amplitudes\"\>"}],
3994	SequenceForm["in total: ", "1 Generic, 1 Classes amplitudes"],
3995	Editable->False]], "Print",
3996	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
3997	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
3998	3.649405778728518^9, 3.6494063793165693`^9}],
3999
4000	Cell[BoxData["\<\"Writing the symbolic CT finished after 573.485866\"\>"], \
4001	"Print",
4002	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4003	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4004	3.649405778728518^9, 3.6494063793621073`^9}],
4005
4006	Cell[BoxData["\<\"SU3 algebra finished after 580.668924\"\>"], "Print",
4007	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4008	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4009	3.649405778728518^9, 3.649406386517579^9}],
4010
4011	Cell[BoxData["\<\"Simplification of the vertices finished after \
4012	581.427638\"\>"], "Print",
4013	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4014	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4015	3.649405778728518^9, 3.649406387276335^9}],
4016
4017	Cell[BoxData["\<\"Vertices {V, V, V} finished after 581.428062\"\>"], "Print",
4018	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4019	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4020	3.649405778728518^9, 3.649406387278319^9}],
4021
4022	Cell[BoxData[
4023	StyleBox["\<\"Computing CT for the {V, V, S} vertices.\"\>",
4024	StripOnInput->False,
4025	LineColor->RGBColor[0, 0, 1],
4026	FrontFaceColor->RGBColor[0, 0, 1],
4027	BackFaceColor->RGBColor[0, 0, 1],
4028	GraphicsColor->RGBColor[0, 0, 1],
4029	FontColor->RGBColor[0, 0, 1]]], "Print",
4030	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4031	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4032	3.649405778728518^9, 3.649406387280045^9}],
4033
4034	Cell[BoxData["\<\"\"\>"], "Print",
4035	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4036	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4037	3.649405778728518^9, 3.649406387281515^9}],
4038
4039	Cell[BoxData[
4040	InterpretationBox[
4041	RowBox[{"\<\"inserting at level(s) \"\>", "\[InvisibleSpace]",
4042	RowBox[{"{",
4043	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
4044	SequenceForm["inserting at level(s) ", {Generic, FeynArts`Classes}],
4045	Editable->False]], "Print",
4046	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4047	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4048	3.649405778728518^9, 3.6494063872830973`^9}],
4049
4050	Cell[BoxData[
4051	InterpretationBox[
4052	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
4053	"\[InvisibleSpace]", "\<\": \"\>",
4054	"\[InvisibleSpace]", "\<\"10 Generic, 404 Classes insertions\"\>"}],
4055	SequenceForm["> Top. ", 1, ": ", "10 Generic, 404 Classes insertions"],
4056	Editable->False]], "Print",
4057	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4058	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4059	3.649405778728518^9, 3.6494063884095907`^9}],
4060
4061	Cell[BoxData[
4062	InterpretationBox[
4063	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "2",
4064	"\[InvisibleSpace]", "\<\": \"\>",
4065	"\[InvisibleSpace]", "\<\"3 Generic, 48 Classes insertions\"\>"}],
4066	SequenceForm["> Top. ", 2, ": ", "3 Generic, 48 Classes insertions"],
4067	Editable->False]], "Print",
4068	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4069	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4070	3.649405778728518^9, 3.64940638852544^9}],
4071
4072	Cell[BoxData[
4073	InterpretationBox[
4074	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "3",
4075	"\[InvisibleSpace]", "\<\": \"\>",
4076	"\[InvisibleSpace]", "\<\"3 Generic, 48 Classes insertions\"\>"}],
4077	SequenceForm["> Top. ", 3, ": ", "3 Generic, 48 Classes insertions"],
4078	Editable->False]], "Print",
4079	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4080	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4081	3.649405778728518^9, 3.649406388640065^9}],
4082
4083	Cell[BoxData[
4084	InterpretationBox[
4085	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "4",
4086	"\[InvisibleSpace]", "\<\": \"\>",
4087	"\[InvisibleSpace]", "\<\"3 Generic, 67 Classes insertions\"\>"}],
4088	SequenceForm["> Top. ", 4, ": ", "3 Generic, 67 Classes insertions"],
4089	Editable->False]], "Print",
4090	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4091	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4092	3.649405778728518^9, 3.6494063887903767`^9}],
4093
4094	Cell[BoxData[
4095	InterpretationBox[
4096	RowBox[{"\<\"in total: \"\>",
4097	"\[InvisibleSpace]", "\<\"19 Generic, 567 Classes insertions\"\>"}],
4098	SequenceForm["in total: ", "19 Generic, 567 Classes insertions"],
4099	Editable->False]], "Print",
4100	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4101	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4102	3.649405778728518^9, 3.64940638879219^9}],
4103
4104	Cell[BoxData["\<\"\"\>"], "Print",
4105	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4106	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4107	3.649405778728518^9, 3.6494063889423847`^9}],
4108
4109	Cell[BoxData[
4110	InterpretationBox[
4111	RowBox[{"\<\"creating amplitudes at level(s) \"\>", "\[InvisibleSpace]",
4112	RowBox[{"{",
4113	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
4114	SequenceForm[
4115	"creating amplitudes at level(s) ", {Generic, FeynArts`Classes}],
4116	Editable->False]], "Print",
4117	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4118	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4119	3.649405778728518^9, 3.649406388944129^9}],
4120
4121	Cell[BoxData[
4122	InterpretationBox[
4123	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
4124	"\[InvisibleSpace]", "\<\": \"\>",
4125	"\[InvisibleSpace]", "\<\"1 Generic, 38 Classes amplitudes\"\>"}],
4126	SequenceForm["> Top. ", 1, ": ", "1 Generic, 38 Classes amplitudes"],
4127	Editable->False]], "Print",
4128	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4129	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4130	3.649405778728518^9, 3.649406389013341^9}],
4131
4132	Cell[BoxData[
4133	InterpretationBox[
4134	RowBox[{"\<\"in total: \"\>",
4135	"\[InvisibleSpace]", "\<\"1 Generic, 38 Classes amplitudes\"\>"}],
4136	SequenceForm["in total: ", "1 Generic, 38 Classes amplitudes"],
4137	Editable->False]], "Print",
4138	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4139	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4140	3.649405778728518^9, 3.64940638901504^9}],
4141
4142	Cell[BoxData["\<\"Writing amplitude finished after 583.170508\"\>"], "Print",
4143	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4144	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4145	3.649405778728518^9, 3.649406389056918^9}],
4146
4147	Cell[BoxData["\<\"Writing the R2 and UV parts at the class level finished \
4148	after 583.332143\"\>"], "Print",
4149	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4150	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4151	3.649405778728518^9, 3.649406389180706^9}],
4152
4153	Cell[BoxData["\<\"\"\>"], "Print",
4154	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4155	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4156	3.649405778728518^9, 3.64940638922173^9}],
4157
4158	Cell[BoxData[
4159	InterpretationBox[
4160	RowBox[{"\<\"inserting at level(s) \"\>", "\[InvisibleSpace]",
4161	RowBox[{"{",
4162	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
4163	SequenceForm["inserting at level(s) ", {Generic, FeynArts`Classes}],
4164	Editable->False]], "Print",
4165	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4166	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4167	3.649405778728518^9, 3.6494063892239647`^9}],
4168
4169	Cell[BoxData[
4170	InterpretationBox[
4171	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
4172	"\[InvisibleSpace]", "\<\": \"\>",
4173	"\[InvisibleSpace]", "\<\"0 Generic, 0 Classes insertions\"\>"}],
4174	SequenceForm["> Top. ", 1, ": ", "0 Generic, 0 Classes insertions"],
4175	Editable->False]], "Print",
4176	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4177	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4178	3.649405778728518^9, 3.649406389225587^9}],
4179
4180	Cell[BoxData[
4181	InterpretationBox[
4182	RowBox[{"\<\"in total: \"\>",
4183	"\[InvisibleSpace]", "\<\"0 Generic, 0 Classes insertions\"\>"}],
4184	SequenceForm["in total: ", "0 Generic, 0 Classes insertions"],
4185	Editable->False]], "Print",
4186	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4187	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4188	3.649405778728518^9, 3.64940638922711^9}],
4189
4190	Cell[BoxData["\<\"\"\>"], "Print",
4191	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4192	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4193	3.649405778728518^9, 3.649406389228861^9}],
4194
4195	Cell[BoxData[
4196	InterpretationBox[
4197	RowBox[{"\<\"creating amplitudes at level(s) \"\>", "\[InvisibleSpace]",
4198	RowBox[{"{",
4199	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
4200	SequenceForm[
4201	"creating amplitudes at level(s) ", {Generic, FeynArts`Classes}],
4202	Editable->False]], "Print",
4203	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4204	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4205	3.649405778728518^9, 3.6494063892304153`^9}],
4206
4207	Cell[BoxData[
4208	InterpretationBox[
4209	RowBox[{"\<\"in total: \"\>",
4210	"\[InvisibleSpace]", "\<\"0 Generic, 0 Classes amplitudes\"\>"}],
4211	SequenceForm["in total: ", "0 Generic, 0 Classes amplitudes"],
4212	Editable->False]], "Print",
4213	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4214	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4215	3.649405778728518^9, 3.6494063892319317`^9}],
4216
4217	Cell[BoxData["\<\"Writing the symbolic CT finished after 583.346631\"\>"], \
4218	"Print",
4219	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4220	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4221	3.649405778728518^9, 3.649406389233433^9}],
4222
4223	Cell[BoxData["\<\"SU3 algebra finished after 583.402607\"\>"], "Print",
4224	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4225	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4226	3.649405778728518^9, 3.649406389277017^9}],
4227
4228	Cell[BoxData["\<\"Simplification of the vertices finished after \
4229	583.419153\"\>"], "Print",
4230	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4231	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4232	3.649405778728518^9, 3.6494063892790127`^9}],
4233
4234	Cell[BoxData["\<\"Vertices {V, V, S} finished after 583.419329\"\>"], "Print",
4235	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4236	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4237	3.649405778728518^9, 3.6494063892805567`^9}],
4238
4239	Cell[BoxData[
4240	StyleBox["\<\"Computing CT for the {V, S, S} vertices.\"\>",
4241	StripOnInput->False,
4242	LineColor->RGBColor[0, 0, 1],
4243	FrontFaceColor->RGBColor[0, 0, 1],
4244	BackFaceColor->RGBColor[0, 0, 1],
4245	GraphicsColor->RGBColor[0, 0, 1],
4246	FontColor->RGBColor[0, 0, 1]]], "Print",
4247	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4248	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4249	3.649405778728518^9, 3.6494063892822237`^9}],
4250
4251	Cell[BoxData["\<\"\"\>"], "Print",
4252	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4253	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4254	3.649405778728518^9, 3.6494063892836523`^9}],
4255
4256	Cell[BoxData[
4257	InterpretationBox[
4258	RowBox[{"\<\"inserting at level(s) \"\>", "\[InvisibleSpace]",
4259	RowBox[{"{",
4260	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
4261	SequenceForm["inserting at level(s) ", {Generic, FeynArts`Classes}],
4262	Editable->False]], "Print",
4263	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4264	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4265	3.649405778728518^9, 3.649406389285198^9}],
4266
4267	Cell[BoxData[
4268	InterpretationBox[
4269	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
4270	"\[InvisibleSpace]", "\<\": \"\>",
4271	"\[InvisibleSpace]", "\<\"10 Generic, 546 Classes insertions\"\>"}],
4272	SequenceForm["> Top. ", 1, ": ", "10 Generic, 546 Classes insertions"],
4273	Editable->False]], "Print",
4274	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4275	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4276	3.649405778728518^9, 3.649406390440607^9}],
4277
4278	Cell[BoxData[
4279	InterpretationBox[
4280	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "2",
4281	"\[InvisibleSpace]", "\<\": \"\>",
4282	"\[InvisibleSpace]", "\<\"3 Generic, 76 Classes insertions\"\>"}],
4283	SequenceForm["> Top. ", 2, ": ", "3 Generic, 76 Classes insertions"],
4284	Editable->False]], "Print",
4285	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4286	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4287	3.649405778728518^9, 3.6494063906062117`^9}],
4288
4289	Cell[BoxData[
4290	InterpretationBox[
4291	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "3",
4292	"\[InvisibleSpace]", "\<\": \"\>",
4293	"\[InvisibleSpace]", "\<\"3 Generic, 118 Classes insertions\"\>"}],
4294	SequenceForm["> Top. ", 3, ": ", "3 Generic, 118 Classes insertions"],
4295	Editable->False]], "Print",
4296	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4297	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4298	3.649405778728518^9, 3.6494063907993517`^9}],
4299
4300	Cell[BoxData[
4301	InterpretationBox[
4302	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "4",
4303	"\[InvisibleSpace]", "\<\": \"\>",
4304	"\[InvisibleSpace]", "\<\"3 Generic, 118 Classes insertions\"\>"}],
4305	SequenceForm["> Top. ", 4, ": ", "3 Generic, 118 Classes insertions"],
4306	Editable->False]], "Print",
4307	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4308	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4309	3.649405778728518^9, 3.649406390987465^9}],
4310
4311	Cell[BoxData[
4312	InterpretationBox[
4313	RowBox[{"\<\"in total: \"\>",
4314	"\[InvisibleSpace]", "\<\"19 Generic, 858 Classes insertions\"\>"}],
4315	SequenceForm["in total: ", "19 Generic, 858 Classes insertions"],
4316	Editable->False]], "Print",
4317	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4318	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4319	3.649405778728518^9, 3.649406390990368^9}],
4320
4321	Cell[BoxData["\<\"\"\>"], "Print",
4322	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4323	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4324	3.649405778728518^9, 3.649406391195076^9}],
4325
4326	Cell[BoxData[
4327	InterpretationBox[
4328	RowBox[{"\<\"creating amplitudes at level(s) \"\>", "\[InvisibleSpace]",
4329	RowBox[{"{",
4330	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
4331	SequenceForm[
4332	"creating amplitudes at level(s) ", {Generic, FeynArts`Classes}],
4333	Editable->False]], "Print",
4334	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4335	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4336	3.649405778728518^9, 3.649406391197027^9}],
4337
4338	Cell[BoxData[
4339	InterpretationBox[
4340	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
4341	"\[InvisibleSpace]", "\<\": \"\>",
4342	"\[InvisibleSpace]", "\<\"1 Generic, 22 Classes amplitudes\"\>"}],
4343	SequenceForm["> Top. ", 1, ": ", "1 Generic, 22 Classes amplitudes"],
4344	Editable->False]], "Print",
4345	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4346	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4347	3.649405778728518^9, 3.649406391240294^9}],
4348
4349	Cell[BoxData[
4350	InterpretationBox[
4351	RowBox[{"\<\"in total: \"\>",
4352	"\[InvisibleSpace]", "\<\"1 Generic, 22 Classes amplitudes\"\>"}],
4353	SequenceForm["in total: ", "1 Generic, 22 Classes amplitudes"],
4354	Editable->False]], "Print",
4355	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4356	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4357	3.649405778728518^9, 3.649406391242138^9}],
4358
4359	Cell[BoxData["\<\"Writing amplitude finished after 585.394413\"\>"], "Print",
4360	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4361	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4362	3.649405778728518^9, 3.649406391243682^9}],
4363
4364	Cell[BoxData["\<\"Writing the R2 and UV parts at the class level finished \
4365	after 600.014675\"\>"], "Print",
4366	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4367	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4368	3.649405778728518^9, 3.649406405863235^9}],
4369
4370	Cell[BoxData["\<\"\"\>"], "Print",
4371	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4372	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4373	3.649405778728518^9, 3.649406405864897^9}],
4374
4375	Cell[BoxData[
4376	InterpretationBox[
4377	RowBox[{"\<\"inserting at level(s) \"\>", "\[InvisibleSpace]",
4378	RowBox[{"{",
4379	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
4380	SequenceForm["inserting at level(s) ", {Generic, FeynArts`Classes}],
4381	Editable->False]], "Print",
4382	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4383	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4384	3.649405778728518^9, 3.649406405866569^9}],
4385
4386	Cell[BoxData[
4387	InterpretationBox[
4388	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
4389	"\[InvisibleSpace]", "\<\": \"\>",
4390	"\[InvisibleSpace]", "\<\"0 Generic, 0 Classes insertions\"\>"}],
4391	SequenceForm["> Top. ", 1, ": ", "0 Generic, 0 Classes insertions"],
4392	Editable->False]], "Print",
4393	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4394	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4395	3.649405778728518^9, 3.64940640586827^9}],
4396
4397	Cell[BoxData[
4398	InterpretationBox[
4399	RowBox[{"\<\"in total: \"\>",
4400	"\[InvisibleSpace]", "\<\"0 Generic, 0 Classes insertions\"\>"}],
4401	SequenceForm["in total: ", "0 Generic, 0 Classes insertions"],
4402	Editable->False]], "Print",
4403	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4404	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4405	3.649405778728518^9, 3.649406405869988^9}],
4406
4407	Cell[BoxData["\<\"\"\>"], "Print",
4408	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4409	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4410	3.649405778728518^9, 3.649406405871729^9}],
4411
4412	Cell[BoxData[
4413	InterpretationBox[
4414	RowBox[{"\<\"creating amplitudes at level(s) \"\>", "\[InvisibleSpace]",
4415	RowBox[{"{",
4416	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
4417	SequenceForm[
4418	"creating amplitudes at level(s) ", {Generic, FeynArts`Classes}],
4419	Editable->False]], "Print",
4420	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4421	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4422	3.649405778728518^9, 3.649406405873596^9}],
4423
4424	Cell[BoxData[
4425	InterpretationBox[
4426	RowBox[{"\<\"in total: \"\>",
4427	"\[InvisibleSpace]", "\<\"0 Generic, 0 Classes amplitudes\"\>"}],
4428	SequenceForm["in total: ", "0 Generic, 0 Classes amplitudes"],
4429	Editable->False]], "Print",
4430	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4431	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4432	3.649405778728518^9, 3.649406405875135^9}],
4433
4434	Cell[BoxData["\<\"Writing the symbolic CT finished after 600.017955\"\>"], \
4435	"Print",
4436	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4437	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4438	3.649405778728518^9, 3.649406405876607^9}],
4439
4440	Cell[BoxData["\<\"SU3 algebra finished after 600.018199\"\>"], "Print",
4441	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4442	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4443	3.649405778728518^9, 3.649406405878127^9}],
4444
4445	Cell[BoxData["\<\"Simplification of the vertices finished after \
4446	600.018243\"\>"], "Print",
4447	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4448	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4449	3.649405778728518^9, 3.649406405879589^9}],
4450
4451	Cell[BoxData["\<\"Vertices {V, S, S} finished after 600.018362\"\>"], "Print",
4452	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4453	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4454	3.649405778728518^9, 3.649406405881054^9}],
4455
4456	Cell[BoxData[
4457	StyleBox["\<\"Computing CT for the {S, S, S} vertices.\"\>",
4458	StripOnInput->False,
4459	LineColor->RGBColor[0, 0, 1],
4460	FrontFaceColor->RGBColor[0, 0, 1],
4461	BackFaceColor->RGBColor[0, 0, 1],
4462	GraphicsColor->RGBColor[0, 0, 1],
4463	FontColor->RGBColor[0, 0, 1]]], "Print",
4464	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4465	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4466	3.649405778728518^9, 3.649406405882615^9}],
4467
4468	Cell[BoxData["\<\"\"\>"], "Print",
4469	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4470	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4471	3.649405778728518^9, 3.649406405884131^9}],
4472
4473	Cell[BoxData[
4474	InterpretationBox[
4475	RowBox[{"\<\"inserting at level(s) \"\>", "\[InvisibleSpace]",
4476	RowBox[{"{",
4477	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
4478	SequenceForm["inserting at level(s) ", {Generic, FeynArts`Classes}],
4479	Editable->False]], "Print",
4480	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4481	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4482	3.649405778728518^9, 3.649406405885682^9}],
4483
4484	Cell[BoxData[
4485	InterpretationBox[
4486	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
4487	"\[InvisibleSpace]", "\<\": \"\>",
4488	"\[InvisibleSpace]", "\<\"10 Generic, 800 Classes insertions\"\>"}],
4489	SequenceForm["> Top. ", 1, ": ", "10 Generic, 800 Classes insertions"],
4490	Editable->False]], "Print",
4491	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4492	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4493	3.649405778728518^9, 3.649406407467458^9}],
4494
4495	Cell[BoxData[
4496	InterpretationBox[
4497	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "2",
4498	"\[InvisibleSpace]", "\<\": \"\>",
4499	"\[InvisibleSpace]", "\<\"3 Generic, 110 Classes insertions\"\>"}],
4500	SequenceForm["> Top. ", 2, ": ", "3 Generic, 110 Classes insertions"],
4501	Editable->False]], "Print",
4502	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4503	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4504	3.649405778728518^9, 3.6494064076445837`^9}],
4505
4506	Cell[BoxData[
4507	InterpretationBox[
4508	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "3",
4509	"\[InvisibleSpace]", "\<\": \"\>",
4510	"\[InvisibleSpace]", "\<\"3 Generic, 110 Classes insertions\"\>"}],
4511	SequenceForm["> Top. ", 3, ": ", "3 Generic, 110 Classes insertions"],
4512	Editable->False]], "Print",
4513	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4514	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4515	3.649405778728518^9, 3.649406407824378^9}],
4516
4517	Cell[BoxData[
4518	InterpretationBox[
4519	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "4",
4520	"\[InvisibleSpace]", "\<\": \"\>",
4521	"\[InvisibleSpace]", "\<\"3 Generic, 110 Classes insertions\"\>"}],
4522	SequenceForm["> Top. ", 4, ": ", "3 Generic, 110 Classes insertions"],
4523	Editable->False]], "Print",
4524	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4525	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4526	3.649405778728518^9, 3.649406408000523^9}],
4527
4528	Cell[BoxData[
4529	InterpretationBox[
4530	RowBox[{"\<\"in total: \"\>",
4531	"\[InvisibleSpace]", "\<\"19 Generic, 1130 Classes insertions\"\>"}],
4532	SequenceForm["in total: ", "19 Generic, 1130 Classes insertions"],
4533	Editable->False]], "Print",
4534	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4535	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4536	3.649405778728518^9, 3.649406408044642^9}],
4537
4538	Cell[BoxData["\<\"\"\>"], "Print",
4539	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4540	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4541	3.649405778728518^9, 3.649406408292816^9}],
4542
4543	Cell[BoxData[
4544	InterpretationBox[
4545	RowBox[{"\<\"creating amplitudes at level(s) \"\>", "\[InvisibleSpace]",
4546	RowBox[{"{",
4547	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
4548	SequenceForm[
4549	"creating amplitudes at level(s) ", {Generic, FeynArts`Classes}],
4550	Editable->False]], "Print",
4551	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4552	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4553	3.649405778728518^9, 3.6494064082949667`^9}],
4554
4555	Cell[BoxData[
4556	InterpretationBox[
4557	RowBox[{"\<\"in total: \"\>",
4558	"\[InvisibleSpace]", "\<\"0 Generic, 0 Classes amplitudes\"\>"}],
4559	SequenceForm["in total: ", "0 Generic, 0 Classes amplitudes"],
4560	Editable->False]], "Print",
4561	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4562	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4563	3.649405778728518^9, 3.649406408296741^9}],
4564
4565	Cell[BoxData["\<\"Writing amplitude finished after 602.444940\"\>"], "Print",
4566	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4567	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4568	3.649405778728518^9, 3.649406408298319^9}],
4569
4570	Cell[BoxData["\<\"Writing the R2 and UV parts at the class level finished \
4571	after 602.445050\"\>"], "Print",
4572	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4573	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4574	3.649405778728518^9, 3.649406408299843^9}],
4575
4576	Cell[BoxData["\<\"\"\>"], "Print",
4577	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4578	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4579	3.649405778728518^9, 3.649406408301263^9}],
4580
4581	Cell[BoxData[
4582	InterpretationBox[
4583	RowBox[{"\<\"inserting at level(s) \"\>", "\[InvisibleSpace]",
4584	RowBox[{"{",
4585	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
4586	SequenceForm["inserting at level(s) ", {Generic, FeynArts`Classes}],
4587	Editable->False]], "Print",
4588	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4589	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4590	3.649405778728518^9, 3.649406408302848^9}],
4591
4592	Cell[BoxData[
4593	InterpretationBox[
4594	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
4595	"\[InvisibleSpace]", "\<\": \"\>",
4596	"\[InvisibleSpace]", "\<\"0 Generic, 0 Classes insertions\"\>"}],
4597	SequenceForm["> Top. ", 1, ": ", "0 Generic, 0 Classes insertions"],
4598	Editable->False]], "Print",
4599	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4600	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4601	3.649405778728518^9, 3.6494064083047447`^9}],
4602
4603	Cell[BoxData[
4604	InterpretationBox[
4605	RowBox[{"\<\"in total: \"\>",
4606	"\[InvisibleSpace]", "\<\"0 Generic, 0 Classes insertions\"\>"}],
4607	SequenceForm["in total: ", "0 Generic, 0 Classes insertions"],
4608	Editable->False]], "Print",
4609	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4610	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4611	3.649405778728518^9, 3.649406408306988^9}],
4612
4613	Cell[BoxData["\<\"\"\>"], "Print",
4614	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4615	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4616	3.649405778728518^9, 3.649406408308543^9}],
4617
4618	Cell[BoxData[
4619	InterpretationBox[
4620	RowBox[{"\<\"creating amplitudes at level(s) \"\>", "\[InvisibleSpace]",
4621	RowBox[{"{",
4622	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
4623	SequenceForm[
4624	"creating amplitudes at level(s) ", {Generic, FeynArts`Classes}],
4625	Editable->False]], "Print",
4626	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4627	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4628	3.649405778728518^9, 3.649406408310131^9}],
4629
4630	Cell[BoxData[
4631	InterpretationBox[
4632	RowBox[{"\<\"in total: \"\>",
4633	"\[InvisibleSpace]", "\<\"0 Generic, 0 Classes amplitudes\"\>"}],
4634	SequenceForm["in total: ", "0 Generic, 0 Classes amplitudes"],
4635	Editable->False]], "Print",
4636	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4637	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4638	3.649405778728518^9, 3.649406408311721^9}],
4639
4640	Cell[BoxData["\<\"Writing the symbolic CT finished after 602.448131\"\>"], \
4641	"Print",
4642	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4643	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4644	3.649405778728518^9, 3.64940640831326^9}],
4645
4646	Cell[BoxData["\<\"SU3 algebra finished after 602.448363\"\>"], "Print",
4647	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4648	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4649	3.649405778728518^9, 3.6494064083147573`^9}],
4650
4651	Cell[BoxData["\<\"Simplification of the vertices finished after \
4652	602.448405\"\>"], "Print",
4653	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4654	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4655	3.649405778728518^9, 3.649406408316245^9}],
4656
4657	Cell[BoxData["\<\"Vertices {S, S, S} finished after 602.448511\"\>"], "Print",
4658	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4659	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4660	3.649405778728518^9, 3.6494064083177433`^9}],
4661
4662	Cell[BoxData[
4663	StyleBox["\<\"Computing CT for the {V, V, V, V} vertices.\"\>",
4664	StripOnInput->False,
4665	LineColor->RGBColor[0, 0, 1],
4666	FrontFaceColor->RGBColor[0, 0, 1],
4667	BackFaceColor->RGBColor[0, 0, 1],
4668	GraphicsColor->RGBColor[0, 0, 1],
4669	FontColor->RGBColor[0, 0, 1]]], "Print",
4670	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4671	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4672	3.649405778728518^9, 3.649406408319303^9}],
4673
4674	Cell[BoxData["\<\"\"\>"], "Print",
4675	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4676	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4677	3.649405778728518^9, 3.6494064083613033`^9}],
4678
4679	Cell[BoxData[
4680	InterpretationBox[
4681	RowBox[{"\<\"Excluding \"\>", "\[InvisibleSpace]", "15",
4682	"\[InvisibleSpace]", "\<\" field point(s) (incl. charge-conjugate \
4683	ones)\"\>"}],
4684	SequenceForm[
4685	"Excluding ", 15, " field point(s) (incl. charge-conjugate ones)"],
4686	Editable->False]], "Print",
4687	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4688	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4689	3.649405778728518^9, 3.649406408363482^9}],
4690
4691	Cell[BoxData["\<\"\"\>"], "Print",
4692	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4693	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4694	3.649405778728518^9, 3.649406408365024^9}],
4695
4696	Cell[BoxData[
4697	InterpretationBox[
4698	RowBox[{"\<\"inserting at level(s) \"\>", "\[InvisibleSpace]",
4699	RowBox[{"{",
4700	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
4701	SequenceForm["inserting at level(s) ", {Generic, FeynArts`Classes}],
4702	Editable->False]], "Print",
4703	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4704	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4705	3.649405778728518^9, 3.649406408366672^9}],
4706
4707	Cell[BoxData[
4708	InterpretationBox[
4709	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
4710	"\[InvisibleSpace]", "\<\": \"\>",
4711	"\[InvisibleSpace]", "\<\"2 Generic, 440 Classes insertions\"\>"}],
4712	SequenceForm["> Top. ", 1, ": ", "2 Generic, 440 Classes insertions"],
4713	Editable->False]], "Print",
4714	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4715	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4716	3.649405778728518^9, 3.649406409106793^9}],
4717
4718	Cell[BoxData[
4719	InterpretationBox[
4720	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "2",
4721	"\[InvisibleSpace]", "\<\": \"\>",
4722	"\[InvisibleSpace]", "\<\"2 Generic, 440 Classes insertions\"\>"}],
4723	SequenceForm["> Top. ", 2, ": ", "2 Generic, 440 Classes insertions"],
4724	Editable->False]], "Print",
4725	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4726	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4727	3.649405778728518^9, 3.649406409888006^9}],
4728
4729	Cell[BoxData[
4730	InterpretationBox[
4731	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "3",
4732	"\[InvisibleSpace]", "\<\": \"\>",
4733	"\[InvisibleSpace]", "\<\"2 Generic, 440 Classes insertions\"\>"}],
4734	SequenceForm["> Top. ", 3, ": ", "2 Generic, 440 Classes insertions"],
4735	Editable->False]], "Print",
4736	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4737	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4738	3.649405778728518^9, 3.649406410661374^9}],
4739
4740	Cell[BoxData[
4741	InterpretationBox[
4742	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "4",
4743	"\[InvisibleSpace]", "\<\": \"\>",
4744	"\[InvisibleSpace]", "\<\"2 Generic, 440 Classes insertions\"\>"}],
4745	SequenceForm["> Top. ", 4, ": ", "2 Generic, 440 Classes insertions"],
4746	Editable->False]], "Print",
4747	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4748	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4749	3.649405778728518^9, 3.649406411443473^9}],
4750
4751	Cell[BoxData[
4752	InterpretationBox[
4753	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "5",
4754	"\[InvisibleSpace]", "\<\": \"\>",
4755	"\[InvisibleSpace]", "\<\"2 Generic, 440 Classes insertions\"\>"}],
4756	SequenceForm["> Top. ", 5, ": ", "2 Generic, 440 Classes insertions"],
4757	Editable->False]], "Print",
4758	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4759	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4760	3.649405778728518^9, 3.649406412249041^9}],
4761
4762	Cell[BoxData[
4763	InterpretationBox[
4764	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "6",
4765	"\[InvisibleSpace]", "\<\": \"\>",
4766	"\[InvisibleSpace]", "\<\"2 Generic, 440 Classes insertions\"\>"}],
4767	SequenceForm["> Top. ", 6, ": ", "2 Generic, 440 Classes insertions"],
4768	Editable->False]], "Print",
4769	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4770	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4771	3.649405778728518^9, 3.649406413058114^9}],
4772
4773	Cell[BoxData[
4774	InterpretationBox[
4775	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "7",
4776	"\[InvisibleSpace]", "\<\": \"\>",
4777	"\[InvisibleSpace]", "\<\"4 Generic, 3109 Classes insertions\"\>"}],
4778	SequenceForm["> Top. ", 7, ": ", "4 Generic, 3109 Classes insertions"],
4779	Editable->False]], "Print",
4780	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4781	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4782	3.649405778728518^9, 3.649406420789752^9}],
4783
4784	Cell[BoxData[
4785	InterpretationBox[
4786	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "8",
4787	"\[InvisibleSpace]", "\<\": \"\>",
4788	"\[InvisibleSpace]", "\<\"4 Generic, 3109 Classes insertions\"\>"}],
4789	SequenceForm["> Top. ", 8, ": ", "4 Generic, 3109 Classes insertions"],
4790	Editable->False]], "Print",
4791	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4792	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4793	3.649405778728518^9, 3.649406428514216^9}],
4794
4795	Cell[BoxData[
4796	InterpretationBox[
4797	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "9",
4798	"\[InvisibleSpace]", "\<\": \"\>",
4799	"\[InvisibleSpace]", "\<\"4 Generic, 3109 Classes insertions\"\>"}],
4800	SequenceForm["> Top. ", 9, ": ", "4 Generic, 3109 Classes insertions"],
4801	Editable->False]], "Print",
4802	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4803	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4804	3.649405778728518^9, 3.649406437168095^9}],
4805
4806	Cell[BoxData[
4807	InterpretationBox[
4808	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "10",
4809	"\[InvisibleSpace]", "\<\": \"\>",
4810	"\[InvisibleSpace]", "\<\"3 Generic, 314 Classes insertions\"\>"}],
4811	SequenceForm["> Top. ", 10, ": ", "3 Generic, 314 Classes insertions"],
4812	Editable->False]], "Print",
4813	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4814	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4815	3.649405778728518^9, 3.649406437736053^9}],
4816
4817	Cell[BoxData[
4818	InterpretationBox[
4819	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "11",
4820	"\[InvisibleSpace]", "\<\": \"\>",
4821	"\[InvisibleSpace]", "\<\"3 Generic, 314 Classes insertions\"\>"}],
4822	SequenceForm["> Top. ", 11, ": ", "3 Generic, 314 Classes insertions"],
4823	Editable->False]], "Print",
4824	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4825	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4826	3.649405778728518^9, 3.64940643830973^9}],
4827
4828	Cell[BoxData[
4829	InterpretationBox[
4830	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "12",
4831	"\[InvisibleSpace]", "\<\": \"\>",
4832	"\[InvisibleSpace]", "\<\"3 Generic, 314 Classes insertions\"\>"}],
4833	SequenceForm["> Top. ", 12, ": ", "3 Generic, 314 Classes insertions"],
4834	Editable->False]], "Print",
4835	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4836	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4837	3.649405778728518^9, 3.6494064388927^9}],
4838
4839	Cell[BoxData["\<\"\"\>"], "Print",
4840	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4841	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4842	3.649405778728518^9, 3.6494064388947563`^9}],
4843
4844	Cell[BoxData[
4845	InterpretationBox[
4846	RowBox[{"\<\"Restoring \"\>", "\[InvisibleSpace]", "15",
4847	"\[InvisibleSpace]", "\<\" field point(s)\"\>"}],
4848	SequenceForm["Restoring ", 15, " field point(s)"],
4849	Editable->False]], "Print",
4850	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4851	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4852	3.649405778728518^9, 3.649406438896544^9}],
4853
4854	Cell[BoxData[
4855	InterpretationBox[
4856	RowBox[{"\<\"in total: \"\>",
4857	"\[InvisibleSpace]", "\<\"33 Generic, 12909 Classes insertions\"\>"}],
4858	SequenceForm["in total: ", "33 Generic, 12909 Classes insertions"],
4859	Editable->False]], "Print",
4860	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4861	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4862	3.649405778728518^9, 3.64940643895789^9}],
4863
4864	Cell[BoxData["\<\"\"\>"], "Print",
4865	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4866	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4867	3.649405778728518^9, 3.64940644367557^9}],
4868
4869	Cell[BoxData[
4870	InterpretationBox[
4871	RowBox[{"\<\"creating amplitudes at level(s) \"\>", "\[InvisibleSpace]",
4872	RowBox[{"{",
4873	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
4874	SequenceForm[
4875	"creating amplitudes at level(s) ", {Generic, FeynArts`Classes}],
4876	Editable->False]], "Print",
4877	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4878	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4879	3.649405778728518^9, 3.6494064436777353`^9}],
4880
4881	Cell[BoxData[
4882	InterpretationBox[
4883	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
4884	"\[InvisibleSpace]", "\<\": \"\>",
4885	"\[InvisibleSpace]", "\<\"1 Generic, 1 Classes amplitudes\"\>"}],
4886	SequenceForm["> Top. ", 1, ": ", "1 Generic, 1 Classes amplitudes"],
4887	Editable->False]], "Print",
4888	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4889	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4890	3.649405778728518^9, 3.649406444607041^9}],
4891
4892	Cell[BoxData[
4893	InterpretationBox[
4894	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "2",
4895	"\[InvisibleSpace]", "\<\": \"\>",
4896	"\[InvisibleSpace]", "\<\"1 Generic, 1 Classes amplitudes\"\>"}],
4897	SequenceForm["> Top. ", 2, ": ", "1 Generic, 1 Classes amplitudes"],
4898	Editable->False]], "Print",
4899	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4900	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4901	3.649405778728518^9, 3.649406444647966^9}],
4902
4903	Cell[BoxData[
4904	InterpretationBox[
4905	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "3",
4906	"\[InvisibleSpace]", "\<\": \"\>",
4907	"\[InvisibleSpace]", "\<\"1 Generic, 1 Classes amplitudes\"\>"}],
4908	SequenceForm["> Top. ", 3, ": ", "1 Generic, 1 Classes amplitudes"],
4909	Editable->False]], "Print",
4910	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4911	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4912	3.649405778728518^9, 3.649406444650675^9}],
4913
4914	Cell[BoxData[
4915	InterpretationBox[
4916	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "4",
4917	"\[InvisibleSpace]", "\<\": \"\>",
4918	"\[InvisibleSpace]", "\<\"1 Generic, 1 Classes amplitudes\"\>"}],
4919	SequenceForm["> Top. ", 4, ": ", "1 Generic, 1 Classes amplitudes"],
4920	Editable->False]], "Print",
4921	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4922	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4923	3.649405778728518^9, 3.649406444652607^9}],
4924
4925	Cell[BoxData[
4926	InterpretationBox[
4927	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "5",
4928	"\[InvisibleSpace]", "\<\": \"\>",
4929	"\[InvisibleSpace]", "\<\"1 Generic, 1 Classes amplitudes\"\>"}],
4930	SequenceForm["> Top. ", 5, ": ", "1 Generic, 1 Classes amplitudes"],
4931	Editable->False]], "Print",
4932	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4933	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4934	3.649405778728518^9, 3.649406444654598^9}],
4935
4936	Cell[BoxData[
4937	InterpretationBox[
4938	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "6",
4939	"\[InvisibleSpace]", "\<\": \"\>",
4940	"\[InvisibleSpace]", "\<\"1 Generic, 1 Classes amplitudes\"\>"}],
4941	SequenceForm["> Top. ", 6, ": ", "1 Generic, 1 Classes amplitudes"],
4942	Editable->False]], "Print",
4943	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4944	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4945	3.649405778728518^9, 3.649406444656646^9}],
4946
4947	Cell[BoxData[
4948	InterpretationBox[
4949	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "7",
4950	"\[InvisibleSpace]", "\<\": \"\>",
4951	"\[InvisibleSpace]", "\<\"3 Generic, 1383 Classes amplitudes\"\>"}],
4952	SequenceForm["> Top. ", 7, ": ", "3 Generic, 1383 Classes amplitudes"],
4953	Editable->False]], "Print",
4954	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4955	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4956	3.649405778728518^9, 3.649406447214037^9}],
4957
4958	Cell[BoxData[
4959	InterpretationBox[
4960	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "8",
4961	"\[InvisibleSpace]", "\<\": \"\>",
4962	"\[InvisibleSpace]", "\<\"3 Generic, 1383 Classes amplitudes\"\>"}],
4963	SequenceForm["> Top. ", 8, ": ", "3 Generic, 1383 Classes amplitudes"],
4964	Editable->False]], "Print",
4965	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4966	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4967	3.649405778728518^9, 3.649406449802979^9}],
4968
4969	Cell[BoxData[
4970	InterpretationBox[
4971	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "9",
4972	"\[InvisibleSpace]", "\<\": \"\>",
4973	"\[InvisibleSpace]", "\<\"3 Generic, 1383 Classes amplitudes\"\>"}],
4974	SequenceForm["> Top. ", 9, ": ", "3 Generic, 1383 Classes amplitudes"],
4975	Editable->False]], "Print",
4976	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4977	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4978	3.649405778728518^9, 3.649406452365553^9}],
4979
4980	Cell[BoxData[
4981	InterpretationBox[
4982	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "10",
4983	"\[InvisibleSpace]", "\<\": \"\>",
4984	"\[InvisibleSpace]", "\<\"1 Generic, 1 Classes amplitudes\"\>"}],
4985	SequenceForm["> Top. ", 10, ": ", "1 Generic, 1 Classes amplitudes"],
4986	Editable->False]], "Print",
4987	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4988	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
4989	3.649405778728518^9, 3.6494064524117603`^9}],
4990
4991	Cell[BoxData[
4992	InterpretationBox[
4993	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "11",
4994	"\[InvisibleSpace]", "\<\": \"\>",
4995	"\[InvisibleSpace]", "\<\"1 Generic, 1 Classes amplitudes\"\>"}],
4996	SequenceForm["> Top. ", 11, ": ", "1 Generic, 1 Classes amplitudes"],
4997	Editable->False]], "Print",
4998	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
4999	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5000	3.649405778728518^9, 3.649406452414173^9}],
5001
5002	Cell[BoxData[
5003	InterpretationBox[
5004	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "12",
5005	"\[InvisibleSpace]", "\<\": \"\>",
5006	"\[InvisibleSpace]", "\<\"1 Generic, 1 Classes amplitudes\"\>"}],
5007	SequenceForm["> Top. ", 12, ": ", "1 Generic, 1 Classes amplitudes"],
5008	Editable->False]], "Print",
5009	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5010	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5011	3.649405778728518^9, 3.649406452416119^9}],
5012
5013	Cell[BoxData[
5014	InterpretationBox[
5015	RowBox[{"\<\"in total: \"\>",
5016	"\[InvisibleSpace]", "\<\"18 Generic, 4158 Classes amplitudes\"\>"}],
5017	SequenceForm["in total: ", "18 Generic, 4158 Classes amplitudes"],
5018	Editable->False]], "Print",
5019	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5020	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5021	3.649405778728518^9, 3.6494064524177647`^9}],
5022
5023	Cell[BoxData["\<\"Writing amplitude finished after 646.878262\"\>"], "Print",
5024	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5025	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5026	3.649405778728518^9, 3.6494064527270517`^9}],
5027
5028	Cell[BoxData["\<\"Writing the R2 and UV parts at the class level finished \
5029	after 1211.411309\"\>"], "Print",
5030	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5031	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5032	3.649405778728518^9, 3.649407017259931^9}],
5033
5034	Cell[BoxData["\<\"\"\>"], "Print",
5035	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5036	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5037	3.649405778728518^9, 3.6494070177302303`^9}],
5038
5039	Cell[BoxData[
5040	InterpretationBox[
5041	RowBox[{"\<\"inserting at level(s) \"\>", "\[InvisibleSpace]",
5042	RowBox[{"{",
5043	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
5044	SequenceForm["inserting at level(s) ", {Generic, FeynArts`Classes}],
5045	Editable->False]], "Print",
5046	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5047	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5048	3.649405778728518^9, 3.649407017732359^9}],
5049
5050	Cell[BoxData[
5051	InterpretationBox[
5052	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
5053	"\[InvisibleSpace]", "\<\": \"\>",
5054	"\[InvisibleSpace]", "\<\"1 Generic, 1 Classes insertions\"\>"}],
5055	SequenceForm["> Top. ", 1, ": ", "1 Generic, 1 Classes insertions"],
5056	Editable->False]], "Print",
5057	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5058	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5059	3.649405778728518^9, 3.6494070177346287`^9}],
5060
5061	Cell[BoxData[
5062	InterpretationBox[
5063	RowBox[{"\<\"in total: \"\>",
5064	"\[InvisibleSpace]", "\<\"1 Generic, 1 Classes insertions\"\>"}],
5065	SequenceForm["in total: ", "1 Generic, 1 Classes insertions"],
5066	Editable->False]], "Print",
5067	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5068	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5069	3.649405778728518^9, 3.64940701773636^9}],
5070
5071	Cell[BoxData["\<\"\"\>"], "Print",
5072	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5073	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5074	3.649405778728518^9, 3.649407017738826^9}],
5075
5076	Cell[BoxData[
5077	InterpretationBox[
5078	RowBox[{"\<\"creating amplitudes at level(s) \"\>", "\[InvisibleSpace]",
5079	RowBox[{"{",
5080	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
5081	SequenceForm[
5082	"creating amplitudes at level(s) ", {Generic, FeynArts`Classes}],
5083	Editable->False]], "Print",
5084	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5085	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5086	3.649405778728518^9, 3.6494070177408037`^9}],
5087
5088	Cell[BoxData[
5089	InterpretationBox[
5090	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
5091	"\[InvisibleSpace]", "\<\": \"\>",
5092	"\[InvisibleSpace]", "\<\"1 Generic, 1 Classes amplitudes\"\>"}],
5093	SequenceForm["> Top. ", 1, ": ", "1 Generic, 1 Classes amplitudes"],
5094	Editable->False]], "Print",
5095	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5096	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5097	3.649405778728518^9, 3.64940701774267^9}],
5098
5099	Cell[BoxData[
5100	InterpretationBox[
5101	RowBox[{"\<\"in total: \"\>",
5102	"\[InvisibleSpace]", "\<\"1 Generic, 1 Classes amplitudes\"\>"}],
5103	SequenceForm["in total: ", "1 Generic, 1 Classes amplitudes"],
5104	Editable->False]], "Print",
5105	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5106	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5107	3.649405778728518^9, 3.6494070177443733`^9}],
5108
5109	Cell[BoxData["\<\"Writing the symbolic CT finished after 1211.898438\"\>"], \
5110	"Print",
5111	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5112	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5113	3.649405778728518^9, 3.6494070177468433`^9}],
5114
5115	Cell[BoxData["\<\"SU3 algebra finished after 1245.671102\"\>"], "Print",
5116	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5117	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5118	3.649405778728518^9, 3.649407051520233^9}],
5119
5120	Cell[BoxData["\<\"Simplification of the vertices finished after 1249.112503\"\
5121	\>"], "Print",
5122	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5123	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5124	3.649405778728518^9, 3.6494070549611053`^9}],
5125
5126	Cell[BoxData["\<\"Vertices {V, V, V, V} finished after 1249.112789\"\>"], \
5127	"Print",
5128	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5129	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5130	3.649405778728518^9, 3.649407054962912^9}],
5131
5132	Cell[BoxData[
5133	StyleBox["\<\"Computing CT for the {V, V, S, S} vertices.\"\>",
5134	StripOnInput->False,
5135	LineColor->RGBColor[0, 0, 1],
5136	FrontFaceColor->RGBColor[0, 0, 1],
5137	BackFaceColor->RGBColor[0, 0, 1],
5138	GraphicsColor->RGBColor[0, 0, 1],
5139	FontColor->RGBColor[0, 0, 1]]], "Print",
5140	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5141	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5142	3.649405778728518^9, 3.649407054964604^9}],
5143
5144	Cell[BoxData["\<\"\"\>"], "Print",
5145	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5146	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5147	3.649405778728518^9, 3.649407055007063^9}],
5148
5149	Cell[BoxData[
5150	InterpretationBox[
5151	RowBox[{"\<\"Excluding \"\>", "\[InvisibleSpace]", "15",
5152	"\[InvisibleSpace]", "\<\" field point(s) (incl. charge-conjugate \
5153	ones)\"\>"}],
5154	SequenceForm[
5155	"Excluding ", 15, " field point(s) (incl. charge-conjugate ones)"],
5156	Editable->False]], "Print",
5157	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5158	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5159	3.649405778728518^9, 3.649407055009019^9}],
5160
5161	Cell[BoxData["\<\"\"\>"], "Print",
5162	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5163	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5164	3.649405778728518^9, 3.64940705501066^9}],
5165
5166	Cell[BoxData[
5167	InterpretationBox[
5168	RowBox[{"\<\"inserting at level(s) \"\>", "\[InvisibleSpace]",
5169	RowBox[{"{",
5170	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
5171	SequenceForm["inserting at level(s) ", {Generic, FeynArts`Classes}],
5172	Editable->False]], "Print",
5173	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5174	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5175	3.649405778728518^9, 3.649407055012298^9}],
5176
5177	Cell[BoxData[
5178	InterpretationBox[
5179	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
5180	"\[InvisibleSpace]", "\<\": \"\>",
5181	"\[InvisibleSpace]", "\<\"2 Generic, 346 Classes insertions\"\>"}],
5182	SequenceForm["> Top. ", 1, ": ", "2 Generic, 346 Classes insertions"],
5183	Editable->False]], "Print",
5184	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5185	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5186	3.649405778728518^9, 3.649407055771063^9}],
5187
5188	Cell[BoxData[
5189	InterpretationBox[
5190	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "2",
5191	"\[InvisibleSpace]", "\<\": \"\>",
5192	"\[InvisibleSpace]", "\<\"2 Generic, 624 Classes insertions\"\>"}],
5193	SequenceForm["> Top. ", 2, ": ", "2 Generic, 624 Classes insertions"],
5194	Editable->False]], "Print",
5195	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5196	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5197	3.649405778728518^9, 3.649407056981649^9}],
5198
5199	Cell[BoxData[
5200	InterpretationBox[
5201	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "3",
5202	"\[InvisibleSpace]", "\<\": \"\>",
5203	"\[InvisibleSpace]", "\<\"2 Generic, 624 Classes insertions\"\>"}],
5204	SequenceForm["> Top. ", 3, ": ", "2 Generic, 624 Classes insertions"],
5205	Editable->False]], "Print",
5206	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5207	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5208	3.649405778728518^9, 3.649407058189868^9}],
5209
5210	Cell[BoxData[
5211	InterpretationBox[
5212	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "4",
5213	"\[InvisibleSpace]", "\<\": \"\>",
5214	"\[InvisibleSpace]", "\<\"2 Generic, 624 Classes insertions\"\>"}],
5215	SequenceForm["> Top. ", 4, ": ", "2 Generic, 624 Classes insertions"],
5216	Editable->False]], "Print",
5217	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5218	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5219	3.649405778728518^9, 3.649407059395691^9}],
5220
5221	Cell[BoxData[
5222	InterpretationBox[
5223	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "5",
5224	"\[InvisibleSpace]", "\<\": \"\>",
5225	"\[InvisibleSpace]", "\<\"2 Generic, 624 Classes insertions\"\>"}],
5226	SequenceForm["> Top. ", 5, ": ", "2 Generic, 624 Classes insertions"],
5227	Editable->False]], "Print",
5228	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5229	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5230	3.649405778728518^9, 3.649407060600855^9}],
5231
5232	Cell[BoxData[
5233	InterpretationBox[
5234	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "6",
5235	"\[InvisibleSpace]", "\<\": \"\>",
5236	"\[InvisibleSpace]", "\<\"2 Generic, 723 Classes insertions\"\>"}],
5237	SequenceForm["> Top. ", 6, ": ", "2 Generic, 723 Classes insertions"],
5238	Editable->False]], "Print",
5239	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5240	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5241	3.649405778728518^9, 3.649407061892707^9}],
5242
5243	Cell[BoxData[
5244	InterpretationBox[
5245	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "7",
5246	"\[InvisibleSpace]", "\<\": \"\>",
5247	"\[InvisibleSpace]", "\<\"4 Generic, 1280 Classes insertions\"\>"}],
5248	SequenceForm["> Top. ", 7, ": ", "4 Generic, 1280 Classes insertions"],
5249	Editable->False]], "Print",
5250	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5251	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5252	3.649405778728518^9, 3.6494070665873833`^9}],
5253
5254	Cell[BoxData[
5255	InterpretationBox[
5256	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "8",
5257	"\[InvisibleSpace]", "\<\": \"\>",
5258	"\[InvisibleSpace]", "\<\"4 Generic, 1280 Classes insertions\"\>"}],
5259	SequenceForm["> Top. ", 8, ": ", "4 Generic, 1280 Classes insertions"],
5260	Editable->False]], "Print",
5261	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5262	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5263	3.649405778728518^9, 3.649407071369179^9}],
5264
5265	Cell[BoxData[
5266	InterpretationBox[
5267	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "9",
5268	"\[InvisibleSpace]", "\<\": \"\>",
5269	"\[InvisibleSpace]", "\<\"4 Generic, 1222 Classes insertions\"\>"}],
5270	SequenceForm["> Top. ", 9, ": ", "4 Generic, 1222 Classes insertions"],
5271	Editable->False]], "Print",
5272	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5273	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5274	3.649405778728518^9, 3.6494070751723547`^9}],
5275
5276	Cell[BoxData[
5277	InterpretationBox[
5278	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "10",
5279	"\[InvisibleSpace]", "\<\": \"\>",
5280	"\[InvisibleSpace]", "\<\"3 Generic, 276 Classes insertions\"\>"}],
5281	SequenceForm["> Top. ", 10, ": ", "3 Generic, 276 Classes insertions"],
5282	Editable->False]], "Print",
5283	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5284	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5285	3.649405778728518^9, 3.649407075762672^9}],
5286
5287	Cell[BoxData[
5288	InterpretationBox[
5289	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "11",
5290	"\[InvisibleSpace]", "\<\": \"\>",
5291	"\[InvisibleSpace]", "\<\"3 Generic, 381 Classes insertions\"\>"}],
5292	SequenceForm["> Top. ", 11, ": ", "3 Generic, 381 Classes insertions"],
5293	Editable->False]], "Print",
5294	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5295	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5296	3.649405778728518^9, 3.649407076324428^9}],
5297
5298	Cell[BoxData[
5299	InterpretationBox[
5300	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "12",
5301	"\[InvisibleSpace]", "\<\": \"\>",
5302	"\[InvisibleSpace]", "\<\"3 Generic, 381 Classes insertions\"\>"}],
5303	SequenceForm["> Top. ", 12, ": ", "3 Generic, 381 Classes insertions"],
5304	Editable->False]], "Print",
5305	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5306	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5307	3.649405778728518^9, 3.649407076928926^9}],
5308
5309	Cell[BoxData["\<\"\"\>"], "Print",
5310	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5311	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5312	3.649405778728518^9, 3.649407076931191^9}],
5313
5314	Cell[BoxData[
5315	InterpretationBox[
5316	RowBox[{"\<\"Restoring \"\>", "\[InvisibleSpace]", "15",
5317	"\[InvisibleSpace]", "\<\" field point(s)\"\>"}],
5318	SequenceForm["Restoring ", 15, " field point(s)"],
5319	Editable->False]], "Print",
5320	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5321	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5322	3.649405778728518^9, 3.649407076933095^9}],
5323
5324	Cell[BoxData[
5325	InterpretationBox[
5326	RowBox[{"\<\"in total: \"\>",
5327	"\[InvisibleSpace]", "\<\"33 Generic, 8385 Classes insertions\"\>"}],
5328	SequenceForm["in total: ", "33 Generic, 8385 Classes insertions"],
5329	Editable->False]], "Print",
5330	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5331	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5332	3.649405778728518^9, 3.649407076981553^9}],
5333
5334	Cell[BoxData["\<\"\"\>"], "Print",
5335	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5336	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5337	3.649405778728518^9, 3.649407079597714^9}],
5338
5339	Cell[BoxData[
5340	InterpretationBox[
5341	RowBox[{"\<\"creating amplitudes at level(s) \"\>", "\[InvisibleSpace]",
5342	RowBox[{"{",
5343	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
5344	SequenceForm[
5345	"creating amplitudes at level(s) ", {Generic, FeynArts`Classes}],
5346	Editable->False]], "Print",
5347	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5348	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5349	3.649405778728518^9, 3.649407079600119^9}],
5350
5351	Cell[BoxData[
5352	InterpretationBox[
5353	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
5354	"\[InvisibleSpace]", "\<\": \"\>",
5355	"\[InvisibleSpace]", "\<\"1 Generic, 134 Classes amplitudes\"\>"}],
5356	SequenceForm["> Top. ", 1, ": ", "1 Generic, 134 Classes amplitudes"],
5357	Editable->False]], "Print",
5358	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5359	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5360	3.649405778728518^9, 3.649407079927128^9}],
5361
5362	Cell[BoxData[
5363	InterpretationBox[
5364	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "2",
5365	"\[InvisibleSpace]", "\<\": \"\>",
5366	"\[InvisibleSpace]", "\<\"1 Generic, 134 Classes amplitudes\"\>"}],
5367	SequenceForm["> Top. ", 2, ": ", "1 Generic, 134 Classes amplitudes"],
5368	Editable->False]], "Print",
5369	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5370	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5371	3.649405778728518^9, 3.6494070801679363`^9}],
5372
5373	Cell[BoxData[
5374	InterpretationBox[
5375	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "3",
5376	"\[InvisibleSpace]", "\<\": \"\>",
5377	"\[InvisibleSpace]", "\<\"1 Generic, 134 Classes amplitudes\"\>"}],
5378	SequenceForm["> Top. ", 3, ": ", "1 Generic, 134 Classes amplitudes"],
5379	Editable->False]], "Print",
5380	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5381	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5382	3.649405778728518^9, 3.649407080410297^9}],
5383
5384	Cell[BoxData[
5385	InterpretationBox[
5386	RowBox[{"\<\"in total: \"\>",
5387	"\[InvisibleSpace]", "\<\"3 Generic, 402 Classes amplitudes\"\>"}],
5388	SequenceForm["in total: ", "3 Generic, 402 Classes amplitudes"],
5389	Editable->False]], "Print",
5390	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5391	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5392	3.649405778728518^9, 3.649407080412819^9}],
5393
5394	Cell[BoxData["\<\"Writing amplitude finished after 1274.626823\"\>"], "Print",
5395	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5396	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5397	3.649405778728518^9, 3.649407080475449^9}],
5398
5399	Cell[BoxData["\<\"Writing the R2 and UV parts at the class level finished \
5400	after 1274.901050\"\>"], "Print",
5401	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5402	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5403	3.649405778728518^9, 3.649407080749728^9}],
5404
5405	Cell[BoxData["\<\"\"\>"], "Print",
5406	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5407	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5408	3.649405778728518^9, 3.649407080791703^9}],
5409
5410	Cell[BoxData[
5411	InterpretationBox[
5412	RowBox[{"\<\"inserting at level(s) \"\>", "\[InvisibleSpace]",
5413	RowBox[{"{",
5414	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
5415	SequenceForm["inserting at level(s) ", {Generic, FeynArts`Classes}],
5416	Editable->False]], "Print",
5417	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5418	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5419	3.649405778728518^9, 3.649407080794332^9}],
5420
5421	Cell[BoxData[
5422	InterpretationBox[
5423	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
5424	"\[InvisibleSpace]", "\<\": \"\>",
5425	"\[InvisibleSpace]", "\<\"0 Generic, 0 Classes insertions\"\>"}],
5426	SequenceForm["> Top. ", 1, ": ", "0 Generic, 0 Classes insertions"],
5427	Editable->False]], "Print",
5428	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5429	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5430	3.649405778728518^9, 3.649407080796838^9}],
5431
5432	Cell[BoxData[
5433	InterpretationBox[
5434	RowBox[{"\<\"in total: \"\>",
5435	"\[InvisibleSpace]", "\<\"0 Generic, 0 Classes insertions\"\>"}],
5436	SequenceForm["in total: ", "0 Generic, 0 Classes insertions"],
5437	Editable->False]], "Print",
5438	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5439	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5440	3.649405778728518^9, 3.649407080799039^9}],
5441
5442	Cell[BoxData["\<\"\"\>"], "Print",
5443	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5444	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5445	3.649405778728518^9, 3.64940708080066^9}],
5446
5447	Cell[BoxData[
5448	InterpretationBox[
5449	RowBox[{"\<\"creating amplitudes at level(s) \"\>", "\[InvisibleSpace]",
5450	RowBox[{"{",
5451	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
5452	SequenceForm[
5453	"creating amplitudes at level(s) ", {Generic, FeynArts`Classes}],
5454	Editable->False]], "Print",
5455	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5456	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5457	3.649405778728518^9, 3.649407080802429^9}],
5458
5459	Cell[BoxData[
5460	InterpretationBox[
5461	RowBox[{"\<\"in total: \"\>",
5462	"\[InvisibleSpace]", "\<\"0 Generic, 0 Classes amplitudes\"\>"}],
5463	SequenceForm["in total: ", "0 Generic, 0 Classes amplitudes"],
5464	Editable->False]], "Print",
5465	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5466	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5467	3.649405778728518^9, 3.649407080804534^9}],
5468
5469	Cell[BoxData["\<\"Writing the symbolic CT finished after 1274.926135\"\>"], \
5470	"Print",
5471	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5472	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5473	3.649405778728518^9, 3.649407080806308^9}],
5474
5475	Cell[BoxData["\<\"SU3 algebra finished after 1275.012012\"\>"], "Print",
5476	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5477	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5478	3.649405778728518^9, 3.6494070808606367`^9}],
5479
5480	Cell[BoxData["\<\"Simplification of the vertices finished after 1275.030925\"\
5481	\>"], "Print",
5482	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5483	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5484	3.649405778728518^9, 3.649407080901919^9}],
5485
5486	Cell[BoxData["\<\"Vertices {V, V, S, S} finished after 1275.031144\"\>"], \
5487	"Print",
5488	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5489	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5490	3.649405778728518^9, 3.649407080904262^9}],
5491
5492	Cell[BoxData["\<\"before merge 1275.038052 temp=58.630977\"\>"], "Print",
5493	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5494	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5495	3.649405778728518^9, 3.649407080906102^9}],
5496
5497	Cell[BoxData["\<\"merging done 1275.064065\"\>"], "Print",
5498	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5499	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5500	3.649405778728518^9, 3.649407080947302^9}],
5501
5502	Cell[BoxData["\<\"Writing R2 and UV counterterms from \
5503	DMsimp_spin0/DMsimp_spin0 and DMsimp_spin0/DMsimp_spin0 in DMsimp_spin0.nlo\"\
5504	\>"], "Print",
5505	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5506	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5507	3.649405778728518^9, 3.649407081009088^9}],
5508
5509	Cell[BoxData["\<\"done\"\>"], "Print",
5510	CellChangeTimes->{3.64673416601022^9, 3.647076613520582^9,
5511	3.6473480021180143`^9, 3.649403484993147^9, 3.649404553243725*^9,
5512	3.649405778728518^9, 3.649407081054008^9}]
5513	}, Open ]],
5514
5515	Cell[BoxData[
5516	RowBox[{"{",
5517	RowBox[{
5518	"1281.63944599999990714422892779111862182617`9.128365778839777", ",",
5519	"Null"}], "}"}]], "Output",
5520	CellChangeTimes->{3.646734471449627^9, 3.6470768947501574`^9,
5521	3.647348337525042^9, 3.64940386211159^9, 3.649404920430368*^9,
5522	3.649405778838717^9, 3.64940708109133^9}]
5523	}, Open ]],
5524
5525	Cell[BoxData[
5526	RowBox[{"Quit", "[", "]"}]], "Input",
5527	CellChangeTimes->{{3.645276376306346^9, 3.6452763777860003`^9}}],
5528
5529	Cell[BoxData[
5530	RowBox[{
5531	RowBox[{"$FeynRulesPath", "=",
5532	RowBox[{
5533	"SetDirectory", "[", "\"\<~/Documents/feynrules-current_3_7\>\"", "]"}]}],
5534	";"}]], "Input",
5535	CellChangeTimes->{
5536	3.633334333718008^9, {3.643018789753442^9, 3.643018791330467*^9}, {
5537	3.645272799947063^9, 3.645272801466074^9}, {3.647076435500992*^9,
5538	3.6470764362644157`*^9}}],
5539
5540	Cell[CellGroupData[{
5541
5542	Cell[BoxData[
5543	RowBox[{"<<", "FeynRules`"}]], "Input"],
5544
5545	Cell[CellGroupData[{
5546
5547	Cell[BoxData["\<\" - FeynRules - \"\>"], "Print",
5548	CellChangeTimes->{
5549	3.63333440695919^9, 3.633348560486579^9, 3.633430677253861*^9,
5550	3.633760418806879^9, 3.63376190797229^9, 3.633768111788323*^9,
5551	3.635683611528593^9, 3.6356836827698507`^9, 3.635683881621481*^9,
5552	3.635683982036408^9, 3.635760784410219^9, 3.637643143830041*^9,
5553	3.637647371947709^9, 3.637648748372431^9, 3.639389302649088*^9,
5554	3.639989579315937^9, 3.640510872486952^9, 3.6405110246358852`*^9,
5555	3.641476655652068^9, 3.641540959401083^9, 3.641635756491544*^9,
5556	3.64172791075239^9, 3.641790915266135^9, 3.643025908027935*^9,
5557	3.645272805937785^9, 3.645273958562047^9, 3.645274476314858*^9,
5558	3.645276384688925^9, 3.645276428285972^9, {3.645771178582847*^9,
5559	3.645771189688349^9}, 3.6457812303151407`^9, 3.646027078285276*^9,
5560	3.6463715419184523`^9, 3.646373035858588^9, 3.6463776699247293`*^9,
5561	3.646390127999592^9, {3.646734483394376^9, 3.646734527476392*^9},
5562	3.647076944542347^9, 3.647348353200954^9, 3.649404147951804*^9,
5563	3.649404953644567^9, 3.64940739906894^9}],
5564
5565	Cell[BoxData[
5566	InterpretationBox[
5567	RowBox[{"\<\"Version: \"\>", "\[InvisibleSpace]", "\<\"2.3.7\"\>",
5568	"\[InvisibleSpace]",
5569	RowBox[{"\<\" (\"\>", " ", "\<\"27 July 2015\"\>"}],
5570	"\[InvisibleSpace]", "\<\").\"\>"}],
5571	SequenceForm["Version: ", "2.3.7", " (" "27 July 2015", ")."],
5572	Editable->False]], "Print",
5573	CellChangeTimes->{
5574	3.63333440695919^9, 3.633348560486579^9, 3.633430677253861*^9,
5575	3.633760418806879^9, 3.63376190797229^9, 3.633768111788323*^9,
5576	3.635683611528593^9, 3.6356836827698507`^9, 3.635683881621481*^9,
5577	3.635683982036408^9, 3.635760784410219^9, 3.637643143830041*^9,
5578	3.637647371947709^9, 3.637648748372431^9, 3.639389302649088*^9,
5579	3.639989579315937^9, 3.640510872486952^9, 3.6405110246358852`*^9,
5580	3.641476655652068^9, 3.641540959401083^9, 3.641635756491544*^9,
5581	3.64172791075239^9, 3.641790915266135^9, 3.643025908027935*^9,
5582	3.645272805937785^9, 3.645273958562047^9, 3.645274476314858*^9,
5583	3.645276384688925^9, 3.645276428285972^9, {3.645771178582847*^9,
5584	3.645771189688349^9}, 3.6457812303151407`^9, 3.646027078285276*^9,
5585	3.6463715419184523`^9, 3.646373035858588^9, 3.6463776699247293`*^9,
5586	3.646390127999592^9, {3.646734483394376^9, 3.646734527476392*^9},
5587	3.647076944542347^9, 3.647348353200954^9, 3.649404147951804*^9,
5588	3.649404953644567^9, 3.649407399094679^9}],
5589
5590	Cell[BoxData["\<\"Authors: A. Alloul, N. Christensen, C. Degrande, C. Duhr, \
5591	B. Fuks\"\>"], "Print",
5592	CellChangeTimes->{
5593	3.63333440695919^9, 3.633348560486579^9, 3.633430677253861*^9,
5594	3.633760418806879^9, 3.63376190797229^9, 3.633768111788323*^9,
5595	3.635683611528593^9, 3.6356836827698507`^9, 3.635683881621481*^9,
5596	3.635683982036408^9, 3.635760784410219^9, 3.637643143830041*^9,
5597	3.637647371947709^9, 3.637648748372431^9, 3.639389302649088*^9,
5598	3.639989579315937^9, 3.640510872486952^9, 3.6405110246358852`*^9,
5599	3.641476655652068^9, 3.641540959401083^9, 3.641635756491544*^9,
5600	3.64172791075239^9, 3.641790915266135^9, 3.643025908027935*^9,
5601	3.645272805937785^9, 3.645273958562047^9, 3.645274476314858*^9,
5602	3.645276384688925^9, 3.645276428285972^9, {3.645771178582847*^9,
5603	3.645771189688349^9}, 3.6457812303151407`^9, 3.646027078285276*^9,
5604	3.6463715419184523`^9, 3.646373035858588^9, 3.6463776699247293`*^9,
5605	3.646390127999592^9, {3.646734483394376^9, 3.646734527476392*^9},
5606	3.647076944542347^9, 3.647348353200954^9, 3.649404147951804*^9,
5607	3.649404953644567^9, 3.649407399096837^9}],
5608
5609	Cell[BoxData["\<\" \"\>"], "Print",
5610	CellChangeTimes->{
5611	3.63333440695919^9, 3.633348560486579^9, 3.633430677253861*^9,
5612	3.633760418806879^9, 3.63376190797229^9, 3.633768111788323*^9,
5613	3.635683611528593^9, 3.6356836827698507`^9, 3.635683881621481*^9,
5614	3.635683982036408^9, 3.635760784410219^9, 3.637643143830041*^9,
5615	3.637647371947709^9, 3.637648748372431^9, 3.639389302649088*^9,
5616	3.639989579315937^9, 3.640510872486952^9, 3.6405110246358852`*^9,
5617	3.641476655652068^9, 3.641540959401083^9, 3.641635756491544*^9,
5618	3.64172791075239^9, 3.641790915266135^9, 3.643025908027935*^9,
5619	3.645272805937785^9, 3.645273958562047^9, 3.645274476314858*^9,
5620	3.645276384688925^9, 3.645276428285972^9, {3.645771178582847*^9,
5621	3.645771189688349^9}, 3.6457812303151407`^9, 3.646027078285276*^9,
5622	3.6463715419184523`^9, 3.646373035858588^9, 3.6463776699247293`*^9,
5623	3.646390127999592^9, {3.646734483394376^9, 3.646734527476392*^9},
5624	3.647076944542347^9, 3.647348353200954^9, 3.649404147951804*^9,
5625	3.649404953644567^9, 3.6494073990988207`^9}],
5626
5627	Cell[BoxData["\<\"Please cite:\"\>"], "Print",
5628	CellChangeTimes->{
5629	3.63333440695919^9, 3.633348560486579^9, 3.633430677253861*^9,
5630	3.633760418806879^9, 3.63376190797229^9, 3.633768111788323*^9,
5631	3.635683611528593^9, 3.6356836827698507`^9, 3.635683881621481*^9,
5632	3.635683982036408^9, 3.635760784410219^9, 3.637643143830041*^9,
5633	3.637647371947709^9, 3.637648748372431^9, 3.639389302649088*^9,
5634	3.639989579315937^9, 3.640510872486952^9, 3.6405110246358852`*^9,
5635	3.641476655652068^9, 3.641540959401083^9, 3.641635756491544*^9,
5636	3.64172791075239^9, 3.641790915266135^9, 3.643025908027935*^9,
5637	3.645272805937785^9, 3.645273958562047^9, 3.645274476314858*^9,
5638	3.645276384688925^9, 3.645276428285972^9, {3.645771178582847*^9,
5639	3.645771189688349^9}, 3.6457812303151407`^9, 3.646027078285276*^9,
5640	3.6463715419184523`^9, 3.646373035858588^9, 3.6463776699247293`*^9,
5641	3.646390127999592^9, {3.646734483394376^9, 3.646734527476392*^9},
5642	3.647076944542347^9, 3.647348353200954^9, 3.649404147951804*^9,
5643	3.649404953644567^9, 3.6494073991004667`^9}],
5644
5645	Cell[BoxData["\<\" - Comput.Phys.Commun.185:2250-2300,2014 \
5646	(arXiv:1310.1921);\"\>"], "Print",
5647	CellChangeTimes->{
5648	3.63333440695919^9, 3.633348560486579^9, 3.633430677253861*^9,
5649	3.633760418806879^9, 3.63376190797229^9, 3.633768111788323*^9,
5650	3.635683611528593^9, 3.6356836827698507`^9, 3.635683881621481*^9,
5651	3.635683982036408^9, 3.635760784410219^9, 3.637643143830041*^9,
5652	3.637647371947709^9, 3.637648748372431^9, 3.639389302649088*^9,
5653	3.639989579315937^9, 3.640510872486952^9, 3.6405110246358852`*^9,
5654	3.641476655652068^9, 3.641540959401083^9, 3.641635756491544*^9,
5655	3.64172791075239^9, 3.641790915266135^9, 3.643025908027935*^9,
5656	3.645272805937785^9, 3.645273958562047^9, 3.645274476314858*^9,
5657	3.645276384688925^9, 3.645276428285972^9, {3.645771178582847*^9,
5658	3.645771189688349^9}, 3.6457812303151407`^9, 3.646027078285276*^9,
5659	3.6463715419184523`^9, 3.646373035858588^9, 3.6463776699247293`*^9,
5660	3.646390127999592^9, {3.646734483394376^9, 3.646734527476392*^9},
5661	3.647076944542347^9, 3.647348353200954^9, 3.649404147951804*^9,
5662	3.649404953644567^9, 3.6494073991021767`^9}],
5663
5664	Cell[BoxData["\<\" - Comput.Phys.Commun.180:1614-1641,2009 \
5665	(arXiv:0806.4194).\"\>"], "Print",
5666	CellChangeTimes->{
5667	3.63333440695919^9, 3.633348560486579^9, 3.633430677253861*^9,
5668	3.633760418806879^9, 3.63376190797229^9, 3.633768111788323*^9,
5669	3.635683611528593^9, 3.6356836827698507`^9, 3.635683881621481*^9,
5670	3.635683982036408^9, 3.635760784410219^9, 3.637643143830041*^9,
5671	3.637647371947709^9, 3.637648748372431^9, 3.639389302649088*^9,
5672	3.639989579315937^9, 3.640510872486952^9, 3.6405110246358852`*^9,
5673	3.641476655652068^9, 3.641540959401083^9, 3.641635756491544*^9,
5674	3.64172791075239^9, 3.641790915266135^9, 3.643025908027935*^9,
5675	3.645272805937785^9, 3.645273958562047^9, 3.645274476314858*^9,
5676	3.645276384688925^9, 3.645276428285972^9, {3.645771178582847*^9,
5677	3.645771189688349^9}, 3.6457812303151407`^9, 3.646027078285276*^9,
5678	3.6463715419184523`^9, 3.646373035858588^9, 3.6463776699247293`*^9,
5679	3.646390127999592^9, {3.646734483394376^9, 3.646734527476392*^9},
5680	3.647076944542347^9, 3.647348353200954^9, 3.649404147951804*^9,
5681	3.649404953644567^9, 3.649407399103785^9}],
5682
5683	Cell[BoxData["\<\" \"\>"], "Print",
5684	CellChangeTimes->{
5685	3.63333440695919^9, 3.633348560486579^9, 3.633430677253861*^9,
5686	3.633760418806879^9, 3.63376190797229^9, 3.633768111788323*^9,
5687	3.635683611528593^9, 3.6356836827698507`^9, 3.635683881621481*^9,
5688	3.635683982036408^9, 3.635760784410219^9, 3.637643143830041*^9,
5689	3.637647371947709^9, 3.637648748372431^9, 3.639389302649088*^9,
5690	3.639989579315937^9, 3.640510872486952^9, 3.6405110246358852`*^9,
5691	3.641476655652068^9, 3.641540959401083^9, 3.641635756491544*^9,
5692	3.64172791075239^9, 3.641790915266135^9, 3.643025908027935*^9,
5693	3.645272805937785^9, 3.645273958562047^9, 3.645274476314858*^9,
5694	3.645276384688925^9, 3.645276428285972^9, {3.645771178582847*^9,
5695	3.645771189688349^9}, 3.6457812303151407`^9, 3.646027078285276*^9,
5696	3.6463715419184523`^9, 3.646373035858588^9, 3.6463776699247293`*^9,
5697	3.646390127999592^9, {3.646734483394376^9, 3.646734527476392*^9},
5698	3.647076944542347^9, 3.647348353200954^9, 3.649404147951804*^9,
5699	3.649404953644567^9, 3.649407399106081^9}],
5700
5701	Cell[BoxData["\<\"http://feynrules.phys.ucl.ac.be\"\>"], "Print",
5702	CellChangeTimes->{
5703	3.63333440695919^9, 3.633348560486579^9, 3.633430677253861*^9,
5704	3.633760418806879^9, 3.63376190797229^9, 3.633768111788323*^9,
5705	3.635683611528593^9, 3.6356836827698507`^9, 3.635683881621481*^9,
5706	3.635683982036408^9, 3.635760784410219^9, 3.637643143830041*^9,
5707	3.637647371947709^9, 3.637648748372431^9, 3.639389302649088*^9,
5708	3.639989579315937^9, 3.640510872486952^9, 3.6405110246358852`*^9,
5709	3.641476655652068^9, 3.641540959401083^9, 3.641635756491544*^9,
5710	3.64172791075239^9, 3.641790915266135^9, 3.643025908027935*^9,
5711	3.645272805937785^9, 3.645273958562047^9, 3.645274476314858*^9,
5712	3.645276384688925^9, 3.645276428285972^9, {3.645771178582847*^9,
5713	3.645771189688349^9}, 3.6457812303151407`^9, 3.646027078285276*^9,
5714	3.6463715419184523`^9, 3.646373035858588^9, 3.6463776699247293`*^9,
5715	3.646390127999592^9, {3.646734483394376^9, 3.646734527476392*^9},
5716	3.647076944542347^9, 3.647348353200954^9, 3.649404147951804*^9,
5717	3.649404953644567^9, 3.649407399107726^9}],
5718
5719	Cell[BoxData["\<\" \"\>"], "Print",
5720	CellChangeTimes->{
5721	3.63333440695919^9, 3.633348560486579^9, 3.633430677253861*^9,
5722	3.633760418806879^9, 3.63376190797229^9, 3.633768111788323*^9,
5723	3.635683611528593^9, 3.6356836827698507`^9, 3.635683881621481*^9,
5724	3.635683982036408^9, 3.635760784410219^9, 3.637643143830041*^9,
5725	3.637647371947709^9, 3.637648748372431^9, 3.639389302649088*^9,
5726	3.639989579315937^9, 3.640510872486952^9, 3.6405110246358852`*^9,
5727	3.641476655652068^9, 3.641540959401083^9, 3.641635756491544*^9,
5728	3.64172791075239^9, 3.641790915266135^9, 3.643025908027935*^9,
5729	3.645272805937785^9, 3.645273958562047^9, 3.645274476314858*^9,
5730	3.645276384688925^9, 3.645276428285972^9, {3.645771178582847*^9,
5731	3.645771189688349^9}, 3.6457812303151407`^9, 3.646027078285276*^9,
5732	3.6463715419184523`^9, 3.646373035858588^9, 3.6463776699247293`*^9,
5733	3.646390127999592^9, {3.646734483394376^9, 3.646734527476392*^9},
5734	3.647076944542347^9, 3.647348353200954^9, 3.649404147951804*^9,
5735	3.649404953644567^9, 3.64940739910935^9}],
5736
5737	Cell[BoxData["\<\"The FeynRules palette can be opened using the command \
5738	FRPalette[].\"\>"], "Print",
5739	CellChangeTimes->{
5740	3.63333440695919^9, 3.633348560486579^9, 3.633430677253861*^9,
5741	3.633760418806879^9, 3.63376190797229^9, 3.633768111788323*^9,
5742	3.635683611528593^9, 3.6356836827698507`^9, 3.635683881621481*^9,
5743	3.635683982036408^9, 3.635760784410219^9, 3.637643143830041*^9,
5744	3.637647371947709^9, 3.637648748372431^9, 3.639389302649088*^9,
5745	3.639989579315937^9, 3.640510872486952^9, 3.6405110246358852`*^9,
5746	3.641476655652068^9, 3.641540959401083^9, 3.641635756491544*^9,
5747	3.64172791075239^9, 3.641790915266135^9, 3.643025908027935*^9,
5748	3.645272805937785^9, 3.645273958562047^9, 3.645274476314858*^9,
5749	3.645276384688925^9, 3.645276428285972^9, {3.645771178582847*^9,
5750	3.645771189688349^9}, 3.6457812303151407`^9, 3.646027078285276*^9,
5751	3.6463715419184523`^9, 3.646373035858588^9, 3.6463776699247293`*^9,
5752	3.646390127999592^9, {3.646734483394376^9, 3.646734527476392*^9},
5753	3.647076944542347^9, 3.647348353200954^9, 3.649404147951804*^9,
5754	3.649404953644567^9, 3.6494073991110363`^9}]
5755	}, Open ]]
5756	}, Open ]],
5757
5758	Cell[BoxData[
5759	RowBox[{
5760	RowBox[{"SetDirectory", "[",
5761	RowBox[{"$FeynRulesPath", "<>", "\"\</Models/DMsimp\>\""}], "]"}],
5762	";"}]], "Input",
5763	CellChangeTimes->{{3.633333653355482^9, 3.633333654140135^9}, {
5764	3.633759508925624^9, 3.633759509782259^9}, {3.6356817782298527`*^9,
5765	3.63568178057517^9}, {3.637643151097705^9, 3.637643157090357*^9}, {
5766	3.639376969362584^9, 3.639376970805305^9}, {3.640510133439883*^9,
5767	3.640510134052121^9}, {3.64301879488282^9, 3.6430187955340557`*^9},
5768	3.6430249807051477`^9, {3.645273962622952^9, 3.6452739639072227`*^9}, {
5769	3.645276394612421^9, 3.645276395972137^9}, 3.6457702767154827`*^9, {
5770	3.6457800697087383`^9, 3.645780069903144^9}, {3.646026301430621*^9,
5771	3.646026303553194^9}, {3.64734782249478^9, 3.6473478235665007`*^9}, {
5772	3.6494031754789267`^9, 3.649403176983906^9}}],
5773
5774	Cell[CellGroupData[{
5775
5776	Cell[BoxData[
5777	RowBox[{"LoadModel", "[",
5778	RowBox[{
5779	"\"\<SM.fr\>\"", ",", "\"\<dm_s_spin0.fr\>\"", ",", " ",
5780	"\"\<dm_s_spin0_ew.fr\>\""}], "]"}]], "Input",
5781	CellChangeTimes->{{3.6333336630998907`^9, 3.633333666934019^9}, {
5782	3.6337595144873743`^9, 3.633759515254868^9}, {3.635681785377611*^9,
5783	3.635681787678496^9}, {3.6376404775561666`^9, 3.637640487932433*^9}, {
5784	3.63764316147395^9, 3.637643161943272^9}, 3.6430249837647533`*^9, {
5785	3.645273967364667^9, 3.645273969067214^9}, {3.6452764011648684`*^9,
5786	3.645276411381513^9}, {3.645770280750688^9, 3.645770280968597*^9}, {
5787	3.646026307411837^9, 3.64602630943712^9}, {3.647347826971569*^9,
5788	3.6473478280586557`^9}, {3.6494031824564037`^9, 3.649403201047883*^9}, {
5789	3.649405151954632^9, 3.6494051543484592`^9}}],
5790
5791	Cell[CellGroupData[{
5792
5793	Cell[BoxData["\<\"Merging model-files...\"\>"], "Print",
5794	CellChangeTimes->{
5795	3.6452764346338987`^9, 3.645771194596031^9, 3.6457812380315657`*^9,
5796	3.6460270859885817`^9, 3.646371548105691^9, 3.6463730452682457`*^9,
5797	3.646377677162462^9, 3.6463901333396072`^9, {3.646734490207191*^9,
5798	3.646734532719462^9}, 3.6470769500669947`^9, 3.647348359189395*^9,
5799	3.649404155388818^9, 3.649404960075787^9, 3.6494074042540817`*^9}],
5800
5801	Cell[BoxData["\<\"This model implementation was created by\"\>"], "Print",
5802	CellChangeTimes->{
5803	3.6452764346338987`^9, 3.645771194596031^9, 3.6457812380315657`*^9,
5804	3.6460270859885817`^9, 3.646371548105691^9, 3.6463730452682457`*^9,
5805	3.646377677162462^9, 3.6463901333396072`^9, {3.646734490207191*^9,
5806	3.646734532719462^9}, 3.6470769500669947`^9, 3.647348359189395*^9,
5807	3.649404155388818^9, 3.649404960075787^9, 3.6494074042846107`*^9}],
5808
5809	Cell[BoxData["\<\"A. Martini, K. Mawatari, J. Wang, C. Zhang\"\>"], "Print",
5810	CellChangeTimes->{
5811	3.6452764346338987`^9, 3.645771194596031^9, 3.6457812380315657`*^9,
5812	3.6460270859885817`^9, 3.646371548105691^9, 3.6463730452682457`*^9,
5813	3.646377677162462^9, 3.6463901333396072`^9, {3.646734490207191*^9,
5814	3.646734532719462^9}, 3.6470769500669947`^9, 3.647348359189395*^9,
5815	3.649404155388818^9, 3.649404960075787^9, 3.649407404286735*^9}],
5816
5817	Cell[BoxData[
5818	InterpretationBox[
5819	RowBox[{"\<\"Model Version: \"\>", "\[InvisibleSpace]", "\<\"1.0\"\>"}],
5820	SequenceForm["Model Version: ", "1.0"],
5821	Editable->False]], "Print",
5822	CellChangeTimes->{
5823	3.6452764346338987`^9, 3.645771194596031^9, 3.6457812380315657`*^9,
5824	3.6460270859885817`^9, 3.646371548105691^9, 3.6463730452682457`*^9,
5825	3.646377677162462^9, 3.6463901333396072`^9, {3.646734490207191*^9,
5826	3.646734532719462^9}, 3.6470769500669947`^9, 3.647348359189395*^9,
5827	3.649404155388818^9, 3.649404960075787^9, 3.6494074042886333`*^9}],
5828
5829	Cell[BoxData["\<\"Please cite\"\>"], "Print",
5830	CellChangeTimes->{
5831	3.6452764346338987`^9, 3.645771194596031^9, 3.6457812380315657`*^9,
5832	3.6460270859885817`^9, 3.646371548105691^9, 3.6463730452682457`*^9,
5833	3.646377677162462^9, 3.6463901333396072`^9, {3.646734490207191*^9,
5834	3.646734532719462^9}, 3.6470769500669947`^9, 3.647348359189395*^9,
5835	3.649404155388818^9, 3.649404960075787^9, 3.6494074042905397`*^9}],
5836
5837	Cell[BoxData["\<\"O. Mattelaer et al., arXiv:1508.00564\"\>"], "Print",
5838	CellChangeTimes->{
5839	3.6452764346338987`^9, 3.645771194596031^9, 3.6457812380315657`*^9,
5840	3.6460270859885817`^9, 3.646371548105691^9, 3.6463730452682457`*^9,
5841	3.646377677162462^9, 3.6463901333396072`^9, {3.646734490207191*^9,
5842	3.646734532719462^9}, 3.6470769500669947`^9, 3.647348359189395*^9,
5843	3.649404155388818^9, 3.649404960075787^9, 3.6494074042926903`*^9}],
5844
5845	Cell[BoxData["\<\"M. Backovic et al., arXiv:1508.05327\"\>"], "Print",
5846	CellChangeTimes->{
5847	3.6452764346338987`^9, 3.645771194596031^9, 3.6457812380315657`*^9,
5848	3.6460270859885817`^9, 3.646371548105691^9, 3.6463730452682457`*^9,
5849	3.646377677162462^9, 3.6463901333396072`^9, {3.646734490207191*^9,
5850	3.646734532719462^9}, 3.6470769500669947`^9, 3.647348359189395*^9,
5851	3.649404155388818^9, 3.649404960075787^9, 3.649407404294465*^9}],
5852
5853	Cell[BoxData["\<\"M. Neubert et al., arXiv:1508.xxxxx\"\>"], "Print",
5854	CellChangeTimes->{
5855	3.6452764346338987`^9, 3.645771194596031^9, 3.6457812380315657`*^9,
5856	3.6460270859885817`^9, 3.646371548105691^9, 3.6463730452682457`*^9,
5857	3.646377677162462^9, 3.6463901333396072`^9, {3.646734490207191*^9,
5858	3.646734532719462^9}, 3.6470769500669947`^9, 3.647348359189395*^9,
5859	3.649404155388818^9, 3.649404960075787^9, 3.649407404296132*^9}],
5860
5861	Cell[BoxData["\<\"http://feynrules.irmp.ucl.ac.be/wiki/DMsimp/\"\>"], "Print",
5862	CellChangeTimes->{
5863	3.6452764346338987`^9, 3.645771194596031^9, 3.6457812380315657`*^9,
5864	3.6460270859885817`^9, 3.646371548105691^9, 3.6463730452682457`*^9,
5865	3.646377677162462^9, 3.6463901333396072`^9, {3.646734490207191*^9,
5866	3.646734532719462^9}, 3.6470769500669947`^9, 3.647348359189395*^9,
5867	3.649404155388818^9, 3.649404960075787^9, 3.64940740429781*^9}],
5868
5869	Cell[BoxData["\<\"For more information, type ModelInformation[].\"\>"], \
5870	"Print",
5871	CellChangeTimes->{
5872	3.6452764346338987`^9, 3.645771194596031^9, 3.6457812380315657`*^9,
5873	3.6460270859885817`^9, 3.646371548105691^9, 3.6463730452682457`*^9,
5874	3.646377677162462^9, 3.6463901333396072`^9, {3.646734490207191*^9,
5875	3.646734532719462^9}, 3.6470769500669947`^9, 3.647348359189395*^9,
5876	3.649404155388818^9, 3.649404960075787^9, 3.6494074042995453`*^9}],
5877
5878	Cell[BoxData["\<\"\"\>"], "Print",
5879	CellChangeTimes->{
5880	3.6452764346338987`^9, 3.645771194596031^9, 3.6457812380315657`*^9,
5881	3.6460270859885817`^9, 3.646371548105691^9, 3.6463730452682457`*^9,
5882	3.646377677162462^9, 3.6463901333396072`^9, {3.646734490207191*^9,
5883	3.646734532719462^9}, 3.6470769500669947`^9, 3.647348359189395*^9,
5884	3.649404155388818^9, 3.649404960075787^9, 3.649407404301153*^9}],
5885
5886	Cell[BoxData["\<\" - Loading particle classes.\"\>"], "Print",
5887	CellChangeTimes->{
5888	3.6452764346338987`^9, 3.645771194596031^9, 3.6457812380315657`*^9,
5889	3.6460270859885817`^9, 3.646371548105691^9, 3.6463730452682457`*^9,
5890	3.646377677162462^9, 3.6463901333396072`^9, {3.646734490207191*^9,
5891	3.646734532719462^9}, 3.6470769500669947`^9, 3.647348359189395*^9,
5892	3.649404155388818^9, 3.649404960075787^9, 3.649407404302813*^9}],
5893
5894	Cell[BoxData["\<\" - Loading gauge group classes.\"\>"], "Print",
5895	CellChangeTimes->{
5896	3.6452764346338987`^9, 3.645771194596031^9, 3.6457812380315657`*^9,
5897	3.6460270859885817`^9, 3.646371548105691^9, 3.6463730452682457`*^9,
5898	3.646377677162462^9, 3.6463901333396072`^9, {3.646734490207191*^9,
5899	3.646734532719462^9}, 3.6470769500669947`^9, 3.647348359189395*^9,
5900	3.649404155388818^9, 3.649404960075787^9, 3.6494074044359503`*^9}],
5901
5902	Cell[BoxData["\<\" - Loading parameter classes.\"\>"], "Print",
5903	CellChangeTimes->{
5904	3.6452764346338987`^9, 3.645771194596031^9, 3.6457812380315657`*^9,
5905	3.6460270859885817`^9, 3.646371548105691^9, 3.6463730452682457`*^9,
5906	3.646377677162462^9, 3.6463901333396072`^9, {3.646734490207191*^9,
5907	3.646734532719462^9}, 3.6470769500669947`^9, 3.647348359189395*^9,
5908	3.649404155388818^9, 3.649404960075787^9, 3.649407404480213*^9}],
5909
5910	Cell[BoxData[
5911	InterpretationBox[
5912	RowBox[{"\<\"\\nModel \"\>", "\[InvisibleSpace]", "\<\"DMsimp_s_spin0\"\>",
5913	"\[InvisibleSpace]", "\<\" loaded.\"\>"}],
5914	SequenceForm["\nModel ", "DMsimp_s_spin0", " loaded."],
5915	Editable->False]], "Print",
5916	CellChangeTimes->{
5917	3.6452764346338987`^9, 3.645771194596031^9, 3.6457812380315657`*^9,
5918	3.6460270859885817`^9, 3.646371548105691^9, 3.6463730452682457`*^9,
5919	3.646377677162462^9, 3.6463901333396072`^9, {3.646734490207191*^9,
5920	3.646734532719462^9}, 3.6470769500669947`^9, 3.647348359189395*^9,
5921	3.649404155388818^9, 3.649404960075787^9, 3.649407404525065*^9}]
5922	}, Open ]]
5923	}, Open ]],
5924
5925	Cell[CellGroupData[{
5926
5927	Cell[BoxData[
5928	RowBox[{"LoadRestriction", "[",
5929	RowBox[{"\"\<Cabibbo.rst\>\"", ",", "\"\<Massless_5f.rst\>\""}],
5930	"]"}]], "Input",
5931	CellChangeTimes->{{3.639989591485811^9, 3.639989593069509^9}, {
5932	3.64154097216433^9, 3.641540974684147^9}, {3.6417909255941687`*^9,
5933	3.6417909297310133`^9}, {3.643025203788245^9, 3.643025206111291*^9}, {
5934	3.645276440101756^9, 3.645276449127439^9}, {3.645780074961405*^9,
5935	3.645780076352491^9}, {3.6463776813917847`^9, 3.646377688991543*^9}, {
5936	3.646465430675503^9, 3.6464654368223667`^9}}],
5937
5938	Cell[CellGroupData[{
5939
5940	Cell[BoxData[
5941	InterpretationBox[
5942	RowBox[{"\<\"Loading restrictions from \"\>",
5943	"\[InvisibleSpace]", "\<\"Cabibbo.rst\"\>",
5944	"\[InvisibleSpace]", "\<\" : \"\>", "\[InvisibleSpace]",
5945	DynamicBox[ToBoxes[PRIVATE`FR$restrictionCounter, StandardForm],
5946	ImageSizeCache->{16., {0., 8.}}], "\[InvisibleSpace]", "\<\" / \"\>",
5947	"\[InvisibleSpace]", "6"}],
5948	SequenceForm["Loading restrictions from ", "Cabibbo.rst", " : ",
5949	Dynamic[PRIVATE`FR$restrictionCounter], " / ", 6],
5950	Editable->False]], "Print",
5951	CellChangeTimes->{
5952	3.6334306848130302`^9, 3.633760429152564^9, 3.633761916024652*^9,
5953	3.633768120147912^9, 3.6356836192767067`^9, 3.63568369175706*^9,
5954	3.6356839326067247`^9, 3.635683989102797^9, 3.635760791879394*^9,
5955	3.6376431668304768`^9, 3.637647380992176^9, 3.637648756419928*^9,
5956	3.639389312685671^9, 3.639989602876381^9, 3.6405108810467577`*^9,
5957	3.640511031933874^9, 3.64147666589777^9, 3.641540977305107*^9,
5958	3.641635769894772^9, 3.641727918705084^9, 3.641790931402239*^9,
5959	3.643025920128963^9, 3.645272819582477^9, 3.645273976685206*^9,
5960	3.6452744918051853`^9, {3.6452764455565166`^9, 3.645276449911216*^9},
5961	3.645771197671864^9, 3.64578124125686^9, 3.646027089730276*^9,
5962	3.6463715521531687`^9, 3.646373048024355^9, 3.6463776916950293`*^9,
5963	3.646390137024032^9, {3.6467345152009907`^9, 3.646734535311812*^9},
5964	3.6470769522530413`^9, 3.647348361642148^9, 3.649404158128687*^9,
5965	3.649404964394639^9, 3.649407407206975^9}],
5966
5967	Cell[BoxData[
5968	InterpretationBox[
5969	RowBox[{"\<\"Loading restrictions from \"\>",
5970	"\[InvisibleSpace]", "\<\"Massless_5f.rst\"\>",
5971	"\[InvisibleSpace]", "\<\" : \"\>", "\[InvisibleSpace]",
5972	DynamicBox[ToBoxes[PRIVATE`FR$restrictionCounter, StandardForm],
5973	ImageSizeCache->{16., {0., 8.}}], "\[InvisibleSpace]", "\<\" / \"\>",
5974	"\[InvisibleSpace]", "21"}],
5975	SequenceForm["Loading restrictions from ", "Massless_5f.rst", " : ",
5976	Dynamic[PRIVATE`FR$restrictionCounter], " / ", 21],
5977	Editable->False]], "Print",
5978	CellChangeTimes->{
5979	3.6334306848130302`^9, 3.633760429152564^9, 3.633761916024652*^9,
5980	3.633768120147912^9, 3.6356836192767067`^9, 3.63568369175706*^9,
5981	3.6356839326067247`^9, 3.635683989102797^9, 3.635760791879394*^9,
5982	3.6376431668304768`^9, 3.637647380992176^9, 3.637648756419928*^9,
5983	3.639389312685671^9, 3.639989602876381^9, 3.6405108810467577`*^9,
5984	3.640511031933874^9, 3.64147666589777^9, 3.641540977305107*^9,
5985	3.641635769894772^9, 3.641727918705084^9, 3.641790931402239*^9,
5986	3.643025920128963^9, 3.645272819582477^9, 3.645273976685206*^9,
5987	3.6452744918051853`^9, {3.6452764455565166`^9, 3.645276449911216*^9},
5988	3.645771197671864^9, 3.64578124125686^9, 3.646027089730276*^9,
5989	3.6463715521531687`^9, 3.646373048024355^9, 3.6463776916950293`*^9,
5990	3.646390137024032^9, {3.6467345152009907`^9, 3.646734535311812*^9},
5991	3.6470769522530413`^9, 3.647348361642148^9, 3.649404158128687*^9,
5992	3.649404964394639^9, 3.649407407364414^9}],
5993
5994	Cell[BoxData["\<\"Restrictions loaded.\"\>"], "Print",
5995	CellChangeTimes->{
5996	3.6334306848130302`^9, 3.633760429152564^9, 3.633761916024652*^9,
5997	3.633768120147912^9, 3.6356836192767067`^9, 3.63568369175706*^9,
5998	3.6356839326067247`^9, 3.635683989102797^9, 3.635760791879394*^9,
5999	3.6376431668304768`^9, 3.637647380992176^9, 3.637648756419928*^9,
6000	3.639389312685671^9, 3.639989602876381^9, 3.6405108810467577`*^9,
6001	3.640511031933874^9, 3.64147666589777^9, 3.641540977305107*^9,
6002	3.641635769894772^9, 3.641727918705084^9, 3.641790931402239*^9,
6003	3.643025920128963^9, 3.645272819582477^9, 3.645273976685206*^9,
6004	3.6452744918051853`^9, {3.6452764455565166`^9, 3.645276449911216*^9},
6005	3.645771197671864^9, 3.64578124125686^9, 3.646027089730276*^9,
6006	3.6463715521531687`^9, 3.646373048024355^9, 3.6463776916950293`*^9,
6007	3.646390137024032^9, {3.6467345152009907`^9, 3.646734535311812*^9},
6008	3.6470769522530413`^9, 3.647348361642148^9, 3.649404158128687*^9,
6009	3.649404964394639^9, 3.649407407478094^9}]
6010	}, Open ]]
6011	}, Open ]],
6012
6013	Cell[BoxData[
6014	RowBox[{"Get", "[", "\"\<DMsimp_s_spin0.nlo\>\"", "]"}]], "Input",
6015	CellChangeTimes->{{3.633333679844839^9, 3.633333682243373^9}, {
6016	3.633759573989903^9, 3.633759574813645^9}, {3.635681792889392*^9,
6017	3.635681794928862^9}, {3.6376404988908873`^9, 3.637640502843729*^9}, {
6018	3.6393769763154087`^9, 3.6393769775307503`^9}, {3.640510140072566*^9,
6019	3.640510141779975^9}, {3.643024989253413^9, 3.6430249909315453`*^9}, {
6020	3.643025070685824^9, 3.643025074221505^9}, {3.6452739791542587`*^9,
6021	3.64527398039443^9}, {3.645276453474934^9, 3.645276454803453*^9},
6022	3.645770286391513^9, {3.6457800800957413`^9, 3.645780080471368*^9}, {
6023	3.646026321042013^9, 3.646026322988809^9}, {3.647347834625543*^9,
6024	3.647347835975219^9}, {3.649403214712672^9, 3.649403216153846*^9}, {
6025	3.649404967303237^9, 3.649404968446651^9}, {3.6494051586377497`*^9,
6026	3.649405158827737^9}, {3.649408257531732^9, 3.649408257993623*^9}}],
6027
6028	Cell[CellGroupData[{
6029
6030	Cell[BoxData[
6031	RowBox[{"WriteUFO", "[",
6032	RowBox[{
6033	RowBox[{"LSM", "+", "L0DM", "+", "L0SMEW"}], ",",
6034	RowBox[{"UVCounterterms", "\[Rule]", "UV$vertlist"}], ",",
6035	RowBox[{"R2Vertices", "\[Rule]", "R2$vertlist"}], ",",
6036	RowBox[{"Output", "\[Rule]", "\"\<DMsimp_s_spin0\>\""}]}], "]"}]], "Input",\
6037
6038	CellChangeTimes->{{3.603600645725746^9, 3.6036006566228743`^9}, {
6039	3.606550334098661^9, 3.60655033664305^9}, {3.608451188889968*^9,
6040	3.608451204251935^9}, 3.60845124249209^9, {3.633332357749588*^9,
6041	3.633332371706971^9}, {3.633333594923254^9, 3.6333336099891357`*^9}, {
6042	3.633333692998436^9, 3.633333708244873^9}, {3.633759523248143*^9,
6043	3.63375952406321^9}, 3.6337595816874228`^9, {3.633759861480113*^9,
6044	3.633759861782745^9}, {3.635681799753024^9, 3.635681812948553*^9}, {
6045	3.637640540300961^9, 3.6376405694259853`^9}, {3.637640663087901*^9,
6046	3.637640663759862^9}, {3.637647387697893^9, 3.637647389712125*^9}, {
6047	3.637648387110936^9, 3.637648387849903^9}, {3.639389319458922*^9,
6048	3.639389319865039^9}, {3.64051094238649^9, 3.640510950609267*^9}, {
6049	3.6430250002334414`^9, 3.643025002692279^9}, {3.643025047978877*^9,
6050	3.643025060082522^9}, {3.6452745024778748`^9, 3.6452745079012833`*^9}, {
6051	3.645276460101131^9, 3.645276462419408^9}, 3.645770304766233*^9, {
6052	3.64578008286651^9, 3.6457800832087^9}, {3.646026325649763*^9,
6053	3.646026327751546^9}, {3.647347838972896^9, 3.6473478401093903`*^9}, {
6054	3.64940322069949^9, 3.6494032361730423`^9}, {3.649405161701861*^9,
6055	3.6494051712548447`^9}, {3.650089489692153^9, 3.6500894903785*^9}}],
6056
6057	Cell[CellGroupData[{
6058
6059	Cell[BoxData["\<\" --- Universal FeynRules Output (UFO) v 1.1 ---\"\>"], \
6060	"Print",
6061	CellChangeTimes->CompressedData["
6062	1:eJwd0F1M0mEYBXBijmzUMhhMKXJQWqIwK1tuLeOJlpYVTZO+tmoqLVubtZaJ
6063	o7SWaY2Z0whXMxh1USsHjKUFV2YLWiFUVpogpRb4f0scs1yjjZ7Xi7Pfxbk4
6064	25FU1pZpF7BYrN2YLvkZa9kIA1mW7roj6E+n8s/EKAP5vOl4fIyBkj2O08px
6065	Bu6fn7tCDXftsFGT9RLfvFMZFVVoaKAvSi01lz/Qoh3aSvkJ9JcnkdaJvuVc
6066	FFB5AraU2tjpGO35zkCRKjdGvfP1sLcXPXnj3MvGCAPpTw1pl1Gp8+8qanXe
6067	WaAeT/p2UuvENS3UuweNFdfQ6/pJvSuOPWOZo7qyoMmNzkYNwQ0pBFzt5pxv
6068	HAIFym4F9dOb5tfZCwncXsZvlaHj7NCXBnSbU+cWLSGwnR/gpfIIPFyh5i9C
6069	T4V9iaXocPSjoBAtFtuEI6j1Zl2AKlQIhoOo/l5T1lUhgfWZdgW1Tegpp7ZO
6070	WoYeoUUbRb+VIgIvIstTVGj0qMpGNXpMHUYxgcH3vh7XSgKL980UPM/EXW7h
6071	lnn9/cVU/bTK2y4hYPNHFHa0I7Wqfgw15LEvcKUEvAH1Zhna1sCB5tUEkjrN
6072	scG1BPYf+rfOj+51S7IDqK4m/Kw/B38pnTW/Qi/t0jwukhGo/swP/UA1H0ym
6073	CNqyRh2cQmtL2DMxdChhzejKJeCTPyndmkegcCL2bgDl9t6y2vIJNITSU+1o
6074	pO/AJgf6H53pPAU=
6075	"]],
6076
6077	Cell[BoxData[
6078	StyleBox["\<\"Starting Feynman rule calculation.\"\>",
6079	StripOnInput->False,
6080	LineColor->RGBColor[1, 0.5, 0],
6081	FrontFaceColor->RGBColor[1, 0.5, 0],
6082	BackFaceColor->RGBColor[1, 0.5, 0],
6083	GraphicsColor->RGBColor[1, 0.5, 0],
6084	FontWeight->Bold,
6085	FontColor->RGBColor[1, 0.5, 0]]], "Print",
6086	CellChangeTimes->CompressedData["
6087	1:eJwd0F1M0mEYBXBijmjWMhhMKXJYWCIwK1tsLeOJlhYVpcn62KqptKw2ay1T
6088	Rmkt05ozhxGsZjrqolYOGMsKrswWtEKorDRBSy3w/5Y4Z7lGGz2vF2e/i3Nx
6089	tiMpqyo2zGOxWDsxNsVpe/EgA9LO9upD6E+3+s/YEAN5vMnp6WEGina5TqlH
6090	Gbh3bvYydcS2zUFN1kgCc05klJajkd6nMaq2o+S+ATUbyhTH0F++RFob+pZz
6091	QUDlCdhZ1Lo211DXdwYKNLlx6u2vB/3d6PHrZ1/WRRlIf9KcdgnNcv9dQa2Q
6092	nwHq0WRgO7VaXNlIvbPfUnoVvWYaN3mmsWc6Z6keKdR70ZlYc3hdCgFPa0fO
6093	Nw6BfHW7kvrpTcPr7PkEbi3hN8nQUXbkixHd4q71ihYR2MoP8bg8Ag+W6fgL
6094	0BMjgcRidCD2UaBCC8UO4SBqv1EdogqVgoEwarpbL70iJLA206mktgh9JdSm
6095	8c7+h2jBetFvtYjAi+jSFA0aO6xxUC0+q9kiJtD3PtDlWU5g4Z6p/OeZuJuq
6096	2jRnsKeQaprU+FslBBzBqNKJmrnlNcNos5x9PjWLgD+k2yhDW4wcaFhJIFmr
6097	P9K3msC+A//WBNHdXkl2CK2tHHnWk4O/aGc6XqEXd+gfFcgIVHzmR36g+g9W
6098	axRtXKULT6BVReypONqfsGfYcgkEFI+1m+UEVGPxd71oavdNuyOPgDGSznWi
6099	ewUnN7jQ/5VDOuE=
6100	"]],
6101
6102	Cell[BoxData["\<\"Expanding the Lagrangian...\"\>"], "Print",
6103	CellChangeTimes->CompressedData["
6104	1:eJwd0F1M0mEYBXBizmjUMhhMKXJQWKIwK1tsLeKJlhaVTdP1sVXzo2W12ccy
6105	YZTWMq0xcxjBagajLmrl0LGs4MpsQSuUykoTpNQC/2+JY5ZrttHzenH2uzgX
6106	ZzuS8priqnksFmsnxqY45SweYkDmaK89iP50a/6MDTOQx5tMJEYYKNzVdVIz
6107	ysC9czOXqRHbNhc1WScJzDmRUVqBhnufxqg6e8n9KtRcVa44iv7yzaa1oW9T
6108	LwioPAFbSq1v6xru+M6AWpsTp97+esDfjR67fvZlfZSB9CemtEuo1P13BbUy
6109	9zRQjyQD26m14uom6p19ltKr6DXjuNGTwJ5xzFA9MmjwotMxU2hdCgFPqz37
6110	WyqBfE27kvrpTePrrPkEbi3hN8vRUXb4iwHd4tZ7RYsIbOUHeRwegQfLivgL
6111	0OORwOxidDD2UaBCC8Qu4RDqvFEbpAqVgsEQarzbILsiJLA2s1NJbRH6SqjN
6112	446Bh6h6vei3RkTgRXRpihaNHdK6qBaf1WwRE+h7H+jwLCewcM9U/vNM3OWq
6113	Ns3Z31NANU5q/a0SAq7+qLITNXMq6kZQUy77PFdKwB8s2ihHWwyp0LiSQFJf
6114	drhvNYG9+/+t6Ud3eyVZQVRfHXnWk42/6Kbtr9CLO8oeqeUEKj/zwz/Qsg9W
6115	axRtWlUUmkBrCtlTcXRg1plhyyEQUDzWbc4loBqLv+tFud03na48AoZwOqcT
6116	PSM7saEL/Q+WuzsS
6117	"]],
6118
6119	Cell[BoxData[
6120	InterpretationBox[
6121	RowBox[{"\<\"Expanding the indices over \"\>", "\[InvisibleSpace]", "4",
6122	"\[InvisibleSpace]", "\<\" cores\"\>"}],
6123	SequenceForm["Expanding the indices over ", 4, " cores"],
6124	Editable->False]], "Print",
6125	CellChangeTimes->CompressedData["
6126	1:eJwd0F1M0mEYBXBijmjUMhhMKXJYWCIwK1tsLeKJlpaVTZP1sVVTaVlt1lom
6127	jtJapjVHDiNdTXHURa0cMpYVXJktbIVQWWmClFrg/y1xzHKNNnpeL85+F+fi
6128	bEdaVlVsWMBisXZj2pVn7MUjDMi6OqoPoz9d2j8Towzk8qfj8TEGCvY4T2vH
6129	Gbh3fu4KNdy+w0FN1kh9806ll5ajof6nUWqhreS+AbUYypTH0V/eRGor+pZz
6130	UUjlC9mZ1LpW52j3dwY0upwY9c7XQwO96Ikb517WRRhIe9KcehnNdP1dRa1Q
6131	nAXqsaRvJ7VaUtlIvXvAWnoNvW6aNLnj2DNdc1S3DOo96Gy0ObghhYC7xZb9
6132	jUMgT9uhon560/A6ayGB28sETXJ0nB36Uotucxk94iUEtgsCfC6fwIMVRYJF
6133	6MmwL7EUHY5+FKrRfIlDNILab1YHqCKVcDiImjrrZVdFBNZn9KioZpG3hNo0
6134	2TX0ENVsFP/Wigm8iCxP0aHRIzoH1epts1glBAbf+7rdKwks3jeT9zwDd3nq
6135	LfP6+/KppmndQIuUgMMfUfWgFm55zRjarGBf4GUSGAgUbZaj5loONKwmkDTq
6136	jw6uJbD/4L91fnSvR5oVQI2V4Wd92fhL4aztFXppl/6RRk6g4rMg9APVf2hr
6137	i6CNa4qCU2hVAXsmhg4l7OntOQR8yseFWxUE1BOxd/0or/eW3ZFLoDaUxu1B
6138	zapTm5zof5faOzc=
6139	"]],
6140
6141	Cell[BoxData["\<\"Collecting the different structures that enter the \
6142	vertex.\"\>"], "Print",
6143	CellChangeTimes->CompressedData["
6144	1:eJwd0F1I02EYBXAbshYrso0NXS2ZNcuPDSuDQbT2tEhr1UJT+qJCXWQEFtFy
6145	Y6VFpoWYaGujsI3VRWGyDclqg8CMtqjpKivNzZVam/+3nAxLYoE9rxeH38W5
6146	OHAkFTUlugUpKSm7MFbZaUfJMANSe4f+EPqzW/VnfISBAt5UIjHKQPFu9ynV
6147	GAP3zs1epkas253UuVpJYN7JjLJKNNz3JEbV2Erv69A2XYXsOPrLl0xrR9+y
6148	LwioPAEri1rX7h7p+s6AUp0Xp97+etDfg564fvZlXZSB9MfNaZfQrO6/q6hV
6149	+WeAemwusIOqF1c3Uu/sN5ddRa+ZJkyeBPaMfZbqkUK9F52JNYc2pBLwtNpy
6150	vrEJFKo65NRPbxpeZy8kcGsZvykXHWOFvxjRrd0Gr2gJgW38II/DI/BghZa/
6151	CD0ZCSSXokOxjwIFWiR2CodRxw19kCqUC4ZCqOluvfSKkMD6TJec2iL0lVKb
6152	JuyDD1HlRtFvlYjAi+jyVDUaO6J2Us0+S5tZTKD/faDLs5LA4r3Thc8ycZer
6153	2DzvQG8R1TSl9rdKCDgHonIX2saprB1Fm/NZ57lZBPxB7aZctMXIhobVBOYM
6154	5Uf71xLYd+DfugF0j1eSHUQN1ZGnvTn4i2bG9gq9uLO8U5lLoOozP/wDLf9g
6155	sUTRxjXa0CRaU8yajqODSUeGNY9AQPZIsyWfgGI8/q4P5fbcdDgLCBjD6RwX
6156	2nn4ucKN/geb+zvW
6157	"]],
6158
6159	Cell[BoxData[
6160	InterpretationBox[
6161	RowBox[{
6162	"147", "\[InvisibleSpace]", "\<\" possible non-zero vertices have been \
6163	found -> starting the computation: \"\>", "\[InvisibleSpace]",
6164	DynamicBox[ToBoxes[FeynRules`FR$FeynmanRules, StandardForm],
6165	ImageSizeCache->{24., {0., 8.}}], "\[InvisibleSpace]", "\<\" / \"\>",
6166	"\[InvisibleSpace]", "147", "\[InvisibleSpace]", "\<\".\"\>"}],
6167	SequenceForm[
6168	147, " possible non-zero vertices have been found -> starting the \
6169	computation: ",
6170	Dynamic[FeynRules`FR$FeynmanRules], " / ", 147, "."],
6171	Editable->False]], "Print",
6172	CellChangeTimes->CompressedData["
6173	1:eJwd0F1M0mEYBXBjjmjUMhhMKXNQWiIwK9vYWsQTLS0zmibrY6um0rK1WWuR
6174	OEprmdaYOYxgNYNRF7VywFxWeGW2oBVCZaUJWmqB/7fEMcs12ux5vTj7XZyL
6175	sx1xVV25flFaWtoejF1+2lU+zECus9NwGP3Zrf4zMcJAIW86mRxloKTMe0o9
6176	zsC9c3OXqWP2nW7qfL04uOBUVmU1Gu1/GqeWOiru61GLvkp+HP3lT2V0oG/Z
6177	FwRUnoAloTZ2eEe6vjOg0hQkqLe/Hgr0oCeun33ZGGMg84k54xIq6f67hloj
6178	OwPUY/PBXVRDdm0L9c4Ba+VV9Jpp0uRLYs8456i+XGjqRWfj5simdAK+dkf+
6179	NzaBInWngvrpTfPrvMUEbq3gt0rRcVb0SwO6vdvYK1pGYAc/zOPwCDxYpeUv
6180	QU+OBVPL0aH4R4ESLc52C4dR1w1DmCpUCIYiqOluU+4VIYGNOR4FtU3or6C2
6181	TjoHH6KqzaLfahGBF7GV6Ro0fkTjplr9Nos1m8DA+2CXbzWBpftmip7n4C5X
6182	uXXBUF8x1TStCbSLCbhDMYUHtXCq60dRs4x1nishEAhrt0jRtgY2NK8lMG/U
6183	HR1YT2D/wX8bQujeXnFeGDXWjj3ry8dfSmcdr9CLu3WPVFICNZ/50R+o7oPN
6184	FkNb1mkjU2hdCWsmgQ6mXFn2AgJB+ePSbTICyonEu36U23PT5S4k0BDN5HhQ
6185	j6tP6UX/A54fPCQ=
6186	"]],
6187
6188	Cell[BoxData[
6189	InterpretationBox[
6190	RowBox[{"142", "\[InvisibleSpace]", "\<\" vertices obtained.\"\>"}],
6191	SequenceForm[142, " vertices obtained."],
6192	Editable->False]], "Print",
6193	CellChangeTimes->CompressedData["
6194	1:eJwd0F1M0mEYBXBjjmjUMhhMKXJQWqIwK9toLeKJlpaVTZP1sVXzo2Vrs9Yy
6195	ZZTWMq0xcxjJKsVRF7VywFhWcGW2oBVCZaUJUmKB/7fEOcs12uh5vTj7XZyL
6196	sx1JRW1p9YKUlJTdGLP8tLV0hIGsnq66w+hPp/pPZJSBfN7UzMwYA0V7HKfU
6197	4wzcOzd3mRo277BRk/US37yTGeWVaGjgaYxabCm7X40aqyvkx9FfnkRaB/qW
6198	fUFA5QlYUmpjh2O09zsDKk1unHr76yFvH3ri+tmXjVEG0p8Y0i6hUuffVdSq
6199	vDNAPZb07aTWiWtaqHcOmMqvotf0E3rXDPZMzxzVlQVNbnQ2ZghuSCXgarfk
6200	fGMTKFB3Kaif3jS/zl5I4NYyfqsMHWeFvujQbc4Gt2gJge38AI/DI/BgRQl/
6201	EXoy7EssRYdjHwVKtFBsE46g1ht1AapQIRgOovrupqwrQgLrM+0KapvQU0Zt
6202	negZeoiqNop+q0UEXkSXp2rQ2BGNjWrydBpNYgKD7329rpUEFu+bLnieibtc
6203	5ZZ5/f2FVP2UxtsuIWDzRxV21MiprB9DDXms81wpAW+gZLMMbdOxoXk1gWSD
6204	9ujgWgL7D/5b50f3uiXZAbShJvysPwd/KZ61vEIv7tI+UskIVH3mh36g2g+d
6205	nVG0ZU1JcBKtLWJNx9GhhDXDnEvAJ39cvDWPgDISfzeAcvtuWm35BHShdI4d
6206	vauPbHKg/wGdRjwN
6207	"]],
6208
6209	Cell[BoxData[
6210	InterpretationBox[
6211	RowBox[{"\<\"Flavor expansion of the vertices distributed over \"\>",
6212	"\[InvisibleSpace]", "4", "\[InvisibleSpace]", "\<\" cores: \"\>",
6213	"\[InvisibleSpace]",
6214	DynamicBox[ToBoxes[FeynRules`FR$Count1, StandardForm],
6215	ImageSizeCache->{24., {0., 8.}}], "\[InvisibleSpace]", "\<\" / \"\>",
6216	"\[InvisibleSpace]", "195"}],
6217	SequenceForm[
6218	"Flavor expansion of the vertices distributed over ", 4, " cores: ",
6219	Dynamic[FeynRules`FR$Count1], " / ", 195],
6220	Editable->False]], "Print",
6221	CellChangeTimes->CompressedData["
6222	1:eJwd0F1M0mEYBXBijmzUMhhMKXJQWCIyK9tYLeOJlpYVTZP1sVVTadnarLVI
6223	HKW1TGvMnGaymsKoi1o5YCwruDJb0Aqh0tIUKbXA/1vimOUabfa8Xpz9Ls7F
6224	2Y6kvLpEv4jFYu3FWHLP2kuGGZDZOg1H0Z9u9Z+JEQbyeNOJxBgDRftcZ9Tj
6225	DNy/MHeVGrHsclDnaySBBacyyirQcN+zGLXYWvpAj7bqy3NPor98ybQ29B3n
6226	koDKE7Cl1Lo210j3dwYKNDlx6t2vR/w96Kmb51/VRRlIf2pOu4JK3X/XUCsV
6227	54B6Yj6wm2oQVzVS7x1qL7uO3jBNmjwJ7BnbHNUjg3ovOhszj25KIeBpsWZ/
6228	4xDIV3cqqZ/eNrzJWkzgzgp+kxwdZ4e/1KI73EavaBmBnfwQL5VH4OEqLX8J
6229	ejoSSC5Hh2KDAhVaKHYIh1H7LUOIKlQKhkZRU1e97JqQwMZMp5LaLPSVUpsm
6230	bQOP0ILNot9qEYGX0ZUpGjR2TOOgtvs6WtvFBPo/BLo9qwksPTCT/yITd7mq
6231	bQsGewuppmmNv0VCwBGMKp1oa2pFzRhqVrAvcqUE/CHtVjnaXMuBhrUE5o26
6232	4/3rCRw8/G9DEN3vlWSFUGNV5HlvNv5SPGt9jV7eo3tcICdQ+Zkf/oHqPnZ0
6233	RNHGddrRKbS6iD0TRweS9gxLDoFA7pPi7QoCqon4+z6U23Pb7sgjUBtOT3VS
6234	LYNbXOh/nKs7+g==
6235	"]],
6236
6237	Cell[BoxData["\<\" - Saved vertices in InterfaceRun[ 1 ].\"\>"], "Print",
6238	CellChangeTimes->CompressedData["
6239	1:eJwd0F1M0mEYBXBjjmjUMhhMKXNQWCIwK9vYKuKJSouKpsn62KqptGxt1lqk
6240	jtJapjVnDiNYzXDURa0cMBYVXJktbYVSWWmCllrg/y1xzHSNNnteL85+F+fi
6241	bEdcWllkXJCSkrIHY1eccRYNMiBtbzMdQX95NTNjQwzk8SYTiWEGCvd6TmtG
6242	Gbh/fvYKdcS+00WdqxIH553IKClDI13PYlSdo/iBEbUYSxUn0N/dybRW9B37
6243	ooDKE7Ak1NpWz1DHDwbU2tw49c63wz0+9OSNc69qowykP21Ku4xKvH9XUcvl
6244	Z4F6fC64i2rKrGig3j1oLbmGXjePm/0J7Jn2WapfCnUBdDrWFN6QSsDf4sj5
6245	ziaQr2lTUj+/rX+TvZDA7WX8Rhk6yop8rUG3easDoiUEtvNDPA6PwMMVev4i
6246	9NRIMLkUHYh9EqjQgkyXcBB13jSFqEKlYCCMmu/VSa8KCazPciupzcLuYmrj
6247	eHv/I1S9UfRHIyLwMro8VYvGjmpdVGu3zWLNJND7IdjhX0lg8f6p/BdZuMtV
6248	bZm3r7OAap7U9rSICbj6oko3auGUVQ2jTXLWBa6EQE9Iv0mGNtewoX41gblq
6249	w7HetQQOHPq3rg/dFxBnh9DqipHnnTn4i27a8Rq9tNvwWC0jUP6FH/mJGj7a
6250	bFG0YY0+PIFWFrKm4mh/0plhzyUQVDzRbZUTUI3F33ehXN8tpyuPQE0kneNG
6251	Z3w7NnvQ/54HPAY=
6252	"]],
6253
6254	Cell[BoxData[
6255	StyleBox["\<\"Computing the squared matrix elements relevant for the 1->2 \
6256	decays: \"\>",
6257	StripOnInput->False,
6258	LineColor->RGBColor[1, 0.5, 0],
6259	FrontFaceColor->RGBColor[1, 0.5, 0],
6260	BackFaceColor->RGBColor[1, 0.5, 0],
6261	GraphicsColor->RGBColor[1, 0.5, 0],
6262	FontWeight->Bold,
6263	FontColor->RGBColor[1, 0.5, 0]]], "Print",
6264	CellChangeTimes->CompressedData["
6265	1:eJwd0F1M0mEYBXBizmzUMhhMKXJQWCoyK9vYKuKJlhYVpcn62KqptGxt1lom
6266	jNJapjVmDiNcTWXURa0cOpcVXJktaIVQWWmClFrg/y1xzHKNNnpeL85+F+fi
6267	bEdcXl2iX8BisXZj2vLPOEpGGJDa22uOoD97VX8mRhko4E7H42MMFO/pOa0a
6268	Z+De+bkr1HDbDic1WSv2zTuVWVaBhgaeRqmaztL7etSiL88/gf7yJNJb0bep
6269	F/lULp8toda19ox2fWdAqc6LUe98PeztQ0/eOPeyLsJAxhNz+mVU0vt3FbVS
6270	dhaox5O+ndQaUVUj9e5Ba9k19Lpp0uSKY8/Y56guKdS70dmoObghhYCrpTPn
6271	WyqBQlW7nPrpTcPr7IUEbi/jNeWi4+zQFyO6rdfgFi4hsJ0X4KZxCTxYoeUt
6272	Qk+FfYml6HD0I1+BFomcghHUcbMmQBXI+cNB1NRRL70qILA+q1tObRZ4SqlN
6273	k/ahh6hyo/C3SkjgRWR5ihqNHlU7qVaPzWIVERh87+tyrSSweN9M4fMs3OUo
6274	tszr7y+imqbV3hYxAac/Iu9GLWkVtWOoWca+wJEQ8Aa0m3LRZmMqNKwmkDTo
6275	jg2uJXDg0L91fnSvW5wdQA1V4Wf9OfiLZrbzFXppl+6RMpdA5Wde6Aeq+2Cz
6276	RdDGNdrgFFpdzJ6JoUMJR2ZbHgFf/mPNVhkBxUTs3QDK6bvlcBYQMIYy0rpR
6277	s2X/5h70P5oDO4Q=
6278	"]],
6279
6280	Cell[BoxData[
6281	InterpretationBox[
6282	RowBox[{
6283	DynamicBox[ToBoxes[PRIVATE`mycounter, StandardForm],
6284	ImageSizeCache->{16., {0., 8.}}], "\[InvisibleSpace]", "\<\" / \"\>",
6285	"\[InvisibleSpace]", "56"}],
6286	SequenceForm[
6287	Dynamic[PRIVATE`mycounter], " / ", 56],
6288	Editable->False]], "Print",
6289	CellChangeTimes->CompressedData["
6290	1:eJwd0F1M0mEYBXBijmzWMhhMKXJQWiIwK9vYKuKJlpYVTZP1sVVTadnarLVI
6291	GaW1TGvMHEaymsGoi1o5YC4ruDJb0AqlstIEKbXA/1vinOUabfS8Xpz9Ls7F
6292	2Y64srZMv4DFYu3G2OSnnWXDDOQ6Og2H0Z/d6j/jIwwUcqdmZkYZKNnjOaUe
6293	Y+DeubnL1Khth4uaqhMH553MrqhCI31P49RSe/l9PWrRV8qPo7/8ycx29C3n
6294	Ap/K5bMl1IZ2z0jXdwZUmoIE9fbXQ4Ee9MT1sy8bYgxkPTFnXkIl3X9XUatl
6295	Z4B6LBXcSTWIapqpdw5YK66i10wTJu8M9oxjjurNhUYfOhs3hzekEfC22fO/
6296	cQgUqTsV1E9vml7nLSRwaxmvRYqOsSNfjOi27nqfcAmB7bwQN51L4MEKLW8R
6297	ejIaTC5Fh+If+Uq0WOQSDKPOG4YQVaDgD4VR093G3CsCAutz3Apqq8BfTm2Z
6298	cAw+RFUbhb/VQgIvYsvTNGj8iMZFtfo7LFYRgf73wS7vSgKL900XPc/B3Qzl
6299	lnkHeouppilNoE1MwDUQU7hRS3pV3ShqlrHPZ0gIBELaTVK01ciBptUEUvW6
6300	o/1rCew/+G/dALrXJ84LofU10We9+fhL6az9FXpxl+6RSkqg+jMv8gPVfejo
6301	iKHNa7ThSbS2hD2dQAeTzmxbAYGg/HHpVhkB5XjiXR+a0XPT6SokYIxkpbtR
6302	m6Nsswf9D5rLO58=
6303	"]],
6304
6305	Cell[BoxData[
6306	InterpretationBox[
6307	RowBox[{"\<\"Squared matrix elent compute in \"\>", "\[InvisibleSpace]",
6308	"5.91873299999999957776708470191806554794`6.792828662232371",
6309	"\[InvisibleSpace]", "\<\" seconds.\"\>"}],
6310	SequenceForm[
6311	"Squared matrix elent compute in ",
6312	5.91873299999999957776708470191806554794`6.792828662232371, " seconds."],
6313	Editable->False]], "Print",
6314	CellChangeTimes->CompressedData["
6315	1:eJwd0F1I02EYBXAbsowV2caGWku2muWcw8pgEK49LdKyWmiOPqBCXWQEFtFy
6316	Y6VFpsUw0WyrsI0VVJRsQ7LarszIRU1XWWlurtTa/L+lY1gSC9bzenH4XZyL
6317	A0dUWVumW5CSkrITY80/6SgbYUBi79QfRH92q/5MjDJQwJ2Ox8cYKNnlPqEa
6318	Z+DumbmL1LB1m5OarBP5553KrKhCQ31Po9RSW/k9Hdqmq8w/iv7qT6S3o2/Z
6319	5/hULp8lpta3u0e7vjOgVOfNUG99PeDrQY9dPf2yPsJAxhNz+gVU3P13FbVa
6320	dgqoR5L+7VS9sKaJentfR8Vl9Ipp0uSJY8/Y56geCTR40dmoObghlYCn1Zb7
6321	jU2gUNUpp3560/g6ZyGBG8t4zVJ0nBX6YkS3dBu8WUsIbOUFuGlcAg9WaHiL
6322	0ONhf2IpOhz9yFegxUKnYAR1XNMHqAI5fziImu40SC4JCKzPdsmpLYL+cmrz
6323	pH3oIarcmPVblUXgRWR5qhqNHlI7qR39lrYOIYGB9/4uz0oCi/fECp9n4y5H
6324	UTTvYG8x1TSt9rWKCDgHI3IX2pZWVTeGmmWssxwxAV9As0mKthjZ0LiaQNKg
6325	PTywlsDe/f/WDaK7vaKcAGqoCT/rzcVfSmdtr9DzO7SPlFIC1Z95oR+o9oPF
6326	EkGb1miCU2htCSs2gw4lHJnWPAL+/Melm2UEFBMz7/pQTs91h7OAgDGUkeZC
6327	YzfvF7nR/59dPEY=
6328	"]],
6329
6330	Cell[BoxData[
6331	InterpretationBox[
6332	RowBox[{"\<\"Decay widths computed in \"\>", "\[InvisibleSpace]",
6333	"0.01361799999999999989663823640739792609`4.1547132431219485",
6334	"\[InvisibleSpace]", "\<\" seconds.\"\>"}],
6335	SequenceForm[
6336	"Decay widths computed in ",
6337	0.01361799999999999989663823640739792609`4.1547132431219485, " seconds."],
6338	Editable->False]], "Print",
6339	CellChangeTimes->CompressedData["
6340	1:eJwd0F1I02EYBfA1xBYrso0NXS2ZNcs5h5WBENqeFmlpGZqjD6hQFxmBRWRu
6341	rLTItBgm2toozLG6MEq2MVq1XZnRjJpbZaW5uVJr8/+Wk2FJLFjP68Xhd3Eu
6342	DhxJTUOlZgmLxSrHmPPOWCvHGJBaehqPoD+dyj9T4wzk82bj8QkGSvc6Tisn
6343	Gbh/fuEKNWzeZaMmmyS+RWcyqmvR0ODTKLWst+qBBu3S1OSdQH95E2nd6NvU
6344	iwIqT8DOojZ3O8b7vzNQrMqNUe98PTzkQk/eOPeyOcJA+hND2mU0y/l3HbVO
6345	fhaox5O+3dRGcX0b9e5BY/U19Lp+Wu+OY89YFqhuKbR40PmoIbglhYC7szfn
6346	WyqBAmWPgvrpTevr7KUEbq/it8vQSXboiw7d4dR6RCsI7OQHeBwegb41Ffxl
6347	6KmwL7ESHY1+FBSiJWKbcAy13mwMUIUKwWgQ1d9rkV4VEticaVdQO4TeKmr7
6348	tGXkIVq8VfRbKSLwIrI6RYVGj6psVKPX1GUUExh+7+t3ryWwfP9cwfNM3OUW
6349	Fi3qHyih6mdVQ50SAjZ/RGFHuzi1TROoQc6+wM0iMBSo2CZDO3Sp0LqeQFKr
6350	Pja8kcCBQ/82+dF9Hkl2ANXWh58N5OAvZfO9r9BLe9SPimUE6j7zQz9Q9QeT
6351	KYK2bagIzqANpey5GDqSsGaYcwn48h6XbZcTKJyKvRtEua5bVls+AV0onWNH
6352	y119RQ70P5sOO8A=
6353	"]],
6354
6355	Cell[BoxData["\<\"Preparing Python output.\"\>"], "Print",
6356	CellChangeTimes->CompressedData["
6357	1:eJwd0F1I02EYBXAbshYrso0NXZlspeWcw8pgEK49LdIyW2iOPqBCnWQEFtFy
6358	stIi02KYzJajsI3VhVGyDclquwgzclFzq6w0nSu1Nv9vORmWxAJ7Xi8Ov4tz
6359	ceCIK2pLdUuSkpL2Yqy5px2lIwxk2jv1R9CfPao/k6MM5PFm4vFxBopK3KdU
6360	EwzcOzd/mRq27nJSF+rE/kWn08or0VD/kyi12FZ2X4eadRW51eivgURKO/qW
6361	fUFA5QlYEmpDu3u0+zsDSnVOjHr762FfL3ri+tmXDREGUh+bUi6hkp6/66hV
6362	sjNAPb7g303Vp9c0U+8ctJRfRa8Zp4yeOPaMfZ7qyYRGLzoXNY1tSSbgabNl
6363	f2MTyFd1yqmf3jS9zlpK4NYqfosUnWCFvtSjO3oMXtEKAjv5QR6HR6BrjYa/
6364	DD0Z9idWosPRjwIFWpjuFI6gjhv6IFUoFwyPoca7jZlXhAQ2Z7jk1FbhQBm1
6365	Zco+9ABVbhX9VokIvIisTlaj0aNqJ9Uy0GG2pBMYfO/v9qwlsHz/bP6zDNzl
6366	KgoWDfQVUo0zal+bmIAzEJG7UDOnsm4cNclY57kSAr6gZpsUba1nQ9N6AgsG
6367	7bHBjQQOHPq3KYDu84qzgqihJvy0Lxt/KZ6zvUIv7tE+VEoJVH3mh36g2g8d
6368	HRG0eYNmbBqtLWLNxtChhCPNmkPAn/uoeLuMgGIy9q4f5fbedDjzCNSHUjku
6369	tPp5V4Eb/Q+cHTvj
6370	"]],
6371
6372	Cell[BoxData["\<\" - Splitting vertices into building blocks.\"\>"], \
6373	"Print",
6374	CellChangeTimes->CompressedData["
6375	1:eJwd0F1M0mEYBXBjjmzUMhhMKXJQWiIwK9vcGsQTLS0zmibrY6vmR8vWZq1F
6376	wiitZVpj5jSC1UxHXdTKAWNRwZXZAlcolZUmSKkF/t8SxyzXbLPn9eLsd3Eu
6377	znbElXVlNUtSUlL2YmzyM/ayEQayuzv1R9CfbvWfiVEG8rnTyeQYA8WlrtPq
6378	cQbun5+7Qo3adjmoC/Xi4KJTmRVVaKTvWZxa0lX+oAZtr6mUn0B/+efTO9C3
6379	7It8KpfPklAbOlyjPd8ZUGnyEtQ7Xw8HPOjJG+deNcQYyHhqTr+MStx/11Gr
6380	ZWeBenwhuJuqF9U2U+8etFRcQ6+bJk3eJPZM9xzVmw2NPnQ2bg5vSSXgbevK
6381	/cYmUKDuVFA/vWnqz1lK4PYqXosUHWdFvhjRHW6DT7iCwE5eiJvGJfBwjZa3
6382	DD0VDc6vRIfjH/mFaJHIIRhB7Tf1IapAwR8Oo6Z7jdlXBQQ2ZzkV1FaBv5za
6383	Mtk99AhVbRX+VgsJvIytTtWg8aMaB9Xit7ZbRAQG3gd7vGsJLN8/U/AiC3c5
6384	hcpFB3uLqKZpTaBNTMAxGFM40fa0qvox1CxjXeBICARC2m1StNXIhqb1BBYM
6385	umMDGwkcOPRv0yC6zyfOCaGG2ujz3lz8pWS26zV6aY/usUpKoPozL/ID1X2w
6386	WmNo8wZteAqtK2bNJNCheXumLY9AUP6kZLuMQOFE4l0fyvHcsjvyCRgjGWlO
6387	1KPsV7rQ/5vVO9I=
6388	"]],
6389
6390	Cell[BoxData[
6391	InterpretationBox[
6392	RowBox[{"\<\"Splitting of vertices distributed over \"\>",
6393	"\[InvisibleSpace]", "4", "\[InvisibleSpace]", "\<\" kernels.\"\>"}],
6394	SequenceForm["Splitting of vertices distributed over ", 4, " kernels."],
6395	Editable->False]], "Print",
6396	CellChangeTimes->CompressedData["
6397	1:eJwd0F1M0mEYBXBijmzUMhhMLXJQWKIwK9vcmsQTLS0rmibrY6um0rLVrLVI
6398	GaW1TGvMHEa6msqoi1o5YCwrvDJb0AqhssIELbXA/1vimOUabfS8Xpz9Ls7F
6399	2Y64srZMt4jFYu3GdMrP2MpGGJBau/SH0Z8u1Z/JUQbyeTPx+BgDJXucp1QT
6400	DNw7P3+FOt65w05N1ol9C05nVFSh4cGnUWppT/l9HWrWVcqPo788ibR29C3n
6401	ooDKE7Al1IZ252jvdwaU6twY9c7XQ94+9MSNcy8bIgykPzGlXUYlrr9rqNV5
6402	Z4F6LOnbSdWLapqpdw9YKq6h141TRncce8Y6T3VLobEfnYuaQptSCLjbenK+
6403	cQgUqLoU1E9vml5nLyZwewW/RYZOsMNfDOg2V31/5jIC2/kBXiqPwINVGv4S
6404	9OS4L7EcDUY/CgrRYpFdOILabuoDVKFCEAyhxu5G6VUhgY1ZDgW1Vegpp7ZM
6405	WYcfosrNmb9VmQReRFamqNHoEbWdavF0mC0iAkPvfb3u1QSW7psteJ6Fu9zC
6406	ogX9A8VU44za2yYmYPdHFA7UnFpVN4aa8tgXuBIC3oBmiwxtNXCgaS2BZL32
6407	6NB6AvsP/tvgR/f2i7MDaH3N+LOBHPyldK7nFXppl/aRUkag+jM//APVfujo
6408	iKDN6zShabS2hD0bQ4cTtozOXAI++ePSrXkECidj7wZRbt8tmz2fgCGcnupA
6409	7aeDRU70P51HPAo=
6410	"]],
6411
6412	Cell[BoxData[
6413	InterpretationBox[
6414	RowBox[{"\<\" - Optimizing: \"\>", "\[InvisibleSpace]",
6415	DynamicBox[ToBoxes[PRIVATE`PY$SplitVertexCounter, StandardForm],
6416	ImageSizeCache->{24., {0., 8.}}], "\[InvisibleSpace]", "\<\"/\"\>",
6417	"\[InvisibleSpace]", "191", "\[InvisibleSpace]", "\<\" .\"\>"}],
6418	SequenceForm[" - Optimizing: ",
6419	Dynamic[PRIVATE`PY$SplitVertexCounter], "/", 191, " ."],
6420	Editable->False]], "Print",
6421	CellChangeTimes->CompressedData["
6422	1:eJwd0F1M0mEYBXBizmzUMhhMSXJQWCIwK9vcWsQTLS0qmibrY6um0rK1WWuR
6423	MkprmdaYOYxwNcNRF7VyyFhWcGW2oBVCZaUJUmqB/7fEMcs12+x5vTj7XZyL
6424	sx1xZW2ZYRGLxdqN6VCcdpYNMyDt6jQeRn961H/GRxgo5E6lUqMMlO5xn1KP
6425	MXDv3Oxlaqxjh4s6XycOLjiZXVGFRvufJqhaR/l9A2o1VCqOo7/8c5nt6Nv0
6426	C3wql8+WUBva3SPd3xlQaQqS1NtfDwV60RPXz75siDOQ9cSSeQmVeP6uplbL
6427	zwD12HxwJ9Uoqmmm3jlgq7iKXjNPmL0p7JmuWapXCo0+dCZhiWxMI+Btc+R/
6428	SydQpO5UUj+9aXqdt5jArRW8Fhk6xo5+MaHbPPU+4TIC23lhbgaXwIMcHW8J
6429	ejIWnFuODiU+8ovREpFLMIw6bxjDVIGSPxRBzXcbpVcEBDbk9iiprQJ/ObVl
6430	omvwIaraJPytFhJ4EV+ZpkETRzQuqs1vt9pEBAbeB7u9qwgs3Tdd9DwXdznF
6431	WxYM9ZVQzVOaQJuYgCsUV/ag1oyqulHUImef50gIBMK6zTK01ZQOTWsIzNfr
6432	jw6sI7D/4L/1IXSvT5wXRutrYs/68vEX7YzjFXpxl/6RSkag+jMv+gPVf7Db
6433	42jzWl1kEq0tZU8n0cE5Z3ZHAYGg4rF2q5xA8XjyXT/K6b3pdBUSMEWzMnpQ
6434	W45V5Ub/A5ihO1o=
6435	"]],
6436
6437	Cell[BoxData["\<\" - Writing files.\"\>"], "Print",
6438	CellChangeTimes->CompressedData["
6439	1:eJwd0F1M0mEYBXBijmzWMhhMKXJQWiIyK9vYWsQTLS0rmybrY6vmR8vWZq1F
6440	wijtw7TGzGmEqxmMuqiVA8YygyuzBa0QKitNkFIL/L8mjlmu0WbP68XZ7+Jc
6441	nO2IK+vKahaxWKw9mM78M7ayYQayrV3aI+iUS/VnfISBAu50IjHKQPFe52nV
6442	GAMPzs9doUY6d9qp8/Vi/4KTmRVVaLj/eYxaYil/WIO211Tmn0B/eZPpHeg7
6443	zkU+lctnS6gNHc6R7h8MKNV5cerdb4d9PejJm+deNUQZyHhmTL+MSlx/11Cr
6444	ZWeBenzev4uqFdU2U+8dNFVcR28YJgzuBPaMdY7qzoZGDzobM4Y2pRBwt1ly
6445	v3MIFKq65NTPb5ve5CwmcGcFr0WKjrHDX/XodpfOI1xGYAcvyE3lEni0qpS3
6446	BD0V8SeXo0OxT3wFWiSyC4ZR2y1tkCqQ84dCqOF+Y/Y1AYGNWQ45tVXgLae2
6447	TFgHH6PKzcLfKiGBl9GVKWo0dlRtp5q85naTiMDAB3+3ezWBpftnCl9k4W6a
6448	YuuCgb4iqmFa7WsTE7AHonIH2p5aVT+KGmXsC2kSAr5g6RYp2qrnQNNaAvM6
6449	zbGB9QQOHPq3IYDu84hzgqiuNtLbl4u/lMxaXqOXdmueKKUEqr/wwj9RzUez
6450	OYo2rysNTaJ1xeyZODqYtGV25hHw5z8t2SYjoBiPv+9H03pu2+wFBPThjFQH
6451	OnW1V+lE/wOfDjw+
6452	"]],
6453
6454	Cell[BoxData["\<\"Done!\"\>"], "Print",
6455	CellChangeTimes->CompressedData["
6456	1:eJwd0F1M0mEYBXBjjmjUMhhMLXJQWH4xK9vcWsQTLS0yGibrY6um0rK1WWuZ
6457	MEprmdaYOYxkNZNRF7V0wFhWeGW6oBVKZaUJUmqB/7fEMcs12uh5vTj7XZyL
6458	sx1xZa1GtyQlJWUfxlpw1q4ZY0Bq66w7iv50K/5MjTNQyJuNxycYKC1znVFM
6459	MvDgwsJVati620FN1ov9i85kVFShoYFnUaqqq/yhDjXrKgtOor+8ibR29C37
6460	koDKE7Ak1IZ213jPdwbkyrwY9e7XI75e9NTN84MNEQbSn5rSrqAS99911Or8
6461	c0A9kfTvodaJapqp9w5ZKq6jN4zTRk8ce8a2QPVIobEPnY+agltSCXjaunK+
6462	sQkUKTpl1E9vml5nLyVwZxW/JRedZIW+GNCdbn1f5goCu/gBHodH4NEaNX8Z
6463	ejrsT6xER6MfBcVoicghHEPtt+oCVKFMMBpEjfcbpdeEBDZnOWXUVqG3nNoy
6464	bRt5jMq3Zv5WZBJ4GVmdqkSjx5QOqsXbYbaICAy99/d41hJYfmCu6EUW7nKL
6465	ty863F9CNc4qfW1iAo7hiMyJmjlV9ROoKZ91kSsh4Auot+WirQY2NK0nkNRr
6466	jw9tJHDw8L9Nw+j+PnF2ANXXhJ/35+AvqvmuV+jlvdon8lwC1Z/5oR+o9kNH
6467	RwRt3qAOzqC1pay5GDqSsGdY8wj4C7pVO/IJFE/F3g2g3N7bdkchAUMoneNE
6468	uzWDchf6H5v/O9k=
6469	"]]
6470	}, Open ]]
6471	}, Open ]]
6472	},
6473	WindowSize->{927, 1028},
6474	WindowMargins->{{-6, Automatic}, {Automatic, 0}},
6475	FrontEndVersion->"9.0 for Linux x86 (64-bit) (November 20, 2012)",
6476	StyleDefinitions->"Default.nb"
6477	]
6478	(* End of Notebook Content *)
6479
6480	(* Internal cache information *)
6481	(*CellTagsOutline
6482	CellTagsIndex->{}
6483	*)
6484	(*CellTagsIndex
6485	CellTagsIndex->{}
6486	*)
6487	(*NotebookFileOutline
6488	Notebook[{
6489	Cell[557, 20, 218, 4, 32, "Input"],
6490	Cell[778, 26, 452, 9, 32, "Input"],
6491	Cell[CellGroupData[{
6492	Cell[1255, 39, 169, 3, 32, "Input"],
6493	Cell[CellGroupData[{
6494	Cell[1449, 46, 2060, 29, 23, "Print"],
6495	Cell[3512, 77, 2329, 36, 23, "Print"],
6496	Cell[5844, 115, 2110, 30, 23, "Print"],
6497	Cell[7957, 147, 2044, 29, 23, "Print"],
6498	Cell[10004, 178, 2057, 29, 23, "Print"],
6499	Cell[12064, 209, 2107, 30, 23, "Print"],
6500	Cell[14174, 241, 2107, 30, 23, "Print"],
6501	Cell[16284, 273, 2046, 29, 23, "Print"],
6502	Cell[18333, 304, 2074, 29, 23, "Print"],
6503	Cell[20410, 335, 2043, 29, 23, "Print"],
6504	Cell[22456, 366, 2111, 30, 23, "Print"]
6505	}, Open ]]
6506	}, Open ]],
6507	Cell[24594, 400, 1526, 23, 32, "Input"],
6508	Cell[26123, 425, 92, 1, 32, "Input"],
6509	Cell[CellGroupData[{
6510	Cell[26240, 430, 745, 12, 32, "Input"],
6511	Cell[CellGroupData[{
6512	Cell[27010, 446, 2909, 41, 23, "Print"],
6513	Cell[29922, 489, 2926, 41, 23, "Print"],
6514	Cell[32851, 532, 2929, 41, 23, "Print"],
6515	Cell[35783, 575, 3033, 45, 23, "Print"],
6516	Cell[38819, 622, 2898, 41, 23, "Print"],
6517	Cell[41720, 665, 2924, 41, 23, "Print"],
6518	Cell[44647, 708, 2923, 41, 23, "Print"],
6519	Cell[47573, 751, 2922, 41, 23, "Print"],
6520	Cell[50498, 794, 2931, 41, 23, "Print"],
6521	Cell[53432, 837, 2937, 42, 23, "Print"],
6522	Cell[56372, 881, 2887, 41, 23, "Print"],
6523	Cell[59262, 924, 2917, 41, 23, "Print"],
6524	Cell[62182, 967, 2920, 41, 23, "Print"],
6525	Cell[65105, 1010, 2920, 41, 23, "Print"],
6526	Cell[68028, 1053, 3099, 46, 43, "Print"]
6527	}, Open ]]
6528	}, Open ]],
6529	Cell[CellGroupData[{
6530	Cell[71176, 1105, 790, 12, 32, "Input"],
6531	Cell[CellGroupData[{
6532	Cell[71991, 1121, 697, 13, 23, "Print"],
6533	Cell[72691, 1136, 707, 13, 23, "Print"],
6534	Cell[73401, 1151, 236, 3, 23, "Print"]
6535	}, Open ]]
6536	}, Open ]],
6537	Cell[CellGroupData[{
6538	Cell[73686, 1160, 281, 6, 32, "Input"],
6539	Cell[CellGroupData[{
6540	Cell[73992, 1170, 1644, 27, 23, "Print"],
6541	Cell[75639, 1199, 1645, 27, 23, "Print"],
6542	Cell[77287, 1228, 1171, 17, 23, "Print"]
6543	}, Open ]]
6544	}, Open ]],
6545	Cell[CellGroupData[{
6546	Cell[78507, 1251, 491, 8, 32, "Input"],
6547	Cell[CellGroupData[{
6548	Cell[79023, 1263, 883, 12, 23, "Print"],
6549	Cell[79909, 1277, 879, 12, 23, "Print"],
6550	Cell[80791, 1291, 1074, 19, 23, "Print"],
6551	Cell[81868, 1312, 829, 11, 23, "Print"],
6552	Cell[82700, 1325, 1010, 16, 23, "Print"],
6553	Cell[83713, 1343, 862, 12, 23, "Print"],
6554	Cell[84578, 1357, 820, 11, 23, "Print"],
6555	Cell[85401, 1370, 942, 15, 23, "Print"],
6556	Cell[86346, 1387, 830, 11, 23, "Print"]
6557	}, Open ]]
6558	}, Open ]],
6559	Cell[CellGroupData[{
6560	Cell[87225, 1404, 513, 9, 32, "Input"],
6561	Cell[CellGroupData[{
6562	Cell[87763, 1417, 1683, 28, 23, "Print"],
6563	Cell[89449, 1447, 1438, 20, 23, "Print"],
6564	Cell[90890, 1469, 1618, 25, 23, "Print"],
6565	Cell[92511, 1496, 1471, 21, 23, "Print"],
6566	Cell[93985, 1519, 1954, 32, 23, "Print"],
6567	Cell[95942, 1553, 1553, 24, 23, "Print"]
6568	}, Open ]]
6569	}, Open ]],
6570	Cell[97522, 1581, 660, 14, 32, "Input"],
6571	Cell[CellGroupData[{
6572	Cell[98207, 1599, 533, 12, 32, "Input"],
6573	Cell[CellGroupData[{
6574	Cell[98765, 1615, 797, 11, 23, "Print"],
6575	Cell[99565, 1628, 992, 16, 23, "Print"],
6576	Cell[100560, 1646, 767, 10, 23, "Print"],
6577	Cell[101330, 1658, 782, 10, 23, "Print"],
6578	Cell[102115, 1670, 769, 10, 23, "Print"],
6579	Cell[102887, 1682, 765, 10, 23, "Print"],
6580	Cell[103655, 1694, 786, 10, 23, "Print"],
6581	Cell[104444, 1706, 777, 10, 23, "Print"],
6582	Cell[105224, 1718, 769, 10, 23, "Print"],
6583	Cell[105996, 1730, 759, 10, 23, "Print"],
6584	Cell[106758, 1742, 758, 10, 23, "Print"]
6585	}, Open ]]
6586	}, Open ]],
6587	Cell[107543, 1756, 192, 6, 32, "Input"],
6588	Cell[CellGroupData[{
6589	Cell[107760, 1766, 1358, 20, 32, "Input"],
6590	Cell[CellGroupData[{
6591	Cell[109143, 1790, 544, 9, 23, "Print"],
6592	Cell[109690, 1801, 531, 9, 23, "Print"],
6593	Cell[110224, 1812, 533, 9, 23, "Print"],
6594	Cell[110760, 1823, 678, 14, 23, "Print"],
6595	Cell[111441, 1839, 780, 17, 23, "Print"],
6596	Cell[112224, 1858, 527, 9, 23, "Print"],
6597	Cell[112754, 1869, 709, 14, 23, "Print"],
6598	Cell[113466, 1885, 560, 10, 23, "Print"],
6599	Cell[114029, 1897, 808, 18, 23, "Print"],
6600	Cell[114840, 1917, 644, 13, 23, "Print"],
6601	Cell[115487, 1932, 586, 10, 23, "Print"],
6602	Cell[116076, 1944, 566, 10, 23, "Print"],
6603	Cell[116645, 1956, 568, 10, 23, "Print"],
6604	Cell[117216, 1968, 678, 14, 23, "Print"],
6605	Cell[117897, 1984, 780, 17, 23, "Print"],
6606	Cell[118680, 2003, 527, 9, 23, "Print"],
6607	Cell[119210, 2014, 709, 14, 23, "Print"],
6608	Cell[119922, 2030, 560, 10, 23, "Print"],
6609	Cell[120485, 2042, 1045, 21, 23, "Print"],
6610	Cell[121533, 2065, 644, 13, 23, "Print"],
6611	Cell[122180, 2080, 727, 15, 23, "Print"],
6612	Cell[122910, 2097, 755, 15, 23, "Print"]
6613	}, Open ]]
6614	}, Open ]],
6615	Cell[123692, 2116, 52, 1, 32, "Input"],
6616	Cell[123747, 2119, 117, 3, 32, "Input"],
6617	Cell[CellGroupData[{
6618	Cell[123889, 2126, 58, 1, 32, "Input"],
6619	Cell[CellGroupData[{
6620	Cell[123972, 2131, 1009, 15, 23, "Print"],
6621	Cell[124984, 2148, 1021, 15, 23, "Print"],
6622	Cell[126008, 2165, 1056, 15, 23, "Print"],
6623	Cell[127067, 2182, 1030, 15, 23, "Print"]
6624	}, Open ]]
6625	}, Open ]],
6626	Cell[128124, 2201, 293, 7, 32, "Input"],
6627	Cell[CellGroupData[{
6628	Cell[128442, 2212, 55, 1, 32, "Input"],
6629	Cell[CellGroupData[{
6630	Cell[128522, 2217, 931, 13, 23, "Print"],
6631	Cell[129456, 2232, 932, 13, 23, "Print"],
6632	Cell[130391, 2247, 940, 13, 23, "Print"]
6633	}, Open ]]
6634	}, Open ]],
6635	Cell[131358, 2264, 1001, 17, 32, "Input"],
6636	Cell[CellGroupData[{
6637	Cell[132384, 2285, 1459, 35, 99, "Input"],
6638	Cell[CellGroupData[{
6639	Cell[133868, 2324, 464, 11, 23, "Print"],
6640	Cell[134335, 2337, 224, 4, 23, "Print"],
6641	Cell[134562, 2343, 670, 16, 43, "Print"],
6642	Cell[135235, 2361, 247, 4, 23, "Print"],
6643	Cell[135485, 2367, 504, 11, 23, "Print"],
6644	Cell[135992, 2380, 222, 4, 23, "Print"],
6645	Cell[136217, 2386, 670, 16, 43, "Print"],
6646	Cell[136890, 2404, 536, 11, 23, "Print"],
6647	Cell[137429, 2417, 244, 4, 23, "Print"],
6648	Cell[137676, 2423, 393, 9, 23, "Print"],
6649	Cell[138072, 2434, 421, 9, 23, "Print"],
6650	Cell[138496, 2445, 504, 11, 23, "Print"],
6651	Cell[139003, 2458, 222, 4, 23, "Print"],
6652	Cell[139228, 2464, 455, 10, 23, "Print"],
6653	Cell[139686, 2476, 488, 10, 23, "Print"],
6654	Cell[140177, 2488, 420, 9, 23, "Print"],
6655	Cell[140600, 2499, 224, 4, 23, "Print"],
6656	Cell[140827, 2505, 478, 11, 23, "Print"],
6657	Cell[141308, 2518, 418, 9, 23, "Print"],
6658	Cell[141729, 2529, 265, 4, 23, "Print"],
6659	Cell[141997, 2535, 294, 5, 23, "Print"],
6660	Cell[142294, 2542, 222, 4, 23, "Print"],
6661	Cell[142519, 2548, 457, 10, 23, "Print"],
6662	Cell[142979, 2560, 486, 10, 23, "Print"],
6663	Cell[143468, 2572, 418, 9, 23, "Print"],
6664	Cell[143889, 2583, 221, 4, 23, "Print"],
6665	Cell[144113, 2589, 478, 11, 23, "Print"],
6666	Cell[144594, 2602, 418, 9, 23, "Print"],
6667	Cell[145015, 2613, 271, 5, 23, "Print"],
6668	Cell[145289, 2620, 257, 4, 23, "Print"],
6669	Cell[145549, 2626, 278, 5, 23, "Print"],
6670	Cell[145830, 2633, 258, 4, 23, "Print"],
6671	Cell[146091, 2639, 467, 11, 23, "Print"],
6672	Cell[146561, 2652, 224, 4, 23, "Print"],
6673	Cell[146788, 2658, 457, 10, 23, "Print"],
6674	Cell[147248, 2670, 485, 10, 23, "Print"],
6675	Cell[147736, 2682, 490, 10, 23, "Print"],
6676	Cell[148229, 2694, 424, 9, 23, "Print"],
6677	Cell[148656, 2705, 222, 4, 23, "Print"],
6678	Cell[148881, 2711, 478, 11, 23, "Print"],
6679	Cell[149362, 2724, 488, 10, 23, "Print"],
6680	Cell[149853, 2736, 420, 9, 23, "Print"],
6681	Cell[150276, 2747, 262, 4, 23, "Print"],
6682	Cell[150541, 2753, 296, 5, 23, "Print"],
6683	Cell[150840, 2760, 222, 4, 23, "Print"],
6684	Cell[151065, 2766, 455, 10, 23, "Print"],
6685	Cell[151523, 2778, 488, 10, 23, "Print"],
6686	Cell[152014, 2790, 420, 9, 23, "Print"],
6687	Cell[152437, 2801, 222, 4, 23, "Print"],
6688	Cell[152662, 2807, 477, 11, 23, "Print"],
6689	Cell[153142, 2820, 488, 10, 23, "Print"],
6690	Cell[153633, 2832, 420, 9, 23, "Print"],
6691	Cell[154056, 2843, 271, 5, 23, "Print"],
6692	Cell[154330, 2850, 257, 4, 23, "Print"],
6693	Cell[154590, 2856, 277, 5, 23, "Print"],
6694	Cell[154870, 2863, 260, 4, 23, "Print"],
6695	Cell[155133, 2869, 467, 11, 23, "Print"],
6696	Cell[155603, 2882, 224, 4, 23, "Print"],
6697	Cell[155830, 2888, 457, 10, 23, "Print"],
6698	Cell[156290, 2900, 487, 10, 23, "Print"],
6699	Cell[156780, 2912, 487, 10, 23, "Print"],
6700	Cell[157270, 2924, 422, 9, 23, "Print"],
6701	Cell[157695, 2935, 222, 4, 23, "Print"],
6702	Cell[157920, 2941, 478, 11, 23, "Print"],
6703	Cell[158401, 2954, 418, 9, 23, "Print"],
6704	Cell[158822, 2965, 263, 4, 23, "Print"],
6705	Cell[159088, 2971, 294, 5, 23, "Print"],
6706	Cell[159385, 2978, 222, 4, 23, "Print"],
6707	Cell[159610, 2984, 455, 10, 23, "Print"],
6708	Cell[160068, 2996, 486, 10, 23, "Print"],
6709	Cell[160557, 3008, 420, 9, 23, "Print"],
6710	Cell[160980, 3019, 222, 4, 23, "Print"],
6711	Cell[161205, 3025, 478, 11, 23, "Print"],
6712	Cell[161686, 3038, 418, 9, 23, "Print"],
6713	Cell[162107, 3049, 273, 5, 23, "Print"],
6714	Cell[162383, 3056, 257, 4, 23, "Print"],
6715	Cell[162643, 3062, 278, 5, 23, "Print"],
6716	Cell[162924, 3069, 263, 4, 23, "Print"],
6717	Cell[163190, 3075, 467, 11, 23, "Print"],
6718	Cell[163660, 3088, 224, 4, 23, "Print"],
6719	Cell[163887, 3094, 457, 10, 23, "Print"],
6720	Cell[164347, 3106, 488, 10, 23, "Print"],
6721	Cell[164838, 3118, 489, 10, 23, "Print"],
6722	Cell[165330, 3130, 421, 9, 23, "Print"],
6723	Cell[165754, 3141, 224, 4, 23, "Print"],
6724	Cell[165981, 3147, 480, 11, 23, "Print"],
6725	Cell[166464, 3160, 486, 10, 23, "Print"],
6726	Cell[166953, 3172, 488, 10, 23, "Print"],
6727	Cell[167444, 3184, 420, 9, 23, "Print"],
6728	Cell[167867, 3195, 263, 4, 23, "Print"],
6729	Cell[168133, 3201, 289, 4, 23, "Print"],
6730	Cell[168425, 3207, 215, 3, 23, "Print"],
6731	Cell[168643, 3212, 450, 9, 23, "Print"],
6732	Cell[169096, 3223, 479, 9, 23, "Print"],
6733	Cell[169578, 3234, 411, 8, 23, "Print"],
6734	Cell[169992, 3244, 217, 3, 23, "Print"],
6735	Cell[170212, 3249, 471, 10, 23, "Print"],
6736	Cell[170686, 3261, 479, 9, 23, "Print"],
6737	Cell[171168, 3272, 413, 8, 23, "Print"],
6738	Cell[171584, 3282, 264, 4, 23, "Print"],
6739	Cell[171851, 3288, 250, 3, 23, "Print"],
6740	Cell[172104, 3293, 273, 4, 23, "Print"],
6741	Cell[172380, 3299, 254, 3, 23, "Print"],
6742	Cell[172637, 3304, 463, 10, 23, "Print"],
6743	Cell[173103, 3316, 217, 3, 23, "Print"],
6744	Cell[173323, 3321, 450, 9, 23, "Print"],
6745	Cell[173776, 3332, 483, 9, 23, "Print"],
6746	Cell[174262, 3343, 479, 9, 23, "Print"],
6747	Cell[174744, 3354, 479, 9, 23, "Print"],
6748	Cell[175226, 3365, 479, 9, 23, "Print"],
6749	Cell[175708, 3376, 415, 8, 23, "Print"],
6750	Cell[176126, 3386, 215, 3, 23, "Print"],
6751	Cell[176344, 3391, 471, 10, 23, "Print"],
6752	Cell[176818, 3403, 481, 9, 23, "Print"],
6753	Cell[177302, 3414, 413, 8, 23, "Print"],
6754	Cell[177718, 3424, 256, 3, 23, "Print"],
6755	Cell[177977, 3429, 287, 4, 23, "Print"],
6756	Cell[178267, 3435, 215, 3, 23, "Print"],
6757	Cell[178485, 3440, 448, 9, 23, "Print"],
6758	Cell[178936, 3451, 483, 9, 23, "Print"],
6759	Cell[179422, 3462, 412, 8, 23, "Print"],
6760	Cell[179837, 3472, 217, 3, 23, "Print"],
6761	Cell[180057, 3477, 471, 10, 23, "Print"],
6762	Cell[180531, 3489, 481, 9, 23, "Print"],
6763	Cell[181015, 3500, 413, 8, 23, "Print"],
6764	Cell[181431, 3510, 267, 4, 23, "Print"],
6765	Cell[181701, 3516, 251, 3, 23, "Print"],
6766	Cell[181955, 3521, 272, 4, 23, "Print"],
6767	Cell[182230, 3527, 260, 3, 23, "Print"],
6768	Cell[182493, 3532, 463, 10, 23, "Print"],
6769	Cell[182959, 3544, 215, 3, 23, "Print"],
6770	Cell[183177, 3549, 448, 9, 23, "Print"],
6771	Cell[183628, 3560, 482, 9, 23, "Print"],
6772	Cell[184113, 3571, 479, 9, 23, "Print"],
6773	Cell[184595, 3582, 479, 9, 23, "Print"],
6774	Cell[185077, 3593, 478, 9, 23, "Print"],
6775	Cell[185558, 3604, 415, 8, 23, "Print"],
6776	Cell[185976, 3614, 215, 3, 23, "Print"],
6777	Cell[186194, 3619, 469, 10, 23, "Print"],
6778	Cell[186666, 3631, 485, 9, 23, "Print"],
6779	Cell[187154, 3642, 417, 8, 23, "Print"],
6780	Cell[187574, 3652, 257, 3, 23, "Print"],
6781	Cell[187834, 3657, 290, 4, 23, "Print"],
6782	Cell[188127, 3663, 214, 3, 23, "Print"],
6783	Cell[188344, 3668, 448, 9, 23, "Print"],
6784	Cell[188795, 3679, 481, 9, 23, "Print"],
6785	Cell[189279, 3690, 413, 8, 23, "Print"],
6786	Cell[189695, 3700, 215, 3, 23, "Print"],
6787	Cell[189913, 3705, 471, 10, 23, "Print"],
6788	Cell[190387, 3717, 481, 9, 23, "Print"],
6789	Cell[190871, 3728, 413, 8, 23, "Print"],
6790	Cell[191287, 3738, 265, 4, 23, "Print"],
6791	Cell[191555, 3744, 251, 3, 23, "Print"],
6792	Cell[191809, 3749, 274, 4, 23, "Print"],
6793	Cell[192086, 3755, 258, 3, 23, "Print"],
6794	Cell[192347, 3760, 463, 10, 23, "Print"],
6795	Cell[192813, 3772, 215, 3, 23, "Print"],
6796	Cell[193031, 3777, 448, 9, 23, "Print"],
6797	Cell[193482, 3788, 485, 9, 23, "Print"],
6798	Cell[193970, 3799, 479, 9, 23, "Print"],
6799	Cell[194452, 3810, 483, 9, 23, "Print"],
6800	Cell[194938, 3821, 481, 9, 23, "Print"],
6801	Cell[195422, 3832, 419, 8, 23, "Print"],
6802	Cell[195844, 3842, 215, 3, 23, "Print"],
6803	Cell[196062, 3847, 471, 10, 23, "Print"],
6804	Cell[196536, 3859, 485, 9, 23, "Print"],
6805	Cell[197024, 3870, 479, 9, 23, "Print"],
6806	Cell[197506, 3881, 479, 9, 23, "Print"],
6807	Cell[197988, 3892, 479, 9, 23, "Print"],
6808	Cell[198470, 3903, 417, 8, 23, "Print"],
6809	Cell[198890, 3913, 257, 3, 23, "Print"],
6810	Cell[199150, 3918, 289, 4, 23, "Print"],
6811	Cell[199442, 3924, 215, 3, 23, "Print"],
6812	Cell[199660, 3929, 448, 9, 23, "Print"],
6813	Cell[200111, 3940, 479, 9, 23, "Print"],
6814	Cell[200593, 3951, 413, 8, 23, "Print"],
6815	Cell[201009, 3961, 217, 3, 23, "Print"],
6816	Cell[201229, 3966, 471, 10, 23, "Print"],
6817	Cell[201703, 3978, 479, 9, 23, "Print"],
6818	Cell[202185, 3989, 413, 8, 23, "Print"],
6819	Cell[202601, 3999, 268, 4, 23, "Print"],
6820	Cell[202872, 4005, 252, 3, 23, "Print"],
6821	Cell[203127, 4010, 273, 4, 23, "Print"],
6822	Cell[203403, 4016, 259, 3, 23, "Print"],
6823	Cell[203665, 4021, 463, 10, 23, "Print"],
6824	Cell[204131, 4033, 215, 3, 23, "Print"],
6825	Cell[204349, 4038, 450, 9, 23, "Print"],
6826	Cell[204802, 4049, 487, 9, 23, "Print"],
6827	Cell[205292, 4060, 480, 9, 23, "Print"],
6828	Cell[205775, 4071, 481, 9, 23, "Print"],
6829	Cell[206259, 4082, 483, 9, 23, "Print"],
6830	Cell[206745, 4093, 416, 8, 23, "Print"],
6831	Cell[207164, 4103, 217, 3, 23, "Print"],
6832	Cell[207384, 4108, 471, 10, 23, "Print"],
6833	Cell[207858, 4120, 481, 9, 23, "Print"],
6834	Cell[208342, 4131, 412, 8, 23, "Print"],
6835	Cell[208757, 4141, 258, 3, 23, "Print"],
6836	Cell[209018, 4146, 289, 4, 23, "Print"],
6837	Cell[209310, 4152, 214, 3, 23, "Print"],
6838	Cell[209527, 4157, 450, 9, 23, "Print"],
6839	Cell[209980, 4168, 479, 9, 23, "Print"],
6840	Cell[210462, 4179, 410, 8, 23, "Print"],
6841	Cell[210875, 4189, 215, 3, 23, "Print"],
6842	Cell[211093, 4194, 473, 10, 23, "Print"],
6843	Cell[211569, 4206, 413, 8, 23, "Print"],
6844	Cell[211985, 4216, 266, 4, 23, "Print"],
6845	Cell[212254, 4222, 252, 3, 23, "Print"],
6846	Cell[212509, 4227, 275, 4, 23, "Print"],
6847	Cell[212787, 4233, 261, 3, 23, "Print"],
6848	Cell[213051, 4238, 465, 10, 23, "Print"],
6849	Cell[213519, 4250, 217, 3, 23, "Print"],
6850	Cell[213739, 4255, 448, 9, 23, "Print"],
6851	Cell[214190, 4266, 485, 9, 23, "Print"],
6852	Cell[214678, 4277, 483, 9, 23, "Print"],
6853	Cell[215164, 4288, 485, 9, 23, "Print"],
6854	Cell[215652, 4299, 483, 9, 23, "Print"],
6855	Cell[216138, 4310, 417, 8, 23, "Print"],
6856	Cell[216558, 4320, 215, 3, 23, "Print"],
6857	Cell[216776, 4325, 471, 10, 23, "Print"],
6858	Cell[217250, 4337, 481, 9, 23, "Print"],
6859	Cell[217734, 4348, 413, 8, 23, "Print"],
6860	Cell[218150, 4358, 258, 3, 23, "Print"],
6861	Cell[218411, 4363, 289, 4, 23, "Print"],
6862	Cell[218703, 4369, 215, 3, 23, "Print"],
6863	Cell[218921, 4374, 448, 9, 23, "Print"],
6864	Cell[219372, 4385, 478, 9, 23, "Print"],
6865	Cell[219853, 4396, 411, 8, 23, "Print"],
6866	Cell[220267, 4406, 215, 3, 23, "Print"],
6867	Cell[220485, 4411, 471, 10, 23, "Print"],
6868	Cell[220959, 4423, 411, 8, 23, "Print"],
6869	Cell[221373, 4433, 266, 4, 23, "Print"],
6870	Cell[221642, 4439, 252, 3, 23, "Print"],
6871	Cell[221897, 4444, 273, 4, 23, "Print"],
6872	Cell[222173, 4450, 259, 3, 23, "Print"],
6873	Cell[222435, 4455, 463, 10, 23, "Print"],
6874	Cell[222901, 4467, 215, 3, 23, "Print"],
6875	Cell[223119, 4472, 448, 9, 23, "Print"],
6876	Cell[223570, 4483, 485, 9, 23, "Print"],
6877	Cell[224058, 4494, 485, 9, 23, "Print"],
6878	Cell[224546, 4505, 483, 9, 23, "Print"],
6879	Cell[225032, 4516, 483, 9, 23, "Print"],
6880	Cell[225518, 4527, 419, 8, 23, "Print"],
6881	Cell[225940, 4537, 215, 3, 23, "Print"],
6882	Cell[226158, 4542, 473, 10, 23, "Print"],
6883	Cell[226634, 4554, 411, 8, 23, "Print"],
6884	Cell[227048, 4564, 258, 3, 23, "Print"],
6885	Cell[227309, 4569, 289, 4, 23, "Print"],
6886	Cell[227601, 4575, 215, 3, 23, "Print"],
6887	Cell[227819, 4580, 448, 9, 23, "Print"],
6888	Cell[228270, 4591, 481, 9, 23, "Print"],
6889	Cell[228754, 4602, 411, 8, 23, "Print"],
6890	Cell[229168, 4612, 215, 3, 23, "Print"],
6891	Cell[229386, 4617, 471, 10, 23, "Print"],
6892	Cell[229860, 4629, 411, 8, 23, "Print"],
6893	Cell[230274, 4639, 265, 4, 23, "Print"],
6894	Cell[230542, 4645, 254, 3, 23, "Print"],
6895	Cell[230799, 4650, 273, 4, 23, "Print"],
6896	Cell[231075, 4656, 261, 3, 23, "Print"],
6897	Cell[231339, 4661, 466, 10, 23, "Print"],
6898	Cell[231808, 4673, 217, 3, 23, "Print"],
6899	Cell[232028, 4678, 475, 10, 23, "Print"],
6900	Cell[232506, 4690, 215, 3, 23, "Print"],
6901	Cell[232724, 4695, 448, 9, 23, "Print"],
6902	Cell[233175, 4706, 483, 9, 23, "Print"],
6903	Cell[233661, 4717, 483, 9, 23, "Print"],
6904	Cell[234147, 4728, 483, 9, 23, "Print"],
6905	Cell[234633, 4739, 483, 9, 23, "Print"],
6906	Cell[235119, 4750, 483, 9, 23, "Print"],
6907	Cell[235605, 4761, 483, 9, 23, "Print"],
6908	Cell[236091, 4772, 485, 9, 23, "Print"],
6909	Cell[236579, 4783, 485, 9, 23, "Print"],
6910	Cell[237067, 4794, 485, 9, 23, "Print"],
6911	Cell[237555, 4805, 485, 9, 23, "Print"],
6912	Cell[238043, 4816, 484, 9, 23, "Print"],
6913	Cell[238530, 4827, 483, 9, 23, "Print"],
6914	Cell[239016, 4838, 217, 3, 23, "Print"],
6915	Cell[239236, 4843, 410, 8, 23, "Print"],
6916	Cell[239649, 4853, 420, 8, 23, "Print"],
6917	Cell[240072, 4863, 214, 3, 23, "Print"],
6918	Cell[240289, 4868, 473, 10, 23, "Print"],
6919	Cell[240765, 4880, 479, 9, 23, "Print"],
6920	Cell[241247, 4891, 479, 9, 23, "Print"],
6921	Cell[241729, 4902, 479, 9, 23, "Print"],
6922	Cell[242211, 4913, 479, 9, 23, "Print"],
6923	Cell[242693, 4924, 479, 9, 23, "Print"],
6924	Cell[243175, 4935, 479, 9, 23, "Print"],
6925	Cell[243657, 4946, 485, 9, 23, "Print"],
6926	Cell[244145, 4957, 485, 9, 23, "Print"],
6927	Cell[244633, 4968, 485, 9, 23, "Print"],
6928	Cell[245121, 4979, 483, 9, 23, "Print"],
6929	Cell[245607, 4990, 481, 9, 23, "Print"],
6930	Cell[246091, 5001, 481, 9, 23, "Print"],
6931	Cell[246575, 5012, 421, 8, 23, "Print"],
6932	Cell[246999, 5022, 260, 3, 23, "Print"],
6933	Cell[247262, 5027, 290, 4, 23, "Print"],
6934	Cell[247555, 5033, 217, 3, 23, "Print"],
6935	Cell[247775, 5038, 448, 9, 23, "Print"],
6936	Cell[248226, 5049, 481, 9, 23, "Print"],
6937	Cell[248710, 5060, 410, 8, 23, "Print"],
6938	Cell[249123, 5070, 215, 3, 23, "Print"],
6939	Cell[249341, 5075, 473, 10, 23, "Print"],
6940	Cell[249817, 5087, 478, 9, 23, "Print"],
6941	Cell[250298, 5098, 413, 8, 23, "Print"],
6942	Cell[250714, 5108, 269, 4, 23, "Print"],
6943	Cell[250986, 5114, 253, 3, 23, "Print"],
6944	Cell[251242, 5119, 276, 4, 23, "Print"],
6945	Cell[251521, 5125, 265, 4, 23, "Print"],
6946	Cell[251789, 5131, 466, 10, 23, "Print"],
6947	Cell[252258, 5143, 215, 3, 23, "Print"],
6948	Cell[252476, 5148, 475, 10, 23, "Print"],
6949	Cell[252954, 5160, 214, 3, 23, "Print"],
6950	Cell[253171, 5165, 448, 9, 23, "Print"],
6951	Cell[253622, 5176, 483, 9, 23, "Print"],
6952	Cell[254108, 5187, 483, 9, 23, "Print"],
6953	Cell[254594, 5198, 483, 9, 23, "Print"],
6954	Cell[255080, 5209, 483, 9, 23, "Print"],
6955	Cell[255566, 5220, 483, 9, 23, "Print"],
6956	Cell[256052, 5231, 483, 9, 23, "Print"],
6957	Cell[256538, 5242, 487, 9, 23, "Print"],
6958	Cell[257028, 5253, 485, 9, 23, "Print"],
6959	Cell[257516, 5264, 487, 9, 23, "Print"],
6960	Cell[258006, 5275, 485, 9, 23, "Print"],
6961	Cell[258494, 5286, 485, 9, 23, "Print"],
6962	Cell[258982, 5297, 485, 9, 23, "Print"],
6963	Cell[259470, 5308, 215, 3, 23, "Print"],
6964	Cell[259688, 5313, 410, 8, 23, "Print"],
6965	Cell[260101, 5323, 419, 8, 23, "Print"],
6966	Cell[260523, 5333, 215, 3, 23, "Print"],
6967	Cell[260741, 5338, 471, 10, 23, "Print"],
6968	Cell[261215, 5350, 483, 9, 23, "Print"],
6969	Cell[261701, 5361, 485, 9, 23, "Print"],
6970	Cell[262189, 5372, 483, 9, 23, "Print"],
6971	Cell[262675, 5383, 415, 8, 23, "Print"],
6972	Cell[263093, 5393, 259, 3, 23, "Print"],
6973	Cell[263355, 5398, 290, 4, 23, "Print"],
6974	Cell[263648, 5404, 215, 3, 23, "Print"],
6975	Cell[263866, 5409, 448, 9, 23, "Print"],
6976	Cell[264317, 5420, 479, 9, 23, "Print"],
6977	Cell[264799, 5431, 411, 8, 23, "Print"],
6978	Cell[265213, 5441, 214, 3, 23, "Print"],
6979	Cell[265430, 5446, 471, 10, 23, "Print"],
6980	Cell[265904, 5458, 411, 8, 23, "Print"],
6981	Cell[266318, 5468, 267, 4, 23, "Print"],
6982	Cell[266588, 5474, 255, 3, 23, "Print"],
6983	Cell[266846, 5479, 274, 4, 23, "Print"],
6984	Cell[267123, 5485, 265, 4, 23, "Print"],
6985	Cell[267391, 5491, 254, 3, 23, "Print"],
6986	Cell[267648, 5496, 239, 3, 23, "Print"],
6987	Cell[267890, 5501, 330, 5, 43, "Print"],
6988	Cell[268223, 5508, 219, 3, 23, "Print"]
6989	}, Open ]],
6990	Cell[268457, 5514, 323, 7, 32, "Output"]
6991	}, Open ]],
6992	Cell[268795, 5524, 120, 2, 32, "Input"],
6993	Cell[268918, 5528, 360, 9, 32, "Input"],
6994	Cell[CellGroupData[{
6995	Cell[269303, 5541, 54, 1, 32, "Input"],
6996	Cell[CellGroupData[{
6997	Cell[269382, 5546, 1106, 16, 23, "Print"],
6998	Cell[270491, 5564, 1378, 23, 23, "Print"],
6999	Cell[271872, 5589, 1159, 17, 23, "Print"],
7000	Cell[273034, 5608, 1095, 16, 23, "Print"],
7001	Cell[274132, 5626, 1106, 16, 23, "Print"],
7002	Cell[275241, 5644, 1158, 17, 23, "Print"],
7003	Cell[276402, 5663, 1156, 17, 23, "Print"],
7004	Cell[277561, 5682, 1093, 16, 23, "Print"],
7005	Cell[278657, 5700, 1123, 16, 23, "Print"],
7006	Cell[279783, 5718, 1092, 16, 23, "Print"],
7007	Cell[280878, 5736, 1162, 17, 23, "Print"]
7008	}, Open ]]
7009	}, Open ]],
7010	Cell[282067, 5757, 856, 14, 32, "Input"],
7011	Cell[CellGroupData[{
7012	Cell[282948, 5775, 802, 13, 32, "Input"],
7013	Cell[CellGroupData[{
7014	Cell[283775, 5792, 441, 6, 23, "Print"],
7015	Cell[284219, 5800, 459, 6, 23, "Print"],
7016	Cell[284681, 5808, 459, 6, 23, "Print"],
7017	Cell[285143, 5816, 565, 10, 23, "Print"],
7018	Cell[285711, 5828, 430, 6, 23, "Print"],
7019	Cell[286144, 5836, 456, 6, 23, "Print"],
7020	Cell[286603, 5844, 453, 6, 23, "Print"],
7021	Cell[287059, 5852, 452, 6, 23, "Print"],
7022	Cell[287514, 5860, 460, 6, 23, "Print"],
7023	Cell[287977, 5868, 467, 7, 23, "Print"],
7024	Cell[288447, 5877, 417, 6, 23, "Print"],
7025	Cell[288867, 5885, 447, 6, 23, "Print"],
7026	Cell[289317, 5893, 452, 6, 23, "Print"],
7027	Cell[289772, 5901, 448, 6, 23, "Print"],
7028	Cell[290223, 5909, 629, 11, 43, "Print"]
7029	}, Open ]]
7030	}, Open ]],
7031	Cell[CellGroupData[{
7032	Cell[290901, 5926, 544, 9, 32, "Input"],
7033	Cell[CellGroupData[{
7034	Cell[291470, 5939, 1517, 25, 23, "Print"],
7035	Cell[292990, 5966, 1527, 25, 23, "Print"],
7036	Cell[294520, 5993, 1054, 15, 23, "Print"]
7037	}, Open ]]
7038	}, Open ]],
7039	Cell[295601, 6012, 962, 13, 32, "Input"],
7040	Cell[CellGroupData[{
7041	Cell[296588, 6029, 1622, 25, 55, "Input"],
7042	Cell[CellGroupData[{
7043	Cell[298235, 6058, 875, 16, 23, "Print"],
7044	Cell[299113, 6076, 1098, 23, 23, "Print"],
7045	Cell[300214, 6101, 853, 15, 23, "Print"],
7046	Cell[301070, 6118, 1035, 20, 23, "Print"],
7047	Cell[302108, 6140, 886, 16, 23, "Print"],
7048	Cell[302997, 6158, 1371, 27, 23, "Print"],
7049	Cell[304371, 6187, 970, 19, 23, "Print"],
7050	Cell[305344, 6208, 1324, 26, 23, "Print"],
7051	Cell[306671, 6236, 867, 15, 23, "Print"],
7052	Cell[307541, 6253, 1134, 24, 23, "Print"],
7053	Cell[308678, 6279, 1088, 23, 23, "Print"],
7054	Cell[309769, 6304, 1176, 23, 23, "Print"],
7055	Cell[310948, 6329, 1164, 23, 23, "Print"],
7056	Cell[312115, 6354, 850, 15, 23, "Print"],
7057	Cell[312968, 6371, 874, 16, 23, "Print"],
7058	Cell[313845, 6389, 1065, 20, 23, "Print"],
7059	Cell[314913, 6411, 1224, 23, 23, "Print"],
7060	Cell[316140, 6436, 846, 15, 23, "Print"],
7061	Cell[316989, 6453, 831, 15, 23, "Print"]
7062	}, Open ]]
7063	}, Open ]]
7064	}
7065	]
7066	*)
7067
7068	(* End of internal cache information *)

Download in other formats:

Original Format